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      <revision>15</revision>
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      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
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      <paper id="1" orientation="Portrait" width="850" height="1100" />
      <margins left="39" right="39" top="39" bottom="39" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
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  <region id="0" left="0" top="0" width="135" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true">Dane wymiarowe:</p>
    </text>
  </region>
  <region id="1" left="576" top="0" width="111" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true">Dane siłowe:</p>
    </text>
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  <region id="2" left="0" top="27" width="82" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">h</e>
        <e type="operand">280</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="3" left="90" top="27" width="82" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">b</e>
        <e type="operand">300</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="4" left="189" top="27" width="164" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Założenie strefy ściskanej</p>
      </description>
      <input>
        <e type="operand">x.compression</e>
        <e type="operand">50</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="5" left="576" top="27" width="96" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">M.Ed</e>
        <e type="operand">3</e>
        <e type="operand" style="unit">kN</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
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  <region id="6" left="0" top="54" width="82" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a.1</e>
        <e type="operand">80</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="7" left="198" top="90" width="85" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>0.85 - NO1.0 - SWE</p>
      </description>
      <input>
        <e type="operand">α.cc</e>
        <e type="operand">0.85</e>
        <e type="operator" args="2">:</e>
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  </region>
  <region id="8" left="333" top="90" width="85" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Założenie odkształceń betonu</p>
      </description>
      <input>
        <e type="operand">ε.c</e>
        <e type="operand">0.138</e>
        <e type="operator" args="2">:</e>
      </input>
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  </region>
  <region id="9" left="0" top="99" width="152" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true">Dane materiałowe:</p>
    </text>
  </region>
  <region id="10" left="0" top="126" width="99" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">f.ck</e>
        <e type="operand">35</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="11" left="108" top="126" width="69" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">γ.c</e>
        <e type="operand">1.5</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="12" top="171" color="#000000" bgColor="#ffffff">
    <area collapsed="true" />
    <region id="13" left="0" top="189" width="282" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <text lang="eng">
        <p bold="true">Wykres naprężenie - odkształcenie</p>
      </text>
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    <region id="14" left="0" top="207" width="219" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">f.cd</e>
          <e type="operand">α.cc</e>
          <e type="operand">f.ck</e>
          <e type="operand">γ.c</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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        <result action="numeric">
          <e type="operand">19.8333</e>
        </result>
      </math>
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    <region id="15" left="0" top="270" width="258" height="80" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">ε.c2</e>
          <e type="operand">f.ck</e>
          <e type="operand">55</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">2</e>
          <e type="operand" style="string">zdefiniuj inaczej</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="operator" args="2">:</e>
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        <result action="numeric">
          <e type="operand">2</e>
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    <region id="16" left="243" top="270" width="283" height="80" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">ε.cu2</e>
          <e type="operand">f.ck</e>
          <e type="operand">55</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">3.5</e>
          <e type="operand" style="string">zdefiniuj inaczej</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="operator" args="2">:</e>
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        <result action="numeric">
          <e type="operand">3.5</e>
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      <math>
        <input>
          <e type="operand">n</e>
          <e type="operand">f.ck</e>
          <e type="operand">55</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">2</e>
          <e type="operand" style="string">zdefiniuj inaczej</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">2</e>
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      <math optimize="2">
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c</e>
          <e type="operand">x</e>
          <e type="operand">0</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">0</e>
          <e type="operand">x</e>
          <e type="operand">ε.c2</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">f.cd</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">x</e>
          <e type="operand">ε.c2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">f.cd</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="operator" args="2">:</e>
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    <region id="19" left="18" top="531" width="538" height="209" color="#000000" bgColor="#ffffff" fontSize="10">
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          <e type="operand">x</e>
          <e type="function" args="1">σ.c</e>
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      <math optimize="2">
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c.εc2</e>
          <e type="operand">f.cd</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">x</e>
          <e type="operand">ε.c2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">-</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
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    </region>
    <region id="21" left="243" top="792" width="122" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c.fcd</e>
          <e type="operand">f.cd</e>
          <e type="operator" args="2">:</e>
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    <region id="22" left="0" top="855" width="399" height="245" color="#000000" bgColor="#ffffff" fontSize="10">
      <math optimize="2">
        <description active="true" position="Top" lang="eng">
          <p>Wartość całki pod wykresem</p>
        </description>
        <input>
          <e type="operand">ε.c</e>
          <e type="function" args="1">σ.c.int</e>
          <e type="operand">ε.c</e>
          <e type="operand">0</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">0</e>
          <e type="operand">ε.c</e>
          <e type="operand">ε.c2</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c.εc2</e>
          <e type="operand">x</e>
          <e type="operand">0</e>
          <e type="operand">ε.c</e>
          <e type="function" preserve="true" args="4">int</e>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c.εc2</e>
          <e type="operand">x</e>
          <e type="operand">0</e>
          <e type="operand">ε.c2</e>
          <e type="function" preserve="true" args="4">int</e>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c.fcd</e>
          <e type="operand">x</e>
          <e type="operand">ε.c2</e>
          <e type="operand">ε.c</e>
          <e type="function" preserve="true" args="4">int</e>
          <e type="operator" args="2">+</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="operator" args="2">:</e>
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      </math>
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    <region id="23" left="0" top="1134" width="445" height="245" color="#000000" bgColor="#ffffff" fontSize="10">
      <math optimize="2">
        <description active="true" position="Top" lang="eng">
          <p>Wyprowadzenie położenia siły wypadkowej</p>
        </description>
        <input>
          <e type="operand">ε.c</e>
          <e type="function" args="1">σ.c_x.int</e>
          <e type="operand">ε.c</e>
          <e type="operand">0</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">0</e>
          <e type="operand">ε.c</e>
          <e type="operand">ε.c2</e>
          <e type="operator" args="2">≤</e>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c.εc2</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="operand">x</e>
          <e type="operand">0</e>
          <e type="operand">ε.c</e>
          <e type="function" preserve="true" args="4">int</e>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c.εc2</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="operand">x</e>
          <e type="operand">0</e>
          <e type="operand">ε.c2</e>
          <e type="function" preserve="true" args="4">int</e>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c.fcd</e>
          <e type="operand">x</e>
          <e type="operator" args="2">*</e>
          <e type="operand">x</e>
          <e type="operand">ε.c2</e>
          <e type="operand">ε.c</e>
          <e type="function" preserve="true" args="4">int</e>
          <e type="operator" args="2">+</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="function" preserve="true" args="3">if</e>
          <e type="operator" args="2">:</e>
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CAfLcQ5Yp3FrH5lldFjRs2wonjJ5R3JeHoIsMgxLsW9LAnMra6glISGb2gwXFDQmQEiRhD4D7FGU7NXDFu5nzMm/odRiy9hGcUXuTE2LJZc/npxc8T3q3IeVjYSqS2uFAe6kvSIZ+/Ose6EBkzQmQcHwcUmayHzam2Du5nCZM250P5vHYduauICZwTr7EpN+zvv5V3mSVCL+lnpchQSBhU9LAnMraCUGaLjHPrNrpBgxNo8U4tPYTICJ417I7h+btt61ZlSdbBGMI5WzjPUlkpsXOcCwfqnjpxEv/973/l9/DfsmXKyP+3RoiMGSEyjo8QGQke8HVq1kqch0QvgWUGvCrzuHBBnhCOwsCrIrYG8S4HTsI2dfJk5Z2WZFeRYaDLSpG5+sdV5VUSssjYCEJCZARZAedi4kBZdnOqTzV+FjCOcZAxL8x4KzRbdfnEZs6GzcH/TOLWCJFJQohM9kWIjAJbQZpKBxcfPsZWksyCA4k5kyzHt3AyKE6nz3Eux93dLU40To3PqyU9HEFkGEz0AhexLTLn5YCnR2aLDGVQT2TsBSEhMoKsgjIxZOBAeVoEveM0vfD45sy4nB6BF0YsvGuRUx/wBgGVb4cOFSIjIUQmZyJERoIHPA9GXr1wTIqt5JtaOP3/XumE4bT2PAG4TU7PfevmTZtJOqeKDG8H1+NZiAynN7eGJz6vTPUQIiPICjgOr1f3HnIcYMnozQVM+Fs2bULPbt0TJ7jkecGpJGyNSRMiY0aITM5EiIwEE1bvnj0TAw0Ts9qHnFqCgoLkg5q3RjMJtmzaDNu3bbOYhtteknZ0kTEHrvPKK0tsiQy3l1aRsTfviz2RadPqS5siwwCghxAZQVZAkeE4ODW+2Don7MEZdClA/Cy3wRsCDv/2m0WyZtIXImNGiEzuQoiMApMWu5XUYMNbEFOCyZtXQZwwSv3crl9/lYMMu6qsyW0ic+7sWZvbexYiw3l2rAkPDxciI3juPPzrL/lWbMYITqmQmgslJq2tmzcnykv1KlXhfuwYKktJVS+hCZFJQohM7kKIjAbOZskkxaDBwbd6cLAek1WPrl3lgNStcxfs2L7d4vHyfBx9ThMZBlOu1yOzRYb9/HrYFZmWrXRFhi1iHFCtR3pFpm/vPsorS4TICOzBKf75tGfGF1sXSjz+d+/aJU+5wGTMWPL7kd8tzi92lQqRESIjSEKIjBWUGY7w5xwuWm7dvCUf6AxCvEOGU3fbSmhCZMzw2U62njfzLESGU8NbQ5Hh7KR6pEdkjh09KkRGkG7YBc1Er71Q4sURb4lmbGHhxRSPsUULf1TeYYkQGTNCZAQqQmR04Gh/dhf96funPGC3WeMmcrPwgnnzExMVZ9flwxj1yIkiw+VsYdHDlshwX7HFSo/MFpnWLVrqi8zffwuRETgUnHxz8ICB8PLyko8l3s3IpMfjm5NiEiZHPuhVDyEyZoTICFSEyFhBiflu+AhZEHhHABPaiePHk839IEQmCUcRGQ6ItIYiw8kG9RAiI8hqeHyztZddRzwuOd7l7p93lbVJCJExI0QmCSEythEio8CrpIXzF8hXR2zepQjwJOf09pzm3prcJzKd5a4iPWyJDMcBMLnrYVNk7DzkMT0i8/fjx0JkBM8dJq8J48bJyYjx5dedv8Dv3j3Ud/pceYclQmTMCJFJQoiMbXK1yLCVha0MLaUrJArG5AkT8eeffyprzQiRMePoIvNlixa6IsM5fap/WkV5ZYkQmeTEB+7HlP5fS8d2H3yz0htPlOWCtMPjZ//efahRpapcFv/4I0JCQpS1UtL39xcioyBExkzOFpl4BO6fgv5fD4Jbn2+w0jvzokuuFJmYmBj8vHGjfGXEg4MJyNYkVUJkzLCLyFaStiUyp06eQo+u3ZRXljwLkeFU8NbIIiMlET2EyFiR4IelTsXQZOMDPNjQEEU+nYGbyXeBIAV4zHH2bsYXnk9On9XGzRs3lLVJCJFJQoiMmZwsMgl+S+FUrAk2PniADQ2L4NMZN5FZ4SVXiQxvf+RBx8GfHMxL2eBD3eSkv2KF8i5LhMiYSZfInDgpzz6qhz2RsfW0ansiw3EHeiITGhoqRCa1PN6BBq+XwwyfeOmFCc/okUA5lps3bsoPfWXCYTeSeos1bxa47eMj/1+LEJkkhMiYycki83hHA7xebgbM4UWKL+bFmUKOFxmKyqaNP8tdI3wEAZ979FfgX8paM0JkzNgTGSZpW3NfOIzI6Fz1simfD+zTQ4hMEsaQY5juWg8FDQVQp+sQzD0bnqmBJqfCmwMWLVwoJ2IetyuXL5cTnxYhMmaEyJjJfSJjRMix6XCtVxCGAnXQdchcnA3P3OiSY0WGAsOkwoTJJt5R342U53/RQ4iMmcwWmZPHT8jPmNEjs0WmZTPbIlOzWm4VGRPCTk2HW+/e6G1VBsy9nGz8i/HBUlR59VMs8TcqSwS24HxTO7fvkI9Vxhfe6Thx3HhlrSVCZMwIkTGTY0TGFIZT092SxZbevQdg7uVk0QUPllbBq58uwbMILzlOZDiAlzNhcsp6PmmWJyMnnPK8ckU6iZyVd1kiRMaMPZHhWBeOedHDlsjwtvXePdImMtzX6RUZNu1bExwc/NxEhsciu7t4bFHoZs/U/+72SAi5iO3Ll2DxrO/R96sOcHFxkQJkR0y5GKO8wx6SyJyZjcH9+qGfVRm60FOITDpgcmSicar1mXxOMNHyomnDunXyzQJ6CJExI0TGTGaJDGX6ooeHPL8Z4ylnhE4rGYovksicmT04WWzp128oFnoKkUkXTBrDv/lWvjpqLgWO3w8fkZepCJFJIieKTIumzXRFhrfV85Z6PZ6FyGzfuk0eSM7nbfHRCDwe1cLgz3pOqTx48EDeXvy9FWhT1RV7g3nmJyBwZzcUL9Ycc08H4GkqW2bjw3zhffUqrloV73uRUmixJPUiY0KU5woMblQBTZffk75Zzoc3CFQqX14+d5jwrO+QEyJjRohMEpktMpxz6OyZs/JxwXjM36iNL5y8VS+eWBceyyTj8SUeYb7eyWLL1aveuBeZLLqkQWTSHl+yvcjwaogJk1fkrEzeaut7546yNgkhMkmkR2Q41oVjXvSwJTLH3d3lp4rr8SxEho+RsIYi81n1GsorSzJbZDggesP69TYDTdsvW8v1klLx9fWVthaD825vo0iPk0ktJ8b7WFzBgOLjrqVytL8UPFY6IZ/BAINVef2LHXisvEtFFZmf7qcYaSTi4D2+DD6e4iOFs5wLr3p5jLBVj3XI40IPITJmhMgk8SxE5vcjRzB/7ly0b9tWjuPa+NKjWzfdeGJd2H2fKfHF+AArnfIliy0Gw+v4Ykey6KKIzE9IVXhJY3zJ1iLDZrUO0onBg4IP86PUNGnUSEkElgiRSSInikzzJk11RYbPtskqkbHuWrJo+pWO0x+m6NevPhHY1yIv8nc4gmhlCRCFIx0KoFBXd82yOASeWo/589fB3S8m/QN0n1zD6qH1UMBQEPUHz8ehADV8WG8/HkF8vWgLtn9bOseKjNFolJMeH/LIp+L73LqF2NhY+UGxegiRMSNEJoln3bXEWaIZYxlXeCH3y46dyprUkLXx5cm11RharwAMBetj8PxDSAovgTi1fj7mr3OHXwy3nr74ki1F5tdffpENlEGAJxuDjooQGTOZLTIc48HBu3rYEhn3Y8fQp1cv5ZUl9kSGj4bQIyWRYbKxhrfc165RU3llSXpFholNj5QG+1K0U48RgesbIG+hrjgYpoQPYwBW1i4Gl72PlYBiQvC2VijeaDmunx2EIm8OxZXksTsDJN/+8f19UKbqOBy5shtDSxtQIgeKzPgxY+X4wmP08qVLylIIkdEgRMaMIw32zXbxxRSMba2Ko9Hy6zg7qAjeHHoFEUfTF1+ylcjwuTnjRo+RZYDjHvSSpxAZM44gMvaSfmaLDJOFLZGpU7OW8sqS9IgM5Sy9IpNmjCFwn+IMp2auGDdzPuZN/Q4jll5ChBJ3gMfYWvNFVN0UCjwNwBWvR6lrEk411tu/g0Od3kDZefekMBiLy9++jzI5SGT4zCO2IHKaht49eyVLDEJkkhAiY8aRRCbNPO/48ngrar5YFebNX4HXo1AcS2d8yRYiw4RC0eAzc5igmdBsJX0hMmbsiQz34x2dcUT2RIaDdjkWSY/MFJmoqKh0i4xesnj411/ZV2RSJAw7nQwoOc9POvGNCL99AyGZOvLWevuXsL/PO0pweYJTvd5E6RwgMkwOTCA8L5gY5YHtOt2oQmSSSI/ITJ44ESO++VZ5ZYkQGTNZKjIp8ozjS9hOOBlKYp6fUZKqcNy+4YdzfdMXXxxeZJi82Mz7tWvfxAN97eo1QmQk0isy7PdX74zRYldkpCvVtIoMxy3ZGk+SVSLDyQ95q6we2V9kgOjzI1Gu4Mdo1bMbuo8+APkGhEzEevsPri9E07IN8fXob9Cx4ot4oepIHAzMnvctsUuaA7QZX/hIgfDwcHk5Wx+FyGS+yHCywJnTpiuvLBEiY8axROZZx5donB9ZDgU/biWPwRx9IBhxt9IXXxxWZPzu+aFNy1byVZJ18hIiYyarRYYDy/SwJTKczyfLREYKDDZF5rPayitLcoLIEFNsKPwDIp/ZbdDJth8XhoCgSMRGPcbjyFjpWi37cez3o2hUr74cX347dEhZakaIjBkhMmZys8iQZxtfTIgN9UdApGbr6YgvDicyvEriLaysNCY0vQQpRMZMVooMB+2mR2T69XFVXlnyLESGAcKawMDAHC8ygtTDOTT4mBIeY1+2aGkx15SKEBkzQmTM5HaRyQ44lMhwCnw28/IkOXf2nM0EJETGTFaLDJO4HjZF5vARuUtQj8wWGc7irCcyAQEB+Lx2HeWVJUJkchc/Llgoxxc+TmDnjh3ypIV6CJExI0TGjBAZx8chRIZXRTwgmcAYRPjaXpeAEBkzWSkyTN5pFZkjvx1On8jYCBopiYzeRIgUmbp1hMjkZtgKM37sWPluPc7pQw7/9psQGQkhMkkIkcm+PHeR+fPPP9Gl01fyhGFMOipCZJJwFJHhXUh62BOZ/n37Ka8syWyRketdR2T4O4XI5F5Onjwpy8LIESOUGU3NCJExI0QmCSEy2ZfnKjJM+Oam3uHygx21CJFJwhFEhoN20yoycrLolzaRsRc0UhQZnXrn7+Tv1UOITM6FSax6laooVeID7Po1+cP0hMiYESKThBCZ7MtzERmePGO/Hy1LTFOpQvWCvxCZJBxFZHg7tR6OIDKNGzbUrXcmCyEyuQtOgsg7Hhlf+KBHveAvRMaMEJkkhMhkX7JcZNiVxErkicVnRdgK/kJkknAEkeHdR2kVGd7WaitZPAuR4bFlDQOrrWQhRCbnwTvr2BLD85lj7WwFfyEyZoTIJCFEJvuSZSLD6b456RTnbdi5fUfi9N9CZMxkB5Hh7dR62BIZBoWsEpkvGtgWGVuBVYhMzoGSwdmnOfmhp6enstR28BciY0aITBJCZLIvWSIyTAhDB5vHw9y8cVNZakaIjBlHFxnefZQekWFw0ONZiAyflWMNg6MQmZxNWFgYqlSsJMcX60AvRMaMEBkzQmRyJs9cZHgQ8ESuWa263JVkjRAZM9lCZA4fUV5ZYktkDh44gIH93ZRXltgTGQZqPeyJDPeDnsj43bsnB0k9hMhkf1i/FcuVR4+uXS2egq8iRMaMEBkzQmRyJs9UZPg04ob16ssDRW0lNCEyZhxdZHgbdVpFhvsorSLDEzW9IsP9YY0sMtIxqEd6RYaTA+ohRCZrYV1U/7SKfH5s27pVWWqJEBkzQmTMCJHJmTwzkWFAZ1MvDzRemdtK+kJkzGQHkeG8MHrYExlb+yirRIbLMlNkOJhUiMzzh8mD8eWihwe+HzlSiIyEEJkkhMjkLp6JyPDKnVdKDBZEiIyZ7CwyvI06zSKzL+tEhrKiJzLsbrK1j4TIZD94k8CSxYvlY/i6t7e8TIiMGSEySQiRyV1kushs3bwZtapVx40bN5QlQmRUsrvIqGJqjS2R2b93HwYPGKi8suRZiAy7kayhyHAgsB5CZLIXHAPDOx9bNmuO0NBQZakQGRUhMkkIkcldZJrI8EqJSZ/NvTxBtQiRMZOtRUYK+ukRmSEDBymvLMl0kZECoZ7I8JZsITLZHz66grGF8wVpHzVAhMiYESKThBCZ3EWmicyihT/KgYYDfK0RImMmu4sMJ7jTw5bIcB9kpcjoBUIeC0x+egiRyR7w8SVdv+osxxe9Ox+FyJgRIpOEEJncRaaIDE84Nu3z6bJ6CJExk51Fhid5ekSG+0IPWyITHh4un7B62BMZBk9bIsNjQg8hMo4PJYZzULVv2xZtW32pLLVEiIwZITJJCJHJXWRYZFj5PAj/+usvITIKOVVk9E5yYktkGAiZhPR4FiLDIGoNn4gtRCZ78r///U+OLT26dsMlj4twbt1GWWOJEBkzQmSSECKTu8iQyDB4sLmX4sCgI0TGTE4UGc4Hk1aRYdDIKpFhQtATGQaNpo2+UF5ZIkTGseEt/4wvTLZX/7gqREZBiIwZITIClXSLDJMQb7FWpUGITBI5VWRYj3rYExlbQeOZiIyUGKyxFzSEyDgum3/eJA/S5iBfIkQmCSEyZoTICFTSJTI8AWtUrWYRtIXIJJETRYa/Na0is3vXriwTGf4mPZFhAhEik704feqUHF+0x6gQmSSEyJgRIiNQSbPI8AFtbO5lBWoRIpNEThUZ/mY9bInMrl9/lQOoHs9CZPR+E++iYyLRQ4iM40GBYHy5cvmyssSMEJkkhMiYESIjUEmTyHCumFbNW6CRzpTvQmSSyIkiw4nt0iMyw4Z+o7yyxJbIUJTTIzJ169SxKTLNmzRVXlkiRMaxYFLlU6y/GZJcfoXIJCFExowQGYFKqkWGEsODplK58ti4foOcuLTlSfQTWWSsl7Ps3b0HA77ur7uO80McP+aebLmflKSdan2WbDnLyuUrMEkKGnrrGjdoiJvXbyRbzpOOB5b1cpap0gmxTEqSeusqSCLzOPRxsuV7du22+ZsoOL/u/CXZ8vC/w2SRsV7OsmLZcpu/qYNzO5w7czbZcp9bPvJt79bLWfibli9Zqruubu06+NP3z2TLGbwZoKyXs3CMzO5fd+muo8hQ9qyXb9+6Dd8MHpJsOYtLW2fd3/Qo6JGczKyXsyxe+KMcCPXWfS79Js7ia73c66qXnEisl7OMGz1GlmK9dRSZ6H+iky3nYxqY6KyXs1A49RKgIGVMJhNGDh8hxxfWmfW+5V1LvP3aejnLd9LnNm38WXcdg3/Io+BkyzlZI5/obr2chXdJHfv9aLLlUZFRidJuXdasXIUJY8fprmsqJS3va97Jlvve8ZUvKqyXs0yb+gN+WrRYd11lKanq/aYzp07LFwjWy1l4cfXLjp3JlkdGRMpyZr2che/nPFB66yhMp0+eSrbc9/YdWc6sl7PwQuSHKVN111F+7vjcTracv4nnlfVylonjJ0gXoCt111FkIsIjki2395s4uJwXoNbLQ4JD5OPSejnLksU/yXWlt67tl61xURIx6+XXpWOhSaMvki1nmThuPFbb+E08ltliLUhOqkUmJiZGbvJlYZDngaItPBm4zno5C99PydFbV6rEB3JwsF5ub3tlSn4oF711trbHZVxnvZzF3vb4HfhdrJfb+01cntZ95Ai/yd72bP0mlvTsI1u/Kb37yBF+Ez9jq8VIYJ+DBw7K9WTruMjqY1Nveykdm9nxWLf3HVLaR7bqKb2/ydb2bP2m9Owje78pPfvI3newt4/s1ZO933T/fvI7MwVp7FpiUztbZlissbWcpGddej5DbK1Lz2eIrXVZ9Rlia116PkNsrUvPZ4itden5DLuW2CKjR3q2x2W82tcjvduz9RlBxnD0+JKezxBb69LzGWJrXVZ9hthal57PEFvr0vMZYmtdVn2G2FqXns8I7JMmkWH/IWfaFGRv3I8dk8frOCL2RMbRuXzpEh49eqS8EqQFPj/pxPHjyitBToRdv7duJn+EjSB1HP39d91xP4I0igybt8SOzP7YGuzrCGRnkWEf+++HjyivBGnB3lPKBTkDe4N9BSlTp2YtBD18qLwSaBEikwtxdJH5rHoN5VX2QohM+hEik/MRIpMxhMjYRohMLsSRRSY7I0Qm/QiRyfkIkckYQmRsI0QmFyJE5tkgRCb9CJHJ+QiRyRhCZGwjRCYXIkTm2SBEJv0Ikcn5CJHJGEJkbCNEJhciRObZIEQm/QiRyfkIkckYQmRsI0TGAVDnDrAuzwohMpmLWl8UGc78mxV1mNMQIpPzESKTMYTI2EaIzHNEm/BSKpmJEJnMRa0jPZGxLgJ9hMjkfITIZAwhMrYRIvMcsE5unHlWr1i/jyUzECKTOah1otYXn91z+NBvMBqNiUVbn9qirVNtya0Ikcn5CJHJGEJkbCNE5jmgTVza5KaX/LTvZckMhMhkDLUu1DribNcs/fq44tCBg4iPj08sfCq8tqjvta5rbR2rJTchRCbnI0QmYwiRsU3OEBljFHzdt2LTvst4FKsssyb+IU7t2o9TnrcREPIIdy8fx0k/9beYEON3EttWLcPa3ZcQHKcstuAJfA4fx4N45WU6sE5UTGBqQmNRk5w22amJTi/hpRdHFBljlC/ct27CvsuPYKsKtTzxOYzjySojFgGnd+PkQ+vlJsQGeeLAzz9jr4c/nug/einVyHUXHg5jWJhcTxQWPieob+8+2L9vv3yOqOW///1vYomNjZXfx6IVG+t6zow6zm44ssik/ti0dZzFIeTaMexYswqbfruBCKOyGPF4eGoX9p/yxO2AEDy6exnHT/ohp14qOoTIpCZXSMSHXMWhzSux4udDuBGuVlgc/A+txYrV67F5+6/Ys3sntqxbgx2eUiyQ1sY/PIVd+0/B83YAQh7dxeXjJ5GYYjIBITK2yf4iE+eLVS610HXxQRxa0g1Vm86CV4yyTkvEfrR53QCDwVxeLu+G3Q/53CgjQg8PR4seM7Hz5En8MrMzqjacDi+Ln2lC2NEBKF28J45HK4vSgZqc1ISlyoua1LRX8mrRJjw16anFVvKzLtY4msjE+a6CS62uWHzwEJZ0q4qms7ygV4UqprCjGFC6OHqqlZEQhIMTuqBx5SJS3f4HPU9oKskUifOTG6LilxOx5fghTCj/GsqNvZLuZKHuU5N0HpgqVYKxdWvEr1yJp0FB6NOzF/bs2o2oqKjE8s8//8glOjpaLnzGFc8hVWrUOrYWGnv1lxNxVJFJ9bFp6zgzhePM1G7oO+1nHDr0M6a0L4W36s2Ep/yoswjsb/N6YkwyvFwebrsfIqc+ze65i0wqc8VT7zlo22oUNh0/h8M/dULxN1ti1T3p4sgYiJU1C6BYxSqoWPYjfPRRGbxbsAT6nYiSPxexvw1eV+vS8DLKu+2GnGIyCSEytsnmImNC8NZmKFJ9CfypxMYArKxVCLWX+CULBqaHG/DVYHeERQTiflBU0nrp4FxV9xMMOq8c0fG3MataVUy9mdQsY3y0G64f5YXh3UFQ35YeEpMgr+alA1KVGCY0JjZetatX8fxX/b96Na+9orcnOfYEhziUyJiCsbVZEVRf4i9f1RgDVqJWodpY4mcjAhgfYbfrR8hreDepzhTi7i1F1ZeKWIjMk/PfoNQ7HbAnVLo8TgjAlq410WLWtTSJjPU+5H6V6+7yZZheeUU6i6TTSCqe772HKwMG4u+7dxEaGiqXx48f4++//5YfvRAu1XtERIQsOBSamJgYuW5TKzQsORWHFJk0HJu2jrMnwZvxRal2WH3bfMSZHq5B9RdeQ5sDkXyBDV8NhntYBALvByEqE5OeI/J8RSa1uSIO1yeWguGt/jhL2Xx6GSPey4NKi+8DMR4Y03YKvNSWnOhzmNBrCW7LDcAmPNzwFQa7hyEi8D6CnkFlCpGxTfYWGVMIttR/BUV6nYA5dT3B2f5v4eXa6xBk1X0Qe206Oow/iLMHt2LLvvPwU9t9TaHY2Sw/Xqv9PX69EYEnt5ehXdOJuKQ+HDr+Pjb26YxpC1ugcPHBuGAtMglBODz7W7j1d8PQiRtwxWM1xg5yg9uwBTgTxjMmCTUZyYmqXj35ij5h5EjEnjwpJzVesatX8Nqreu2VPROgNglqr+y1ydBeQkyTyJgicHn1aAwYOFgqM3AoMAN9azqYQrag/itF0EuVjydn0f+tl1F7XZAUGqyJx/2NfdB52kK0KFwcg60rI2ynvK0kkYmCe7ciKNBqD8JNCYgOj5a2kJyEoMOY/a0b+rsNxcQNV+CxeiwGublh2IIzYBVq9x0L9yv3M/d9/JQpiSKjLTGtWyN86VI8vHcPD6XgExQUJD8ZOyQkRBYbrdDwnNLWo7WUav92TsURRSb1x6ad4yzqOPq8ZUCx/mek6CTFIa9xKGV4Az3Ymhh7DdM7jMfBswexdcs+nPd7kvyYT0N8cXRSEhlTxGWsHj0AAwdLZcYhZGqoSUOuMIZfw7EzfoiRlptCdqJ14XfR/wzrywc7t91ULoIScH9NF7j+GqzUWSyuTe+A8QfP4uDWLdh33k+nCzsBQYdn41u3/nAbOhEbrnhg9dhBcHMbhgVnwmRZtocQGdtkb5GJ88bEDw14d9hF5eCKheeYEjAUH4krFl/TiKDNrVGu9SRs2PMrVg7/HG++3x7r/cxnSuy9bfi6XB4p/xjwUsEqGH1SPaji4LOkC3qv90PoAWe8oScyEqbwkxhR9mW802s/giMvYGyDjlipXIFpYSJiYpITYWAgjG++mZj4jAUKIK5dOzz56SeE37qVeEWvLerVvfbKXttdYS021kKjJsPUi0w8fObWQMGqM3A9JhAb6r+M1zsekcJ2HAKOrMC0sd9j2qbLcrK3wBSGU9Pd0Lt3b6syAHMvq4ZoJs57Ij40vIthF5X9FeuJMSUMKD4yefdPnM8SdOm9Hn6hB+D8RipEJt4HM8rmwdvthsHVpS1aOpVC4RKtsfCa5XeQvjDCT45A2ZffQa/9wYi8MBYNOq6EWoXqfrOoP0lkuL+5/+OrVUusR+tizJsX0a1aIXTRIjy4cwcBAQGy2FBoWJ+sy8jISHk7qW2hyYk4osik+thM4TgzxT1BHJNavB/WtCiE/E6zcV3agDFoM1qXa41JG/bg15XD8fmb76O9FGus83dq44ujY1dkpH04t0ZBVJ1xHTGBG1D/5dfR8UiUVAkBOLJiGsZ+Pw2bLlsnexPCTk2HW7I40xsD5l6WxTGRVOcKM/F+WzGyZ3s0KFcZPdb7Jh8bFXUKQ+v1x3FzrxIrE5tbl0PrSRuw59eVGP75m3i/vRSrklcmTo4oi5ff6YX9wZG4MLYBOq68nSzW6SFExjZStE09jicyNzGltHS1M9RD6bd+iisji8NQcgK8LQbsmhBx/TiuhCqnQcJdzK/0Iv7T4ziiTZHwmN8HHQYtxu4dCzCwcQnkMXyIoZKBx3jORMeBuxEkfSzyoG2RIbE+i9Dg9fwo16gTZl+KSn5lJaEmQiYnJqq4I0eSJT61xJUrh6iBAxG8Z48sHSxMgn/99Zd8dR8cHCwnQnZZ6EmN3Fqgkwz5HVItMrFeGFviBVRcyqb1p7i9czHWe4Qi4JdvMGyrr/T37mCjczFUmXZTUhsNksicmT0Y/fr1sypDsdA8OCCRuJtTUNpQDEM9lB379ApGFjeg5ARvy23GeGJmx4HYba6M1IlM7FWMKWmA4f1hOM9FpsfY61IIrzitRoC1fEmhymdRA7yevxwadZqNS1FJNahKjFp/3Jfct9zPbCWLuHpVFha9etQWvuefli0RvHChLDWBksyyLtVWGkqNWo9aqdGrQ5achEOKTGqPzdQcZ6YInBlXA+99PgGnw8zHliniOo5fCVWScwLuzq+EF//TQ3ccXmrii6NjT2RivcaixAsVsZT9Pk9vY+fi9fAIDcAv3wzDVt9oRN/ZCOdiVTBN0+Uv7UGEnZmNwcniTD8MXehpJTKpzRWWPJUunr4oWgZux8KVJcSIhxubo1yf49JFnYJUv9ePX0FSipmPSi/+x9zyZk2sDxY1eB35yzVCp9mXoAk1dhEiYxspwqYexxsj8xg7Gv0bhbu5K82F0TjRswjyNdkBdlUn8QSec7rAZeJpRMjLI7Cv1at4sfYmPLy7ANVKdMcx9Yg0hWBX+7fx0bgz2P3Vx6jYoAVaSsmnabXCMPyrGGp+4YzRpyKVN2swhWJ/j/fwQt5qmOppmWCtk6DaLUHpiP3++2QJz7r8L39+RLZogeCZM+F3/jzu3bsHf3//xESoSo29q3ttIqTI8PMpJsNod3QpYED1jSHKAhIH7/Ef4N/1NuGRKR43J32AvI12Q3uaS9czCPP1xlUpwVsWb9yLtDKIxzvQ6N+F0c1dOeGjT6BnkXxosiPUIlhHHvwKH1dsgBZSXbRsWg2FDf9CsZpfwHn0KSTWhrXImIKw7rM8eK3NAeU98bgzuxzyvDtUv2UtdD96vPcC8labCm0VqvWnrUNVZCgelJCoWbN0685WkevU2RnBUnBnXVBQ2fXEljfKKeuRksR6VFvZeNxoZSYn4ZBjZFJ5bKZ8nD2B14J2aOS2BXelS/v4gMPY4hGOfzznoIvLRJw2ByVE7GuFV1+sjU3a003FTnzJLtgTmWj3LihgqA7LUOON8R/8G/U2PYIp/iYmfZAXjXZbRZowX3gnizNX4X0v0qr1JpW5QroIOz62NVqNPolweXkwNtT4F/I5H5BXy8T7YFal/KixVtPF+MQTc7q4YOLpCPOyiH1o9eqLqK1fmQjd3wPvvZAX1aZ62r2xQYsQGdtIUTX1OJ7IGBG8ow3eLD8dt9iEF++LuVXehvPux9KhYkKUrwe8Hkm6bQzAipoFUHbYaUTyKGMzY5lXUG6yN57cW4xaJbricGI2fIKzgz5Fy5+DLE6EyANt5TEy+oN9Y3F7ZW/0XHIRJ0aXx2sfDsRR5aqLWCdBJiS1W4LyEVu7drJEZ6/89+OP8Vi66gjcuRN+fn5y6wq7K7RCYz3+QpWZNIlMwn0sr5kHBTrsxWP+nJhrWPvTOUQmhCMg+CkSQvah+7sfwPVwWNIJTYwPsNIpn/RV1RH8ankdX+x4rLxJwRiMHW3eRPnpt+Qm9XjfuajytjN28w+aouDr4QVWoQWRB9CWY2SsKyNsB+rl1V4FGRGwvhHeqDgTPnITbyQOdy6KN9rtthJdidjbWNm7J5ZcPIHR5V/DhwOPQq1Ctf60dahtkaHIUEKuvv22bn2lVLRSo61LblcVU/4tyoxah+r3ySk4pMjYOza18cXucZaAgB0D0G70AdwPj0RkeBAuzWsG5x3BCFhREwXKDsNpc1CC98QyeKXcZHgn68ewH1+yC/ZEJuH+ctTMUwAd9jJ2M9SsxU/nIpEQHoDgpwkI2dcd737gisMWv9uIByudkE86h6xjzetf7JDURUsqcwVbbsoWRPVJStdU3A1MKm3A2wPO8ZVMgnTxW8nwAj7fFqYskbYesAI1C5TFsNOR8vdnt2SZV8phcvLKlELNSvTuuQQXT4xG+dc+xMCjVvHTBkJkbCNF0tTjeCIjYQzF4RHN8KXbZPwwpA2aDjuIYBqIlExX1HwBhrf64vQTI0KPTkB319GYs3QxJnatgSoui+AlH6nR8JzXEU06j8bC5Qswvn9HOA/crOnbjIffzvHoWquAdIK8hQauC3FVmz/j72Pn8Poomu8TuK73htfKbighnUh5K3THoqvmxk29JEiRYRLk1XfItWv4X5EiyRJcagqTILsrQmfPxl9XriSOv9AmQV7Va6/oUy0yEjFec9BYugr9sH4btGzSET9IwUU+6Z54YW7renDb7i8H+YxgDD2MEc2+hNvkHzCkTVMMOxgsS6TxgRQcXjDgrb6nE5uJ4/12YnzXWtLVm7S8gSsWsjJM4Tg7ZyC6tiiHvNLygtXbwXXYMnjzUI1/gJ0D6qOR6yTMGu2CqrUH4pcAy28cf38nhtcvinyfuGK9txdWdish7dq8qNB9EZQqTIT7zFpGWYcUj4FtnRH76qu69ZTaIktNu3YIOnQosS4ppjxWeO5phVQ9rlJTj46OQ4qMhK1j0zK+SK9tHGdxPvPw2UvWibYgvjoaJW37KCZ0d8XoOUuxeGJX1KjigkXmoJREKuJLdsH+YN8YeM1pjCL5PkT9Ni3RpOMPOCcLHkPNXLSu54bt/hmMNKnKFQkIOjBWyhUjMHnWDIzqVAWl6o7CMbXPSCLOexLKGAqhs1SHiUjbPjqhO1xHz8HSxRPRtUYVuCzySoxbZuJxf+dw1C+aD5+4roe310p0KyEdD3kroPuiq1bvTY4QGdtI0TP1OKTIKCREBiIwwvKWN1OUBya1nwxP5Subnobg7o0b8AuLS2bAxidB8L1+E/d11mUUNdnoXc0zCcrdQ9u2JUtq6Smxn3yCyEmT5BYCts5w/IyaBNUr+rq166RaZGQSovDA5w4exSgnc7wftgwfjGVeUTDFXcPcodKVp3lNBkhAZGAgLKtQulLymIT2kz1TNRjOHsboQPg+iMiwdHGfaUWGrV4UDQpH185dcLaPq269pKXE/+c/+PPMGbkLkd2HqszIXZGxsYlCqh5Xqa5HB8ZRRcaM3rGZPL6QZMeZ8akkuzF4GisJqFRnCXGxiGE9qnnR9BQhd2/ghl+YeUBwDsa+yJhJiHoAnzuPkBRqtmD44GXwijIh7tpcDN2dCZEmFbkC8eHwv3Udtx9qpupIJAERgdJ3TFZfJjwNuYsbN/wQ9gwqU4iMbaTImXpUkeGVPoOpQ2MMxuFJAzHz1GPzFdRzRJtwtElQFRlKB7sUHo8dmyyppafIg0ml7VGQVJlhEuTf5N9WRYb1SKlKG09xaVQZGPIUQOHChVEonwH5Wu1HhLI2MzEGH8akgTNx6vHzrsEkWIcUUgohpYKtXdyP3M/dJJHZsH49wps1062X1BafZcvkfn4fHx9ZZjh+httnd6HaKsPjKCd1MWlF5m/ptzo8DhRfsgtakUlVHT+9hFFlDMhToLAUawohnyEfWu1/BpEmm9SlKjLZIv9mMVLkTD0UGV4hNmvcBPv37lOWOioJiInO/NaV9KAmGxZVZNTBvpQMXnEzWTFp/dOoUbLElpbyd5Mm0hXBDfj6+sqyosoMk6DaxUSR8ZISZavmzbHr11+Vb5l6jNJVZWxcAowm8xVmbPwz2ssJMYh2sMtU1qEqMtyX2pa17l26Yu3atXBr3RpR6exiutetG06dOgUPDw94eXnh9u3bcj1SdlUhzYljZVSR+cPzD1T/tIp83Do2jhNfsguqyCxbshQdnNul4rg1Io4D3RMkaTdK5xvH+j2THZ496pIic/PGTTRv0jQb5N+sRYqeqefD90ugbp06WDBvfo4InlmNvSSotsrcvXIFce+8kyzBpabEFS4Mj8OHcfnyZXh7eyfKDLfNrgmO56BAVS5fAZUrVMD0H35ITIaC1KHWIYWULSOqkPIqqctXneVzpEO79vBdtEi3juyVv2rUwIEDB3D06FGcOXMGV6Rj4fr167h7964suhz3xONFbVnTtspkdygy3HeUmFMnTipLBTkJigzruGHdevLFmyBtlP+4LKpWqow5s2aJmG2FFEEt2bl9Bwb075+stGnZSj4IWfTWi5K64vb11+jfr59cvu7bF3379EGf3r3Rq2dP9JCuxrt27ozxjRoh9oUXkiW6lMqEatXwZatWaNumDdq3a4eOHTpIyfUrdO/aFb169ICr9Hc6urigZPH35Xrkd9D7jqKkXNR6ZB32c3WV9m9PlHivON5/9z10kPZxp44dcfz993XryVY5OG8edu/ejd9++w3Hjx/HhQsX5FaZO8pEerw1W9u9pLbKZCeZmTdnju7+VGNL+7bOuutFyR6ltxTH6jt9rrtOreO2X7bWXS+K7fJVh46J+4+xx3r94h9/VM6w3IkUQS3xuXULR347bFF+3rgxcSf+smNnsvWipL4cPvQbfjt4CAf3H8CBffvlJkI+aPDXnb9g29at8r5es2o1zrVvnyzR2SsP3nkH48eNww9TpmLWjJlYMH8+liz+CatWrMT6deuxZdNmrF65Eh8ULy6LzJxZs+Xvwe+jLXrfWRTLou4rtR5379qFMiU/xAeSyDSWJHTTxp+xdvUarFz4I6IKF9atL73CO55OTpqE/fv3y60yZ8+elVtlbknn5P379+U7o7TdS9atMmpxZC56eCTbn3Nnz06ML9brRMleZe/uPVggCbn1cu2FsPU6UewXxm513zGm673nyuXLyhmWO5EiqH3YBMi+6yWLFzv0XUvZBSYaJh5eTTMRabuY2HXAW245VoZdCuH16iVLdvbK49Kl4b5kCY4cOSKPs7h06VJiFxOv7NmkO3XyZNSpVQt//vmn/Pf5PbJbMnzeqPuI+4xdSwPd3OTxMV2/6iwLKYWDXXoUkDsrVujWlb1y56uvLOqQxwKPCY4bYTek2r2ktspY1192wvvaNVSvUhUrli1z4LuWBOmFx+P8uXPRRBL8qZOnpHjXksASxpLGDRti4fwFqF2jprhryQZS5LTPbR8f+eqSCJHJOGoCZPJRZUa9+0Ud+MuxMhzkeU1KZP99661kic5e+d9LL+FOr15wd3fH+fPn8ccff8gJ1f3YMenKd44sSxQZbp9/l8kwO17ZP2/UemRXzwwpOEf/Ew3XXr3l1jVVSDm2hRIS1LOnbl2xPC1QQHf53xUr4vyuXfKg32tSsqd4cqA9u5c4Hked8ddaZrKb0PBq8rh0rDr27deC9MLjkmM6KOCpuf1aYAnz77o1a+X/i9uvbSNFzdQjRCbjqElGKzNMRtrbsdVWGd59dGPTJiS8/HKyRJdSCatUCRf37k28omerDMdZ0PBrc/T7zZtyMuTfza7dFM8b63rs27sP9u3ZK4uGKqQc3+It1UGMzniZf/7zH2xdtgxXXFySrWPh4O2bS5bIt2Krdy+xVYaipM7crK0/vdaZ7FKHQmRyPkJkMoYQGdtIETP1CJHJHNQEo02CTEbqnCS86qZ0UD54Ne43YUKyJMcSVrw4fp03D4EVKuiuj3/tNdwdN05OhGyVoRzxqv6z6jXkria9ZKgmQiE0qUNbj/36uGL/vv2Js/1SOji2hfPB+G7caCGkbDk7OmcOtm3bhi1btuDo1Kn4b8GCFvWnlkdffy2LJ1t4eFzwLjTKDI8V9fEFeq1r2jp0dITI5HyEyGQMITK2kSJl6hEikzmoyUWbBJmAKBRMTLxVmi0n6hU9ZeZxq1YWyY2J8PfZs7F161Y5EV50c0NcvnwW71FL5Gef4dbx4/JVPZ/NVKtadXkQqZoMVZnJ7t0UzwNtPVJkOPiX5wglkfP38LZp7nOKZHD//ol1cmPECHlQ7549e7Br1y75bqXD69fjsQ0pjapTB39evizLqDrZIYVXfXyB2tVkq3XN0REik/MRIpMxhMjYRoqSqUeITOahJhg1CaqtMty/6sBfXnmzO4Eyc11KYk9LlEhMbBwHs3fvXjkJ/vrrr3JhIgz76KPE92gLn+ETsGiR3MrzZcuWuHzpkixLaemmENiG++dr1744dOCgLBTcnxzzRNlQZeaOJKQxFSvKUso7kk6cOIFjx47JA3tZfv/9d3lsk7+NMTV8dIH/tm3yeBm29HC7rEO2/tiqQ9afWoeOjBCZnM826YJr+dJlyitBWhEiYxspQqYeITKZiyoILEw2TD5MQry6ZmKiZPDKmzJDAfHdt0/unvinXDl5nhEmv0OHDsmTqB08eFD+P5Phvb59bY6r4VOWOemeNhGmpptC+10FyeF+ocjwlmx1zJPaukaZ4bgn1uMDqc5uenrKg7AvXrwoD8im1HACPJZz587Jy24tXYr4N97QrcPgb7+V5ZZyxK5CezKjrT9HRoiMQGAfITK2kSJj6hEi82xgkmGyYdJh8lGv6CkX7J6gzLA7gTITOGcOru/fL0+Wdvr0aVloeBXPK3v+e/LkSTkhem7eLAuPXiLklf3DNWtkmVETIf8OWxDUbgq9K3tVZBw9KT4vKDKcX0YVUp4rlBnuV+5ftrBxjAu7h9jNx0HYHKtEqfGU5IbdffxXLdePHsUTG11N/zg5yV1NKcmM2rImREYgyN4IkbGNFBVTjxCZZ4cqM0w86hW9KjNqNxOTIAd8crwFEyATH2/PpdTwKp7/8iqfdyrxMQVcz4GieomQJbJdO9z38ZG3yxYD3mnDZKhtnbG+stcKjcCS/n37ybcTq0Kqyoxaj9y33MdsCWPrDIWGcsrBwKxTDuhlke9WkwpFh+Ojgnv31q2/+GLFELBjR2Lrmrb+VJlRxz05uogKkREI7CNExjZSREw9QmSeHUwuTDZMgnoywwTFq25efcvjLe7ckZOemuzUwgnwuEwtfH130yb894MPkiVCltiSJfHw118TW2coTGrrDGVG2zKjyoyjJsPnjSoyaj2qMqPWI1u7tK0zlA9KJKWGdUqxYeEYGAoO65iCQ6nxW7pUHudkXX/GvHnlp6ZzG9Zdhfybajehdd05Wv0JkREI7CNExjZSNEw9QmSeLUwu9pKgOt6CXU1MgJQPJj620rAwAWqTIQuToXzF/8cfCHV1TZYI1RL29de4J4mR9o4YJl3rK3tHT4jPE1Vk1Hrk/mI9ct9RKLStM6xLCg1bUSg13OdsFVPlhvXA+mW9qtJ6+/Bhm11N0V98gQeSyKrdTOogbvVuJj0RdaS6EyIjENhHiIxtpCiYeoTIPFvU5KKVGW0SjPDdjckDeqNnr68xYvHvODjvG/Tu0QP9Ju/GjYCHciK0TojaZMire78tW+QxMnrJkK0zf/3yi/w5Jle2AlGg+LfVVpns0E3xvKDI/H74SLJ6VFvYVDGlXLC1i6JBWaTUcF9TPlS5oYywLikmrENKKcfVUEj/7t5dt/7Y1cTWNdafOmZGW39aEdXWoSMgROZ5k4Cgw7PxrVt/uA2diA1XPLB67CC4uQ3DgjNhMCrvEjw/hMjYRoqAqUeIzLNHLwkmtc7E4K/DQ/HRy2+jy3Zf+P8+HE5tF8DjrzA5aamFCZEtKkxmFBpe3bOVRpUZnwsXENamTbJEyBIyebKcOClDTKraq3q1VcYRE6EjoCcy1vWoiqkqNGyhodSwUDq4v9UWG9YjpUZtgWP3kyo0gYsX63Y1hQ0eLL+P9c5jQNvFpIqoKjOOVH9CZBwAUzhOjiiLl9/phf3BkbgwtgE6rrwNEfEdAyEytpGiX+oRIpM12EqE5qv6KHjNq4f8r5VF/fY/4NSjaDlRWSdEdVyN2hWlyow6uJRdFf7Ll1u0zvBOGMoORYaJkCJjPdbCUROhI6CKDNGrQ2uhoZyyqGLDwvNLFRzWozqmRpVS7SDhu8eO4b8ff5xYf5ENG8p1yxY4ig8liELEY8Je96AjIETGQYj1waIGryN/uUboNPsSokzKcsFzR4iMbYTIODB6yZCJKO7hHnR79wXkrToRF8LNiVBbWEdqIrQeV6Ne1autM7c9PPBPo0ay0Px55oy8jslSbZFRRcbRE6EjoBUZou4ftWjrUa1LtVButIKjrUdVSikmrBe1HmUpvXoVYR07Iu6dd+S6pMiwDtXuJWuRsW6VcZR6FCLjKJgQur8H3nshL6pN9USMslTw/BEiYxshMg6MNgmyyInn6S0s79UDi88fw6hyr6Gk22EEx5mToFrURMgre72reu1AUvXumPsnTsgJkAlSvXvJesCoEBn7WIuMFm09qkUVCW1RpUYVGp5vFBE9mVG7Cykvdy5eNIvp7duJLTKqyGjrkNt0RKERIuMYxN5eid49l+DiidEo/9qHGHg0TFIbgSMgRMY2QmSyCUwwcX47MKxeUeT7pA/Wev2B5V1LwGDIi/LdFsIzKukKX02E6lU9EyGTGROhKjRMhhQWSg1bYFj4f71bsLkNrchoE58gCXsiYw9rqbFVh5QZvXEzqpBSRPl/dYwM65l1rm1V4/bsCY0qM1ldt0JknjfxuL9zOOoXzYdPXNfD22slupUwwJC3ArovuoonyrsEzw8hMrYRIpNN0CYYFm3iUwuTkVrUZMiExQTGK3I1GWoHkmpv/eW/TH7silKv5NUEyO2oSU/7N62/l3XJTaRHZLT7Sq1DPZFRuwopl9q6o3hSaFQR5f9VGVXrkXXOz/IY4LZYWKdqvapSYy00WYkQGYHAPkJkbCNEJhuhTXp6RSsYqtCoCdFaaCgpTIpqK41amCRVibFujeG21ESnFr3voS25ibSKjLqPtHVGmeC+ViVGrTOtyGjrjUJD+aS4aAslhnXJ92nrk/+ycFt8rcoN/5a1qGZl/QmREQjsI0TGNukSmQvnL8hXf4Lnh5oE7RVtclQTpCo0rEcmRyY1XrEzOfJfFi7jOiY59apdTXIsqiRZS41esf5OORlVZNg6ctHDQ1lqG3WfcD9pJUatI614Ujy0dcVCQaGoUFhYtEKqFn5OFRUWfkYVHLXO+R7Wtyqs/B5q3WUVWpHZu2cP4mLj5P8LBAIzqsiI/JucNIvMwQMHUP3TKrhy+bKyVOCIaJOkWpig9Los1ESpXqWrEqMmQL6fxVpmtP/aKtayo36vnAhFZsWyZXLA2bF9u7I0Oeo+UOtHKzHc39YCw2ItMXqFkqKVG34msd4CA+X/c9tssWErDltzKDtqiw3/Jv8+38/vlJV1RZFpVL8BFsybj2ZfNJZ/g0AgSIJxZfu2bXL+9bxyRVkqIMlEhsFMDYjW5cP3S8gyc+b0ad31ojheUa/W1St2djlYj43hwFCOq1ALX3O52k3B92uLug0mQ7Wo77Uu2s/w76utAWrR+87ZtfD8YFm5fHmydRQNFa3EsGglhuefdUuZdn+p+0/dptqCpr6fheu5rxPFs08fGNu2lf8W/446lob1zGOA9cPPUJgor3wPP6eKZ2byT5R5SgDrcuH8eXnfNWnYCPfu3tV9jyii5Oaixpejv/+ebF20dO7mZpKJzNzZs1Gt8qfJiroTK35STne9KI5fqlaqnFiqVKyUqqL9jHXRe7+tov2c3nfL7uXTChUTzxG99WxtUNGKDFs+KBzsTtJCqVHFTwtFRxVDrlNlRi1qyww/m9gaZjDA5Oxs/r9U+Hn17iZKDYWGy/hZSpTalfgsRMa1V+9k+4bHhLrvquTQ40MUUTJSKpYrbze+DB4wUDnDciep6lpin3WtatXlncgrNoHjo02WLGrC5NU2E5W2C4PJSy18zTrmOr6H79d+Th2/YX0c8DUTobYwsapdVfyMmiATE6ySKDM7WWY1vO35s+o15PMjNYN91d/M/aC2xujB/a8H64gtZmwJo7Co+1orMhb7VxEZou5rfpZz0FBo1AkQ1VYZ1tWzEhlruP2Z02egbOkystAIBAJLDuzfjxpVq8nxRQz21SdFkWGTLyWG81SIu5ayD3ICkwqTkTZhqgLDwoRI0dAWrczwvZQPfk79LJdzvR5MgmpXk9pqwOTI5Mpt87PWMqN+z+wK5YHnx57du1N915K2XrgvEoXF01M6Iw34P410yIX94ZrlrCO2pqiT3lFm1CZm7m9+J3nfSp+jxKhF3sZPP8nbYJ1cv37d4pEGrC9+lvXE+ub3e9Z1s2bVanzZooXc5y/uWhIILDl/7pwcX+7cvi3uWrJDiiLDgMZxE0SIjOOTmPykYktimAgpFtqBpGrha66jrPC9/IxaWPeq6MgoiRdLlsgv+TnryfU4BoMJUpUZbpMyw+9kLTMs2RG/e/fkf9MqMtwH3BcW59T06eZ9ummTeX9I+1t+zcL/S1A2rGfwVbuhWCg08v7UiEziNpS64vv++OMPeHt7yzJDMeKYJn6W9cvvlRUio4qXuP1aIEiONv8KkbGNFNlSjxAZx0dOYEqiVJOlKjFMUBQRdWAo5YKJRFuYyLiOQsP3qq03LPw8l9sSGS5ngmVhtwW7XNQHUKoyo26T3ykntcyQlETGum7U1hi1tUpG2j//V7q0eb9KYvF/rq7y///vxAnzeonLly/LEsIHf/IxBQx06sBqtUXMYl/y80prjgrFxcPDQ6pCT7llhnXF7iUKDuuI34vHjrZuLLaZyQiREQjsI0TGNkJkchhqwmECoiQwWfLqWguTlN5AUtatOoiUQqPKjCpAfK22rMhYiYwWvofJkVLDZKuVGXstM9mZ9IgM9wPFkvVBuZNRu5icnMz/fvdd4r65evUqTp48ifPnz8syw9YUVRYpM2wBo9iwpSYRjchwO+wmPnXqFM6ePYuLFy/K22Q98TP8HqwfITICgWMhRMY2QmRyGGrCoRyorTF6MFHpQWlRb8mlzKjdTSxsqaHkcJmMHZEh/B5MjnyYofr8HyZK65aZnCIzaREZ/l7+dp5P3K9sReH+Ud8jj2WhgJQujf9TxJH77uDBgzhy5IgsM2xRYdcQxYTdeRQYFooNlyWiERnK07Fjx+Du7i5v49y5c3KrDOuI3YGUTdY160aIjEDgOAiRsU2aRGbt6jU2E6PAMWCyUROl2nUho17lp2IgKRMhEyJlht1NFA8mW4qN2qoioxWZffvM/+e22JIgrVMTH5OqOg6D3RdMyNyetcxkd5GhxNyXfqMt1H2uFRmKI/enOpZIRa4PZX+q+5J1uXfvXuzfv1+WmdOnT+OKVH+UEI6XYb2x8P9clgjrRCMy/Ozvv/8uy8yZM2fkrqobN27In2WdU1RZL3xvVokM94G9SQQFgtzOlk2bk1rDBRakSWQEjo+aKCkGGRlIqnYHMbGxFYZCw3/ZckChkVHlSOkCsS7quA4mYHZfqN0gWplhIud6Jk0m92eZLJ83qgyoIsP6ocxxf7JbSF3/fz//bN5/331n/pdjZqT3cR2lcNeuXXLLDEWErTLXrl2T64xdeWp3Hse9JMJtaASW4nL48GG5ZYZdTOxe4vspmqxfigyPm6wUGYFAIEgvUsYR5ATURMPEw6K2xtDgE2WGyTCNA0kpM0xubC2g1LDlIHFsjdoiw0I54tUChUj6v7xd/i0Jfi+KjDoWgzKjbkdNmup4GTVx5kS0daQVGUoi/y+vv3PHvO8oh0TZl5RQdb9QYNgyw1YVjnNRB+xSFFnYusJ9nYhme+o22JJz9OjRRJFhF5UqMhRMITICgSC7IEQmh6AmGq3IZHQgKaVDnSyNLQYs7HLi9mTUbbHlwAq1NQG+vvL2mVyZMNl6wFYFjsdg0lTHy1C6crLIqPXDwt+otpjxt1M2E9er9UKhUT+ndjNxfytQZA4dOiTXlzpglzJCofHy8pKFVCVRXrld6XOEkqoVGesWmazuWhIIBIL0IkQmh6AmGiYedfwFr6p5dc3klN6BpOyqUKexZ+H/2TIjo7bISO8nTIAsMhw3w7/BMTgSlCK19UBt7VFv91UHl2oTZ04jcd9LxabIqPUi/WuxDySBlPczC1u8JPbs2YMDBw7IrTMcsKu2pFFo2NrC+kvsT9eMX5JbeCTYKsauJY6zuXTpkiwyz3OMjEAgEKQXKbIJcgJqotGKTEYHkqp3s6jT2LNQQChGMlYiwy4SipP8XdSkrIgM5UVtPVAFSW3dYeJUuzJy6jgZtX5YtCKj3tpu/R7C/W69LK3Y+jzF5fjx47JcUnxYP6xfITICgSC7kWqRMYYcxQ99u+CrTp3x9YKLiDSZl8ff347vunVCp05S6ToU625bzlmSmRijfOG+dRP2XX4E/ZuHiQkxfiexbdUyrN19CcEWX8eIKF93bN20D5cfabYQ/xCndu3HKc/bCAh5hLuXj+OkX/a6zVxNNKrIqFf7GR1ISulgawqTKgvfw5YUGVVkOIjYisTtSxJFuC1u88KFC3LXByfMU2/3VcdkUL5yk8hoZZP7QAv3M7t+fvvtN2VJ5sE6ZV2wW4n1wVYcjq1R55FhC5k6ADurROb5xxcbsUEHU2wQPA/8jJ/3esD/ifJFZUyIDfLEAekc2+vhD/OqOPgfWosVq9dj8/ZfsWf3TmxZtwY7PMOlvygQCDKDVIuMTPwdzKtokPLTO+i1L0Q5EeMQfG4WnIpWwbgj/ojRnteZSJzvKrjU6orFBw9hSbeqaDrLC8mf+GNE6OHhaNFjJnZKV/+/zOyMqg2nw0t2kjj4rnJBra6LcfDQEnSr2hSzvJQtROxHm9f5u8zl5fJu2P0wwbwuC4k++R0GHlTuCEoj2iSpFZmMDiRldwXHtzDRUWh45c4uJhlVZFiULgu560PtVmLXlbJdtvKwK4Pjbygy3JbaTZUbRYa/U9v9x/3AFhHuZ+5z7ie2YLEeKJYcvyKj7NtUFWV+H4ost8NCOWJLDCWGf4OtMWydYQsZ65XHC7ukrMcsqeWZ8tzii53YYIEJkecno2HFLzFxy3EcmlAer5UbiyuML6ZInJ/cEBW/nIgtxw9hQvnXUG7sFTw1BmJlzQIoVrEKKpb9CB99VAbvFiyBfieULtgsJCPxRSBwZKRolxZCsdW5JQa2LgpDwdbY4K8MII29hmnOY+Chd+5nBqZgbG1WBNWX+MvBzRiwErUK1cYSPyvZkILGqrqfYNB55YvE38asalUx9WactImtaFakOpb4y1tAwMpaKFR7CbgJ08MN+GqwO8IiAnE/KApZrzAkCqcGVUSzX8KU16lHm2jUq/1k4y9YMmEgKQfrUkBkFJGx6KrSFl/zpGz8HuyySqlFJjeNkaHI8PeyC4ctIBwrxK42CgXFkd163FcUDgpg4j5Ph8iwa5ECw+2cOHFC7jakxHBcjXrrNsfHUHjYOsRWIh4/PI6035vl2fJ84ou92GDBk/P4ptQ76LAnVFKaBARs6YqaLWbhmiQyT85/g1LvdMCeUMm0EgKwpWtNtJh1DU9jPDCm7RR4qY080ecwodcS3M7y6bjSH18EAkdHinZpQQo0Lj2x/747Bpc04BWnebjJEzTuOma6TMDlZ9QbYwrZgvqvFEGvE8rgxSdn0f+tl1F7XZAUUDSYQrGzWX68Vvt7/HojAk9uL0O7phNx6YkJIVvq45UivZC0if546+XaWBdkkuLkdHQYfxBnD27Fln3n4WfRXJwFJDzErq8rI5+UfIo27o3+Q6bjSLD5elQmIQiHZ38Lt/5uGDpxA654rMbYQW5wG7YAZ8LMLRhqsSkymTCQlIVX8Gw1kFFbZJgwtRPi8bZuRWIIu0fYqsAkqs57wq4TdmXkZpHR1hMFgmOPKCyqzFAgORCXdZC4z9MBRYV1yf3PCfAoSKxH1gO3y3FP1uOVtK1j2vJseR7xxX5s0BLl3g1FCrTCnnDpHIsOR3SijETBvVsRFGi1B+GmBESHRyNxVawPdm67CfNXT8D9NV3g+muwZdx61mQwvggEjk66ROZgpHSyX56IynleRLkxFxAdm45AYwrDqelu6N27t1UZgLmXzQlVJc57Ij40vIthF5U/EOuJMSUMKD7yihIgkoi9tw1fl8sj5VMDXipYBaNPhknXWHHwnvghDO8OQ9ImxqCEoThGXolG0ObWKNd6Ejbs+RUrh3+ON99vj/V+KV0yJSDk4nYsX7IYs77vi686uMDFpR3adJyCi+m5cpSuOseXzo8GNq6YTOEnMaLsy3in134ER17A2AYdsfK2+cdoE41WZJ71QNKU4HbZjcFxN5yAjS0BlCImaf59bfLM6XctaeHvU2WGwsDfTuFktw5lhvuFcsFWK1VouN+4z9IKRYUSw9Y1SgxFkq096tgn/h12KbFrS3srPOtCFZmsI/PiiynsFKa7WccWqQyYC8vwYi82aP9gPHxmlEWet9thmKsL2rZ0QqnCJdB64TU8iffBjLJ58Ha7YXB1aYuWTqVQuERrLLxmGccQdQpD6/XH8VT1KjlOfBEIHJ10iwwDgM+P9fBv6YT/ep8UNNIhMmdmD0a/fv2sylAs9LQSmZtTUNpQDEPVtuWnVzCyuAElJ3hL30KDKRIe8/ugw6DF2L1jAQY2LoE8hg8x9MzfuDmlNAzFhiY2Tz+9MhLFDSUxwfu/iLh+HFdClSuPhLuYX+lF/KfHcSgXaDrE496KNqjquhfyhU1CIHZ2K45izefidMDT9F1tpRBoSKzPIjR4PT/KNeqE2ZeiEv8Ok41aVJF5XgNJVTimg91Jv/zyS2Lrjjo/DZMr17PLg8lbb3BpTkatJ7V7idLJVhDuB+4PSgUHVLN1hvJC4WC3nnprNbv7uC8pJux6YksLhZH7mN1HrFu1K4nLrSWG26IksQ4oTfx7aj2orTE8hrK+LjIvvpjCzmD2YOvYIpWhC2EZXuLsxAZtdInF1TElpQuk9zHsPCODCY/3uqDQK05Y7XsFY0oaYHh/GMyrHmOvSyG84rQaAYkNGkY83Ngc5focR8oe41jxRSBwdNIoMsHY3K4HDqh5MeEBNjkXguH1ynCqNzaNTb/xCPP1loOzZfHGvUir5szHO9Do34XRzV1Ri+gT6FkkH5rsYF91Egl3F6Baie44pkYKUwh2tX8bH43zQuCORvh34W5I2kRPFMnXBDtC/4HnnC5wmXgaEfLGIrCv1at4sfYmKLOlJCfmPNzeLoIeJ5MiovH+YlSQgu64a+m8q0IbaIxPEPw4NnkgMYVif4/38ELeapjqmXRZpkqMNkFm1UBSXs1zTA1bXXbu3Int27fLZceOHfIyygyTKhOpdmApu5XY+qC2AqhjMnKLyGjrijJDkaN4Uia4T9hSxf3D/cu64z5j/bGFhmOM9ISGdUpxUYs6HoZdU9YtMRwTo7bEqA8HVcfGqK0x/H5ZSybGl/gw+HpbxxapeN9D8vBiKzZof78JQes+Q57X2iR+v/g7s1Euz7sYeu4u1n2WB6+1OQDzqnjcmV0Oed4digvqaRrvg1mV8qPGWqvucD0cLL4IBI6OlJHSQNwNTK3VGOseJp0CxtCDcC3Gq5ERVoEmDoGn1mP+/HVw94tJftIYH2ClUz4pJybdLWQur+OLHcrMsSrGYOxo8ybKT78lhQgpJvjORZW3nbH7sbRVUxR8PbzwSDq/E+4tRq0SXXFYDYR4grODPkXLn4MQH7wDbd4sj+m35C3Ad24VvO28G4//F4AVNQug7LDT5ls+47wxscwrKDfZ2/Yt3hH70CJvfnQ4okQ+EnUEHQoUQlc1GsqksA+0yIHmNdTfESYJ2Up8vcj8W5OIxe2VvdFzyUWcGF0er304EEfDzFtUE6N1csyKgaRsOaCsUGY4toZFnY+GLT7cPhMtu0aYRNkSwMTM1hi1W0lNoPze6u/IyWjri7+ZAqfKDOWT3UwUUPUhneqMypQPVWjUFhruV0oKhYZ3mXFfq4UCw3rmOBsKLD9DiaG4qhKjtsSwDvj3n19rjERa4ktcIE6tn4/569zhp3Mrk/HBSjjls44tUnn9CyQPLzZig7RZU5QvPLweyS2/xoD1aPRGRcz0MZ+ZkYc7o+gb7bA79H8IWN8Ib1ScCfOqSBzuXBRvtNsN1YV4kVXJ8AI+32a7RSSR1MaXFPaBBRmILwKBoyNlpNRhDD6EUU1LIo8UDPJXbI+p51RbMCHy7EhUrjBSE2hMCN7WCsUbLcf1s4NQ5M2h5lsUM4Ax9DBGNPsSbpN/wJA2TTHsYLD5DqYHK1DzBQPe6nta0pZoeM7riCadR2Ph8gUY378jnAduhnm4C2/NHoFmX7ph8g9D0KbpMByU222l5UcnoLvraMxZuhgTu9ZAFZdF8LLq3rbAGIj1DfKiUNeDUM913klVu5gL9jL6yaRxH5jC8Jvrhyj0cVM4t+qGZdr5MuLvY+fw+iia7xO4rveG18puKCHVQ94K3bHoqnkOGLWoIsNkRDl41gNJeTs273BiobhwLAxbetjNYX2LL7u0VIlhglZbY9TxMblRZLT1xX3AOuP+oFioQqN2N3G/sSXLWmjYQkM5pdSwTln4f+531jMH9bKeuP9VieH+pyjpSQy/T1aLTJriiykY21oVR6Pl16ULlSJ4c6h50sX0Yzs2PFhREy8Y3kLf0wwI8XiwcwDqN3LFpFmj4VK1Ngb+EmAWgvgH2DmgPhq5TsKs0S6oWnsgfglIUoU470koYyiEzkdTMUAmNfElrfsgA/FFIHB0Ui0y9olHuP8jzRwPj7G15ououikUeBqAK8oVTcZJQKR0ZRphcVukCVEek9B+smfiwF/jkyD4Xr+J+2Fx0lorEiKlq9sIaUuWmJ6G4K6U4P30PqODMcQdU5yd0Mx1HGbOn4ep343A0ksRms+mZx8YERXgh0cZmCxDmxyZmJ7lQFLO+sv5YbS39lJerLsymHDVO2PYusAWIiZofi9+PzWBPpdWgOeAKjFq4e9mUWWG+0NtnaHoqd1N3G9aoaGUUGjYykJRYX1SbFj4fy7jOgoM9z9Fli1oqkSmJDEsjoFVfHm8FTVfrArzqXUFXmyOzQz0YoMpCh6T2mOyp+YqxBiNQN8HiLBs0pAxRgfC90GEVWsHSUBEoDZG2ifF+JKufZDx+CIQOCKZJDLWhGGnkwEl5/lJp44R4bdvIOQZTc5iDD6MSQNn4tRjq47v507W7QMtamJkQlKv8DNjIKl2EKlauIyFYzPUuUnUbgxVYJho2QqjJlB1PIbaEsMEmptaY6xRf7NaZ5QJFu4X69YZ7jcKiFqPlEK2rlBquI/ZUkO5YeH/uYzrKJCUH35GK5E8LhxfYnQI2wknQ0nM85POeWM4bt+wOZotgxgRfHgSBs48BccLL1m1DwQCx+cZiQwQfX4kyhX8GK16dkP30QfMo++fBQlSkI9zzCuMLNsHGqwTIyWByYrJUL2yT89AUlVotANJVYHRa4FRBYZ/g38rtQk0t6HWl1pnWqFRW2dUoVFbaLgPuS9VqWF9UlJYuK9Z+H+KI9dx31Mg+Rm1FYbb43b5N/QkhsVxicb5keVQ8ONW6NmtO0YfUJ799QxIiImGY4aXrNsHAoGj88xEhphiQ+EfEJmsGyc3kdX7QJuItAlR7apQk2BaB5JqB5GycGApl3O9OhZDHYfBbandSEyk2rEYthIoS25FW2fqvmCxFhpVatS6VFtqWNhaw8K6ZeH/uc9ZuJ4CpN3/1hLJov0ejo8JsaH+CIjM1dFF7AOBQOKZiowg69EmI+tkqF7ZqwmQCS8jA0nZhcT1bMnh+9lVxS4rdTCvthuJiVcvgWq/b25Huy9YVMHgvlLrUSs23J+q2LBerQuXq0Xd9ykJDItAIBBkJ4TI5DCsk5KarLQJUL2iz+hAUsoLBw1TYChA2m4kbpOylNpuDBZBEtb7hkWtSxY9udEWdbla1PeLfS8QCHIaQmRyMGqSUhOfmtTUq3kKhto6k9JAUnUQqXYgKVtfuJ4DebXdSNpWGEoT/54tiRGkD3X/qUUVHLVYr9cWgUAgyEkIkcnBaJOXmuBUoaFYaIVGbaFRu5zSMpCU7+P7rQVGrxXGOskKMgftPhX7VSAQ5CaEyORwtMlNFQk9oVGlRu12sh5Iqg4itTeQ1FYLjJCYZ492v4p9KxAIchNCZHIJ1olOKzSq1Fi31Khiow4e1RYuV4v6Xn5O3Y4teWERCAQCgSCzECKTC7EWCxZVOmzJjbaoy9Wivt+evLAIBAKBQJDZCJERJMNaQLSSY0tS1CIQCAQCQVYiREaQIkJWBFlDNDyXDkOXVo3QsNMi3Ej2+Pl4+O3ZCI8IG5MnGh/ht0n90LNnT6m4Yuwv/lbPPDLi8YkZcOvF9b0xePE1ZbktYnHn5zHo1bYxGjhPxeUYZXG2IB6BR9Zi65Vw6VfnLuIf38SpvTuw65gXQlJ8BJUR0fcv4NAhD9yPTtueir1/BmcDdR64JchyMlVk4v32YKOH9sGJlhgf/YZJ/RhEpOI6Fr/4Wx0Exsc4McMNvbi+92AsvpbCI7Nj7+DnMb3QtnEDOE+9jOwUZ+IDj2Dt1isIzwZRJlNFJiEMN913YdvO33AlKFmmsiTWH2eOX8KdoEjEmUyIe+wLr9upDMyx93HmbKDOw/sEDo0pGJvq5sUbXY5Aff61lvhbC9Fz6hUb57oRsdGhuDTpYxgMBhTqcgzaZ02bwg6j3/sGad2r+GK5N0KfpGZG3Cgc7VwYrzbaguDMmHza9BQPvS/DJ/wZz8ZrCsEv7Uqg0kiPbBUXM0Ysbm/4Fn0GT8HilYswukUx5C8/FMfUJ4ZbE+uL9d2rwmnAMuzbPQttP3PFriCdeom7jx3D2qLT0HEYOWoWNh87g982TECzT3vhoK1tC7KUzG2Rib+FhT2n4oqtM8cYi+jQS5j0MYNJIXQ5ZhFmEHa4H96XApDh1S+w3DsUqYszR9G58KtotCXYpkClBdPTh/C+7INnG2dMCPmlHUpUGgmP3BNlkBC0D98274Dxa3Zg4+y+qFG0DPrseWRTTKJP9EYRHg9qKVQPky9EWtVzHO7vGIa2nYZi3MhRmLX5GM78tgETmn2KXgcfZ8oxIchCwvejXeE30PFQhLLACqMflnw5ACeildfJCMOezrVQr5gBLzhtRqiyFKZInBxeH43qF4Xh5UbYklorifXCuA9fRa1VAZnSsmF6tAWNC5fF5Ot6TQVxeHTtFsKywcVNcmIRcHw5xrh+hY4dnNG28xDMO+QvLc064q7/gM+bLMd9JXabgjehXh4Dqi65b16gxRSOI67FUbD+MtyTr3YicbjDW/honJfldzZF4Hj/d/CK0zL4SdsNOzwRK46ew+F5HdFt44Nc/fgdRyKTu5aM8FvyJQbYjjLSkbAHnWvVQzHDC3DanBhmpDhzEsPrN0L9oga8nIarn1ivcfjw1VpYFZApYQaPtjRG4bKToR9nHuHarbBMCWhZTWzAcSwf44qvOnaAc9vOGDLvEPyzMspIp/y9BRVh+PcXWC/XVSQOtXsdL1RdCn/dHfoUF8e1x/SLAfC7fhHnr9xBSKz1QWFCxPH+eOcVJywzRxlMXHEU5w7PQ8duG/FARJlsR+SRLihSuB32P45BsN8DhCdrUgvHjqZVMeWmjba2KHf0bzEe85u9CkPZGfBR3hZ9fgya9FyI8RUlIa5mfczFIyIwCE90jsO4Wz/g47yVsVDKdnrPNTI+CYKvjz8iUnWsGfFwQwMUTBZfjIgK8MXdy8vRf+JppSXKhKehIZrvFI/I0Cdy7DHGRiIk4C58/CKks8qI6KD7CH6adG6Y4qPx+KE/fG/5IlT+O0bERoYg4K4P/PhFjdEIuh8MzUfMGJ8gyPc2AqOicW//HIz8dgp2Wbea62GKwvnx1ZDX8A567HiAeONDbGmVH4aXGmHHY+U9WUDE/tbIZ/gXPp1xU1JC6ec8WI5q0gVQ1WUPzG/Q8NRzLMq8+BZcT6q5KgpHOhXES3U08ithCv4Zn71QFEM82DvwFN7rV+FKwCEMaj8PN/RyhOC5kA6RsX3Sk/AdTVF1yk2bTfpR7v3RYvx8NHvVgLIzfJT3ReP8mCbouXA8KkoHXrWl/vIJm0h8BAKDzCexJXG49cPHyFt5oWTVsQj1D4BlnDHiSZAvfPx5wqcC6QTc0KAgyk6+Lp8IiRijEOB7F5eX98fE00qDt+kpQkM03yk+EqHyTkkhaJjiEf34Ifx9b8HXHGWk98QiMiQAd3385IBojA7C/eCnyVoT5KB5OxBR0fewf85IfDtlF1KOMyZEnR+PankNeKfHDjyIl4LpllbIb3gJjbIyykjE+R/EonnbcZsxId4HM8v/CwXb75euoXWIu4HZLuNxyV7voikYP3/2AooO8ZBCjBRmvNdj1ZUAHBrUHvNElMmGRONEn7fw0odfon2L5mhRuxjyvu2M9fe1B3kw1lZ9C90TE5AlMR7fo8Xokzg+uBgMb/XDmSdceAWTmnbFpstr8Ll0hf7RVHOiI7G+69G9cmlU/7IjnJ0HYtbAsijabJtyIZWAu/MrIm+Z4Vg2rgtaNq2Goq+WxzhPHm0JCNo9GM1dhmPe6sVwq1YBPXY+tB1n4nyxaYQLquQz4PVaHdBzwDxcijYh8soSdGvQGkOmTYRzsQKoNe0yok1GhBzoh1JSLCw35brcQhB/ZzbK5XfCxqB/cG3lt2gqXfAV6boea77vg27tquGNYl1wUD6RjAg7J32fOpJIFOwIuWHryTWs/LYpihqKoOv6Nfi+Tze0q/YGinU5qJx7Uoy4PBetK38O12k/YsbABviw7mRsW7kAv9xL+TwyPdqE+i9JglhpAe4qOyD+4RnsO3U/uSzZISE6FI+CguTHpOiXYETYeRS5KcoLa8aPx5qrUTAZw3BsyIf4V4GW2BhgXStPcHbAOzC80QPu6mFkDMCKatJvqLVBOsKSMAWtxWdFWmJvhAlPvDdh0e6bOD2+Lcae44ElcBTSJDL2T3ozwWur4q3uJ6WQpEcMPL5vgdEnj2NwMQPe6ndGOqQYZyahaddNuLzmc+QxfISpNxPDDHzXd0fl0tXxZUdnOA+chYFli6LZNqUbKeEu5lfMizLDl2Fcl5ZoWq0oXi0/DuY4E4Tdg5vDZfg8rF7shmoVemDnQ5thRoozmzDCpYpk9K+jVoeeGDDvkhRQInFlSTc0aD0E0yY6o1iBWph2OVo6SUJwoF8pGAzlMOW6HGZwZ3Y55HfaiKB/7AcNY9g5LHarI4lEwcTm8yfXVuLbpkVhKNIV69d8jz7d2qHaG8XQxRyZeIbi8tzWqPy5K6b9OAMDG3yIupO3YeWCX5BinDE9wqb6L0nftRIWJEUZnNl3CvfTFmUQ+kgvuCSV4Ii4ZPJljTH6Ie75eGD76Mao3GAY9tqok4R7i1GvojP69f4SNcpWQIP+q3BNCvwWmIKw9rMiaLk3AqYn3ti0aDdunh6PtmPPyceVIJvx5BwGSHHhPy5bzK1pMeelOPGihXjgyRm4Fv4P+l/Q65ONw/XpzdHfPRy+8yrA8HIT7AqXrqJntkCHNX4I3tUKrxrew7cXlc9Gn8O3pfKh4kRPeRxJrPckfCwJvtPaQPMFitEfy6q/iDxl2mPWmTDpQuIchpT8AG5MYvG3ML3i++h9PEr6/z0sbVAcdedqvqcOpkeb0bBAKXzvaW4KTQjchFaF30b3/aGI8piJQT+MQLnXPsOqO39g4fB1OL20Fl79cCy8pLfH356FqpXHy/+XrAazy72Igg3HYO+DeLnloXrBz7HxkXp+RMG9x5so1GZP4kWCLEIvFkTDMXvli5kHy6uj4OcbIX8kzhuTPsqLT9QLy/DdaFbgfXyT2n7viCPo+SZFZg5uxyUgMsAXAU/SEFuIKRQ7muRN6kbWLSUx5qp539nFFIHzU+qg4JvNscBTitfK4kTYXVjKgH83/wWJl3JRR9GlsCSHvU5Y5i7TE1zfMBbfTf0RK369gcc3FsBlwF74HJ+GTs2+wrAfZuDHY8EwGkNxclonNP9qGKZOW4DDQckvuwXPjtSLTEonvcwTnHEtjP/0v6A/wCzuOqY37w/3cF/Mq2DAy012IfypN2a26IA1fsHY1epVGN77Fklx5luUylcREz3lvwhvDuJ7yQlrA81/0ei/DNVfzIMy7WfhTJhRioNDUPIDN5jjzHRUfL83zHFmKRoUr4u5iYKkhwmPNjdEgVLfwxxnEhC4qRUKv90d+0Oj4DFzEH4YUQ6vfbYKd/5YiOHrTmNprVfx4Vj2qcbj9qyqqDze3L9qN2hIRLn3wJuF2mCPGmUUEXqxYEOM2cum2QdYXr0gPt/4SD4J46R9/VHeTzBDaScP390MBd7/JpXjayJwpOebUhCohDm345AQGQDfgCcpCoclJoTuaIK8usElqZQcc1X+/bZJwMPf5uD7IZ3gVLkJRvxy30bglwKxazV03Gy+6yTu3io0lq5kPxh+0eq4kq6Srm/A2O+m4scVv+LG4xtY4DIAe32OY1qnZvhq2A+Y8eMxBBuNCD0pBZ7mUuCZOg0LDgdpjlmBo/D00gh8kL8uVj9QaufpZXxX4gWUHO2ZeFwZ7y9AaUM1bEhM2hoS7uGnll2wWzqvwnY0kC6KKmPekXn4su1PuBMXhWPd3pCuwrvBPDTPiIebGiN/IRfsD5c/LXnTILz7Sg0sU/qdTA/Xo+5LBnz87a84f3Q5RnbvhEHLvaQLHK58jIM9pKv6f3+EVt9twOUw2xdJZqRzaGdzFCw+GGYHi8G5AW/DUHoSrkf5YNnAebh4bTY++dfbGHQ+AjFPjYj3nY+Kr5THnDuxCNjYBT22PJSPW2PgGtTJWxgd9oRKWzUicG1dFCg7Namr48lp9CtWAM13cj2R3rOmDvIW7oA9odISYyDW1i2AslNvmM+/2KsYW6YgGv9iDkiMo8Xz1cZSdtemBumC7/KiNni3wAeo1bAG3sv/Npy32x77pk8Cnjx+pHuBlFiCw5Gsd9mahIfY900tfNJiMo48tNFcHfkbXAoYUG7WbbO4STw564Z3DAXQfn9iUE6OMQCbenTFsr1j8PG/3oTrsXCYTIHYNm4zfhv7EQxFXXE0XKqRB5vw3bZAZd8LsoJUikzKJ72M8T4WlDag2gZzArYm4d5PaNllt3SVEIYdDfLAUHkejsz7Em1/uoO4qGPo9oYBb3RT7jQwPsSmxvlRyGU/zH8yBucHvYtXaixT+rdNeLi+Ll4yfIxvfz2Po8tHonunQVjuZTZw0+OD6PGOZN0ftcJ3Gy4j5TgTip3NC6L4YEXCYqSrw7cNKD3pOqJ8lmHgvIu4NvsT/OvtQTgfEYOnxnj4zq+IV8rPwZ3YAGzs0gNbHsphxn7QkGTvdL9iKNB8J7haRnrPmjp5UbjDHnmZMXAt6hYoi6lKZIq9OhZlCjaGOc48wbkhxZGv9lJ58FnKmBB5eRHavFsAH9RqiBrv5cfbztvxKG1RBglPHqfY7BueYpRRkepuTU28+GoL/Jqa3i0pQf1YSZKlWhstmn0tMSJgUw90XbYXYz7+F950PYZwkwmB28Zh829j8ZGhKFyPSoFHksRN321DYGq/qiCLiMOtaWWRr9Y6BCl1w1a56i+9gc6/qQN/E+A752O8VHM1lGsZC0wPN6B1q3V4KH0++kRP/MfwCkqW+wJzeB93jAeGvmvAqy13KVfhkfitfQG8XG+rMiYiHj4zy+PVTxfirpzdTAjZ1hj53uiIzYeXY0C1qhituf/aFBuGkIgQeO2Ygs6f5se/ig/EWbvNgOHY51wY7/Rha7URCf97iFVVX0Dhnkfhs20oxh2Tzi/p773yUj1sUK/mY69hQpn8qL/2N0zpMgNecjerdMG1qQFeLzHMfMEnJdc1TvlRemzSRUTMOSk252+ITZQ97ku2yjZ4HSWGmS8EjAFr4JS/NMYqrRvGME9sGdkApcs1Ra9BrmhT5wsM2X4/McnbxRiM/X1L4l8v1cDs5PfLp5qnnj+gaeVyKFfOVqmELyZesrqQseKpD9b1bYk+Sy6Z7wY1BuHAnPW4Zf21ok+gZ5FXUH+HKi3ROONWDIZibjit35UgwZtRBqPdTHes+vxfeLnFDnNPRKw3Fg90RUXDy2i1M0Te3bFeP2LiETtCJMh0UikyKZ30ZhJ85+Djl2pitV6Ukar44YbWaLXuofS/aJzo+R8YXimJcl/MkeeLiPEYincNr6LlLiWzSdbcvsDLqLdVGXolj6l4FZ8uvGs+wUwh2NY4H97ouBmHlw9AtaqjNfM8mBAbFoKIEC/smNIZn+b/F4oPPGu/uyF8H5wLv4M+7Hs3JuB/D1eh6guF0fOoD7YNHYdj0tXCtsav4KV6G5AUZyagTP76WPvbFHSZ4SWP00gpaFCQBr2bHw03UfZ42PMjm9Dg9RIYZo5MCFjjhPylx8L8ESPCPLdgZIPSKNe0Fwa5tkGdL4Zgu8W4AVsYEby/L0r+6yXUmH0jhdYSOzz1xA9NK+sEl6RS6YuJuGQrysRcxJjqRVGq92FFSiXBWFUNBkNVLFevvhOJx/1NPVGlnAs2qqN1o0+h71sGFBt83mYg4621g9vNhPuqz/Gvl1tghznKwHvxQLhWNODlVjsRYo4y+HHikcQmd4GjIAn6gPdQpMNh84WMKQInhpREwTrzkhKRdByO+uBd9NfNNgl4sKYJKvQ/LZ/ncd4TUcZgQIWJV+Xz0vz6X6iZePeRFNNcCqGg8wFQk0yRJ+BWLA8+muqFWz+PwyqfIOxuXRBFex6XolUUDrsURRlJFkIvSUlq1y3sa5sfL9XdZE5mj39B4zfr4ue/QnBx+0YcfaDTziglz15vF0HH30Jxd/03mHjCT9pGIbzXew6GDd6CBzG3saBWfpQafl7TtcE7ad5A3uKfYchh5Q48Ke7taFYIpb73lH+XKWQbGr3+AYZ7+OPwtOlwf/wEV0aWRD6nNbh7YzWGz76IqJAdaFaIXVryJyRBa4TXPxgOD//DmPbDL1jd7G1UnXoej+PN8SgtxN2ajk+k/fyiui9kEhB4eD2OJd7KLL3eOxqd+4zBjGnf4bvN96UllsTc2oHF8+Zhns2yCFu9rO9YTMIUfRWLOrfCt1uvwu/BAzy4fxtnl3ZAza/dpb2YgJCzm7DuiF9ijN7cuChqrTa3msTfXYYGhYqj9wG1BUsHKYZNaPs9zgafwddFC6LjEY6VNCLkyAxMXfAV/lOws7mlzxiCI9Pn4px8EAuyitSLjN2TnifuU3iO+gDvSoFEV2oTHmBNkwpSEJLDDLwnlpESWQVMvCqHGfPrf9VMuvuIzX+FCsL5gPwXEXnCDcXyfISpXrfw87hV8AnajdYFi6LncemvRR2GS9EykiyE4tKPE7Hr1j60zf8S6m4yj6V5/EtjvFn3Z/wVchHbNx6FfpzphbeLdMRvoXex/puJOOEnbaPQe+g9ZxgGb3mAmNsLUCt/KQw/r/l1kYfR4Y28KP7ZEBxW5hMw2Qsa093x4NJIlMznhDV3b2D18Nm4GC29Z0czFGKXljkyYVuj1/HBcA/4H56GH35ZjWZvV8XU84+R5jgTdwvTPzHA8GJdbNIMZEoIPIz1x4ISg0lC4F6M7twHY2ZMw3ffbU68fTGRmFvYsVgvuCSVRVu9EGnr+4VJgb5gMXRcd9fcKhV/D0ucXsGr9X+Cr+RjCSFnsWndEfjJUSYK7t3eRMF6U+ERxQ0mIGDTlyhUsCnW+lt/MZUYXJzQFt+fDcaZr4uiYEfzHCTGkCOYMXUBvvpPQXQ2Rxkp8EzHXBFlHJLoixNRp0wzTFi7HrMHNEXNLyfjRKgquk/hPb0hGk29rBNfnuDSpC9QjF2cL76PL8afR1TQejSsOhIXosJwYkJHNPjIPP6iwKet4Lbyliz1UWdH4dMiZdFh5ASMGjYKg2sVRLFmPTH4p6t4Ip3bHQsXgstBxh8ptn3/IV56+3M4D9iAu3HxuLfKGdU7zMLWXRsxb2g7uEw7j7AHa1D7BQM+GHVF/lYWRB1D97cLoWan7ug7z0M+V55em4V6Bf+DRpOX44dudVDbdQNuW5g6u6VrotiXmxNboEwh29FcOpf6K80/bLWq8dp7aNm9L6YeC5E+EYVjXYsgX6XO6DtkObxjpPiyvTkKFuuvtBgl4N7iGnjtvZbo3ncqjoVE4/qcuniV+47ltbdQ+rOeWMoBs/JfsM/TS8NRnJ8rORynOVFhwmNcWtkfzkN+RaByuj69OgYl87fCzpAnuDyyDD5QxkZmGqZw/CZ3nyu/IbGUwHeXpaBCcWnyKgwvN8avSo/C0xuL4Px5Z0yYOxG9Gn2Bob/4Ky3mesTB50cXuO2VRMcUiv3dy6DqoKVYu2gixi/xwOPgPehSuioGL12PxRPHY4lHeKr2nSDzSPUYGbsnvbT+qfd0NGw0FZf1LObJJUz6oph8cL34/hcYfz4KQesbourIC4gKO4EJHRvgo7w88Arg01ZuWClfgkXh7KhPUaRsB4ycMArDRg1GLekEbtZzMH66+kRyiI4oXMgF5jjjie8/fAlvf+6MARukZCklylXO1dFh1lbs2jgPQ9u5YNr5MOmKrTZeMHyAUVfkjGlB1LHueLtQTXSSAsI8D5r/U1ybVQ8F/9MIk5f/gG51asN1w23LFgGOZalZDF9uVscJpRQ0pDBzrCuK5KuEzn2HYLm3tDVJXLY3l/Zlf6XFKOEeFtd4De+1lALe1GMIib6OOXWlk1A5OV97qzQ+67kUV+UknwJPL2F4cX6uJIaf5kSFCXh8aSX6Ow/Br0lRBmNK5pebRZ9cHokyHyh3emQmpihcnN0NXb+dhaXL5uDbluXxSbNx+O0RvwPHJjWRAunLaKxEmViflXDtNABTFi3BjKFtUK1aB8y1M9FinM+PcHHbi1CTCaH7u6NM1UFYunYRJo5fAo/HwdjTpTSqDl6K9YvNgSdcRBmHxRgdgOuXLuPGgyjlnJIwhuHCsmEYMP04HicuzBziw+/B+2agfBemMfIervuG6XepxD2G7y3pfZpjxxQbijtXvZLuPpS+cXTgfYTZaCw1RvnjTmDSnY7xfuvgNnY3Ll25hvt6928nBOKXbwdjk93WVxNigu5Yfj4+DHdvP4TkMPqYYhB05z4iEmJxc35zVGo9C0d8QhEbF4mAa0fwY/u3UbjtAfliIEUSHmLv8Hp4l/H75bdQpkoT9Ft0VlNPMTjT61W83OGY/gVuFpHgvw4uLeZY3jIt7ad7PoG295MtpP0X6H0Ft4JjE2OSKSYA3ldu6UwRIcgKUj/YV0L/pDci7MIyDBswHcczO8pIWw+/542b8slvROS96/C1ESU46+st6X1Jh5EJsaF3cNVLnUtBwhiNwPs2ApW0/Sj/OwhMvK88Hn7r3DB29yVcucaTXlmsISHwF3w7eBPsxxk1aCivpe2G3b2Nh3bOHlNMEO7cj0BC7E3Mb14JrWcdgU9oLOIiA3DtyI9o/3ZhtD2QmjCTgId7h6Peu7wafRlvlamCJv0W4aymnmLO9MKrL3fAsSyIMnGP78LrkhfuSr/F4tcn+GOdSwvM0UaZ+Aj4X78Cb7/HsHPHpQ5SYA/0xpVbwUkDA6U6CGDgCbH6u4JsQAKCTvyMXddT10KQfYjH/V0r4B5sFTMjjsK1Yg1MuBSEC/NcMfJAcKL4ZD6h2N6oIEp/fx7qdZHpqS82964O53X+0p7PDCKxt5EBxabekbdnDLuFm6GZs+XUYUL4haUYNWIWDgbYC9SC7EyaREaPhKAT+HnX9cQTIccQfx+7VrgjeZxxRcUaE3Ap6ALmuY7EAes3ZCah29GoYGl8f14N4iY89d2M3tWdsc5mN0vaiNzbCIZiU3HHHGVw62ZoJgWw1GEKv4Clo0Zg1sEAG4IpEOQi4h9g97gucHEdgQVHnv0jNhKCT2P5mIHo/3V/DBwyCAOGjMVPxwLtdLOkFRPCDvVCibfqov+Ecfhu9Gp4Z3aLbwoYY6JSvttJkK3JsMjkNuIf7Ma4Li5wHbEAR575A8MSEHx6OcYM7I+v+w/EkEEDMGTsTzgWmIlhJuwQepV4C3X7T8C470ZjddZHGUSJKCMQ5GiMUQHw05nkUyDIDITICBhlEOCnM2W5QCAQCAQOjhAZgUAgEAgE2RYhMgKBQCAQCLItQmQEAoFAIBBkW4TICAQCgUAgyLYIkREIBAKBQJBtESIjEAgEAoEg2yJERiAQCAQCQbZFiIxAIBAInitG4zOcIV2Q4xEiIxAIBILnyrYtW5T/ESNCjv6Avl2+QqfOX2PBRT7El8Tj/vbv0K1TJ3SSSteh63A78yY5F2RjhMgIBAKB4LkRFxuHz6rXgMlkObV4/J15qMin/r/TC/tClBabuGCcm+WEolXG4Yh/jHjkgUBGiIxAIBAInhtnz5zBh++XwDUvL2WJQuhWOLcciNZFDSjYegP8lUfbxV6bBucxHogxvxQIhMgIBAKB4Pkxc/oMWWSWLP5JWaIgiYxLz/247z4YJQ2vwGneTcRKi+Ouz4TLhMt4an6XQCBERiAQCATPj1bNm8si81WHjsoSBVlkDiIST3B5YmXkebEcxlyIRqwQGYEVQmQEAoFA8FwI+/tvWWJYPvqwFGJiNB1GiSIjEeeDH+v9G4biX2PfqelCZAQWCJERCAQCwXNh3569iSLDctzdXVkjEbwZ7XocMIuMRMKDTXAuZMDrlZ1Qb6wQGUESQmQEAoFA8FwYOWKEhchMmTRZWQPE3ZiKWo3X4WHirUlGhB50RTGDAe+PECIjSEKIjEAgEAieC7Vr1LQQmSaNGklLjQg+NApNS+aBwZAfFdtPxTm1WcYUibMjK6PCSCuRiQvEqfXzMX+dO/xixE3ZuQ0hMgKBQCDIcv78808LiVHLo0ePlHfYID4c/o80c8iYgrGtVXE0Wn4dZwcVwZtDrygrBLkFITICgUAgyHLWr12rKzK/7NipvCOVPN6Kmi9WxaZQ4GnAFXg9EtP95jaEyAgEAoEgy+nTq5euyAwdPFh5RyoJ2wknQ0nM8zMCxnDcvhGirBDkFoTICAQCgSDLWbJ4MWbPnIUfJk9B2dJl5P+zrFqxQnlHaonG+ZHlUPDjVujZrTtGHwhWlgtyC0JkBAKBQPDciP7nH1T8pJzyKr2YEBvqj4DIBOW1IDchREYgEAgEz43MERnHIyEhweJBmHdu38aN69fxh+cfuHTxIjwueChrzBz57TD27tmDX3f+gm1bt2LLps3KGkFKCJERCASCZ8Bvhw4hJESM10gJRxSZ//u//8M/Uf/IT+ZW+f3wEXmA8rIlSzF/7lxMmzoVfz9+rKwFxn4/Go0bNkStatVR7qOPUabkh/C9c0dZC7Rp9SXatGyF9m3byo9j6N2zp7LGzHfDR2DY0G/kuXW4rUnjJyhrBCkhREYgEAhSAZMbr6RTQ2xsrDxwlYkrGcYQHP2hL7p81Qmdv16Ai5HKVXv8fWz/rhs6deokla4Yuu42csP9N1klMqw/PgIhMDAQ3teu4dSJkwgKClLWQm4F6eTSAQ0+r4tPynyESuUr4Py5c8paYMWyZZg6eQrmzp4tj+9Zu3oNIiIilLXAvbv3cPfPu7K8Pn36VP57gqxBiIxAIBCkAp9btzBm1PfKK/sw0XVwboeqlSrD//59ZamWeNyZVxEGgwHv9NqHEKN5aVzwOcxyKooq447AP5dM7JZZIsOuHIrJlcuX5UcfLF+6DMeOHlXWApMnTESFsp+gbp06cusIW0S0Yurr6yu/9vf3l0VEkH0QIiMQCASpYNXKlfi8dh3llW04oVuVipXkK39exX/t2ldZY0noVme0HNgaRQ0F0XqDv6Q2JBbXpjljjIfm4Yk5nNSKDFu52FVz8vgJbP55E+bMmmUx5wzlpU7NWrJA8hbuWTNm4uyZM8paWIxXyW7wWBrx7TDllcAaITKCVPHf//5X+Z9AkDvhrb3sLrrv56cs0eebIUPkMRQkLi4O9Z0+t0ioKqFbXdBz/324Dy4JwytOmHczVloah+szXTDhcu5pEbAWGcaamzduygNfF//4Y2IXzZnTp9G00Rfo3aMHxo0Zi6U/LcGF8xfkdTkdthaZH98g0EOIjCBVMGgkYUTI0R/Qt8tX6NT5ayy4GKlMFx6P+9u/Qze5j78Tug5dh9tikk1BDoCDPjlugiLz88aNytLksFuDrQLargkOEm32RWO560OLLDIHI4EnlzGxch68WG4MLkTH5gqRoZxwLMmF8+fxT1RUosh0bO8i7+cWTZth6KDBWLRwIf73v//J63IzQmTsI0RGkCIcmV+t8qfJmmbj78xDRYMBhnd6YV9SJz/OzXJC0SrjcMRf8zwUgSAbc+7s2cSZZ211FRmNRnzZogX2792nLDHDpN31q6+SCVCiyEjE+fyIev82oPjX+3Bqes4SGe2g13lz5sh37XAgbfUqVdG5Yyc8CgpKFJnQ0FB5PwosESJjHyEyghRhEy8D+HVvb2WJQuhWOLcciNZFDSjYegP8zZ38iL02Dc5jPJB7evkFOZ2Z02ckikylcuWTta6QbVu2yC0Kener3PbxQfVPqyAyUn2MMxC8uR16HFBfJ+DBJmcUMryOyk71MDabigxbojhgds2q1fh26FA0qt9AblVROXXylNxqpb3bxxFvv3Y0hMjYR4iMIEU4vwEDuGX3koQkMi499+O++2CUNLwCp3k3IffyX58JlwlWj9kXCLIxrZo3TxQZFs8rlk9YjoqKQo2q1eSxHbbguI4pkyYrr+JwY2otNF73MKnV0hiKg67FYDC8jxFWIhMXeArr58/HOnc/OMLNTJQ13t1zYP9+HHd3V5ZCvkuILS68Q2jXL7/ICTilFhYhMikTHx9vcau4wBIhMoIU+ax6DTl4d+nUSVmiIIvMQUTiCS5PrIw8L5bDmAvRiBUiI8hBhP39t4XEsCycv0BZa6ZUiQ/k5ZzIzFZx69dPfs/pE3twaFRTlMxjgCF/RbSfek46h8yYIs9iZOUKGKkRGVPwNrQq3gjLr5/FoCJvYuiV53dmcaBzt85dULlCBTh9VhtuX38tt9hmBCEygowiREZgF15RqcH741KlLedXSBQZiTgf/Fjv3zAU/xr7Tk0XIiPIMfC2XvUcUIuLs7Oy1gxbIDjj6/Zt2+wWztbKcSD2iA/3xyNNs8vjrTXxYtVNCJXOqIArXnj0jAfQs7UlICBAFhR+39YtWibeqUXp4ERylLvMQoiMIKMIkRHYZd2atRYBnHM4JBK8Ge16HEi8mkx4sAnOhQx4vbIT6o0VIiPIGXDKeO05wFL6g5JyAs4KwnY6wVByHvyMgDH8Nm6EZO6DEdn1o52Kn2NbateoiUFuA+SxLnw2ELs2nhVCZFLmwYMHcuuXQB8hMgK79OnVyyKA/zBlirIGiLsxFbUar8PDpE5+hB50RTGDAe+PyH0iozfIU5D9YVLXngNq4W3VWUL0eYwsVxAft+qJbt1H40Bwxu7q4YBjjmvhHUS8m4oSsXvXLmVt1s8ZJUQmZcRgX/sIkRHYhFdh5T8uaxG8OSEVhSX40Cg0LZkHBkN+VGw/FeeSOvlxdmRlVBhpJTJxgTi1fj7mr3OHXzafep3C8vCvv3Di+HF55lbOuMmp6Ll/BDkLztLLW6pZGtWvLz8QUH29euUq5V1ZgCkWof4BiExHYwy7g695eSmvzHdX9ejaTR7nw24i7Z1UzwMhMikjRMY+QmQENuFj5rUSo5bg4GDlHTaID4f/I80cMqZgbGtVHI2WX8fZQUXw5lDLOz4cFQoLJ+3irKx8QNz3I0ei2qefopwkd5z0rFf3HpgxbZo8TfqhgwflaekFORe2wNiaQ8aR4HHLW5x52zMfgsjnC/FYddQWQyEyKSNExj5CZAQ2YdOznsjwtso08Xgrar5YFZtCpavDgCvwetajFdNBeHi4LG6ctKx/377yE3A/rVBRnrSr61edMWXiJPlKtnmTpjh5QjNOSOGvwL/kuzgEORdHFhm2EKoTVlJY+EBEPmuI0/o7+uNFhMikjBAZ+wiREdiET4jVExkOBkwTYTvhZCiJeebRirh9I0RZkfUwaHp6espS8mWLlujS6StZVng7KSczGz92LIZ/8y16dOmKsLAw5VNJdGjXHpcvXVJeJSFEJufjSCLDeWuO/HYYE8aNQ8O69eRjmDKTHREikzKcgJF1LtBHiIzAJr/u/AU7tm/HmtWr5UDD/7MwgKaNaJwfWQ4FP24lP3hv9IEUuqYyAY4L8L52Tb4qHT1qlNy0zu4gNrM7t24jdxPxzpPjx9zl7iNtsztbnCgzegiRyb04kshMHD9efngi7yrirMGO2m2UGoTICDKKEBlBijwOfSxf8WUME2JD/RGQntGKduBtox4eHvhxwULMnT0b/fq4ol4dJ/nBcxyQ+XntOvhm8BB5YC5lQ/u8qI8+LGVx26mKEBmBHlktMpQTn1u35CdAcy4XPu9syMBB8iMSchJCZAQZRYiMIEUyR2QyBp+Ae/78eezft0++22JA//74okFDlC1TBnUlWakhfb8lixfLycb//v3EadEZ+K0f4qciREaQFrJCZHic84nQbLnkjNocqzX9hx/k5xexe4EPcOUzm3ISQmRShhMSdu/SVXklsEaIjCBFslJkYmNjcffuXfx+5HdJTH7C0MGD0axxE1lYKB49u3XDgnnzcfDAAXkAHG8RP3/unDwfhh5CZASZxbMSmSdPnsh3vQ0b+o185xu7PhtLkr5+3fpkXUZCZHInYrCvfYTICFLkWYgMAzQHJ3Km4JXLl+O7YcPl5vMyJT/Ep1Iw79u7D2bPnIU9u3fj1s1bsuCwy4gzXFojREaQFWSmyERHR8sPY63n9LmcxHmX0dbNm+XxWoRdpJR5a4TI5E5SEpk///wTMTExyqvUkoCQi9uxfMlizPq+L77q4AIXl3Zo03EKLqZ1U88ZhxSZhJCL2L58CRbP+h59v+og7VwXtGvTEVOkvcsug8wovCWRyVGQMhkRGQoLny3DuVj4uIPRI0ehZbPm8kBbzpjKJnQ2nXMuFk7aNXniRKxauVL5tCVCZATPk4yKDGMOW17YLVqpfAU0qlcfzZs2lVtkrBEiI9BiLTK8CNy5fYfcisdJGnk3qd+9e8ra1BCPeyvaoKrrXsgTRScEYme34ijWfC5OBzxNmgMsm+BwIhN/bwXaVHXFXvPeReDObiherDnmng7AU2nvMpAwCWa0sOIHfN3f/EcFdkmtyHAulose5rlYeFsoT7CK5crLgZeiwQfr8aqTD+Gr/3ld5VOWUGqEyAgckfSIDLs+Vyxfjm+GDJVv8efdc7wb8J+of2R5Z0ukHkJkBFooMg0l8Z06eYo8bko7HYZaeIHYvm1bu4USLRNzHm5vF0GPk0kSbby/GBUMxTHuWvKY6Og4mMjE4Lzb2yjS4yQSd6/xPhZXMKD4uGvIzN3LhMhp5dWmXIFtrEWGgUeei2XrVvTv208ew1KjajU5UDPRjxszFhvWr0dzafnR35MH43t376FR/QbKK0uEyAgcldSKDAflnjt7Vm59VB9dsXHDhmTzEgmRMSNEJmXYss2B4BRjXixynCBjEWOYKjIH9+/H1T+u2i03b9w0bzBiH1rkzY8OR6LNr0nUEXQoUAhd3TXLssmjZRxMZCKwr0Ve5O9wBEm7MgpHOhRAoa7ummWZA8dgsJ9aoA/nYrnu7S0/U+ajUqXleSucan2WOBfLqO++Qz8psLv16yc/tsB6YCInmOPdFtYIkRFkR+yJDG/r52MBJo2fIEs9zw8+1oLnBcd9MQFZI0TGjBCZ9MNxMXxeFh+VkuKjY7QYA7G+QV4prx5EmOInxoCVqF3MBXsfKwuy0aNlHExkjAhc3wB5C3XFwaS9i5W1i8Fl7+NM77dj3zS7P7QPVMuNxMXFyfNV8LbmiePGy8G6vtPn8lwsrZo3x9d9+8rGzyfmMmFr52LhhFzaJ2JrESIjyEnoiQyvjvlgVSbiOpLkL1uyFAEBAcpaM0Jk7CNE5vlgDHHHFGcnNHMdh5nz52HqdyOw9FJEUp7NBo+WUXG8wb7GELhPcYZTM1eMmzkf86Z+hxFLLyEisy1Ggf3V7Du0bk3IibBp0uuqFzZt/FmeQG5gfzc0bmiei6XZF43l1pZBbgPkmXs5bwGbyIm/v78sMnoIkTEjRCbno4oML4C2b9uGdm3ayrdL89wYMmiQPDZMDyEy9hEikzKMmcxTWYoDPVomJRxPZLIYti7wmUJ79+xRlmR/+Ju8rl6VAuEReS6Wb4YMkR92yBaWmtWqy3cLzZ87Dwf270+ci4UMHTRYN+kLkUkiPSJDIeSYorQ/KyXn3B6Z3eGFzszp0+UxLxwLxkGTnDqAd0ASPqNLiEz6ECKTMs9nHpmsf7RMesn1IkOYZJjc2d9IAcguMLgGPXwoB9RVK1bIQbFNy1Yo99HHKFXiA/ng4zig3bt2yYO8eLs55WXwgIHKFiwRImMmoyLDeuHcN9w3fXr1koM09x+771JPzro9MrvCAbqsx6aNvkAVSWLYjUSZsEaITPoRIpMyz0dkyLN5tExmI0RGgYGj6ReN5YSjF6ieJ0yMvHOId0JwLpYxo76Xmxk/LlUalcqXl4Vl2tSp8rwCFDE2fTMwMEBYI0QmicwWGcrwlImT5GficH9Zl89r15Z/t73SwbmdeYM57PbI7ARbNM+cPi2fJ2x94Q0BHMi7cP58uW71ECKTfoTIpMzzE5nsgRAZCd5GzKSmJpzn2c0UEREhJ3+OY+FcLF+2aCkLCwNol06d5LlYtmzaLAdWPgGXLTF6CJEx8zxaZDjLJm8/563pTITqcXXs96Py2CN7JfH35bDbI7MDbN1ctHAhypYugxZNm8nnmfYc+nHBAiEyzwB2z/neuaO8EujBmMKZzwX6CJGRYPMxx5CoCWfkiGd/SzanKP/D8w9ZojjJEe94YIDijJ9MluNGj5GT4fq169C21ZfKpyyRk74QGYceI8Mg7X3tGpYvXYagoCBlaSrIYbdHOipsfeHtq+q5zwsFjiNjfVojREYgcEyEyChwVlpehTGY8e6dzILTkt+4fl1OjkyqXzZvIW+ffe1tv2wtz8XCeVrq1KolJ2Tru6fY8pLY3WCFEBkzjiwyGSEn3R7paDx69AgrJLnkbKlftmghP+9LHYzNehQiIxBkH4TIaGC3DudNYdJO23MrzHOx3PbxwY5t29Gjazf5Nk1OJa3OxcJnYrj26i0HqMDAQIu5WAhvg2Y/qDVCZJLIbSKTItno9khHgcceJ63jeckxB55XriS7eBAiIxBkL4TIWBEZGSlfoXGMih68lZbBcPGiRfJsipx3RZ2LhXc2UFbYPcS5WChD6lwshDN9shtJDyEyZoTIpIXsc3vk84Tde+7HjskXGJx1l9O7z5oxE3Nnz1beYYkQGYGjwdzAub4E+giR0YFNzJx/hWMbKDRLf1oiz8XCrideyTWsWw/VpGDy7ZChOLBvvzxQTQ1U9hKaEBkzQmQyk+xxe+TzgIN3OdaMxw0fGbBn92655ZTw/BYiI8guMDeIu5Zsk+tFhl08vnd85QF/TKC81ZJzsXAMC4MWB/7x6o1zsdy4cUMe80K6de4i36JpTU4UGQ6G5p0cegiRMfP8REZgzZ3bt2WB4TlQqVx53UeQCJERZCeEyNgn14iMOhcLk976tWsx9vvRcHF2RsVy5snK2OzMhLxj+/bEuVgOHjggdx3pkZtEhvuCYqeHEBkzQmSeLzy/L5y/IJ/LLD8tWoRLUj3xvNIjPSKzcf16NKhbT3lliRAZwbNEiIx9cqTIcJwLE+jmnzfJc6107thJ7hLiU5v5fw724xwRTEiPpcBQ+oOSyictESJjRohMEkJkHAsKzNrVq+U7AHlM8e4jtdWUc29kpsicPXNGPu/1ECIjeJZwvGUnlw7KK4E12VpkOBfL1T+uyg9wYzLlQ9w++ehjuTmZyZ+tLhvWrZOu1M5jsJTQOPOtNXyQohAZM0JkzAiRcXw4gPfQwYPyHYE8Nhf/+GPic49UhMgIBLmDbCEyiXOx/PorZk6fgfpOn+OzGjXlAMYHPnICOya/NatWoXXLlslupyQc+8LAYY0QmSSEyJgRIuO48HxlHOD5wsd0HHd3h0tbZ/k8sUaIjECQO3AokeHJzoF6TDxMqi5SAucdQuwWatmsOb4dOhTLlixFnZq1cOrUqWRzsXBOCI570UOIjBkhMkkIkck+cHwbZ0euW6eOXNdsZVUvWHh+CJER5GTY2vj06VPllcCa5yIy6lwse3btxqABA+TEyoFMnIuF//I1+wO/GTw42VwshO/RS/pCZJIQImNGiEz2hsGbx1jl8hXkh3LysR7WCJER5HSYG8RgX9s8U5Fhi0lAQICcbOfNmSu3qLBlRZ2LhXcKcTwLEw1bYtQ5Hsi8OXOkYLNYeWWJEBkzQmTMCJHJeXAOGB6P1atUlY/XRQt/tJn0hcgIcjpCZOyTKSLDJt57d+/KiZ9JiGNWOHaFyY9BoWrlT2UhYN+2di4WOfjbeK6REBkzQmSSECKT82Fs4DGt3kbNY4X8uvMXITISQmRyJ0Jk7JMmkaGw8ERi4uDdQLwriEGEU/KzZaV2zVpyUuNdRLybiHcVke5duuL0qVPy/7UIkUlCiIwZITK5E9br6JGj5Drp1b07Th4/Lncrq4Vj4/r37WexTC18EOu+PXuSLT/hfly+McB6OcsP0nnISfP01tWqXkM+pqyX867H9m2dky1nGTp4sPzoA711jC9scbZevmzJEpu/icfzzxs2JlvuceGCHG+1y7TSxXimXWe9nt301uv57DcVjsWwXs9WdRW2sluv156Teus5M7gKc0iy9ffvK2vNpLT+vp+fxXq+1mK9nkULt2e9XnuDCL+v9XrteEz+Xnvrub+s12vvqNNbrx0+wfqwXn/r1i0hMnZItcj8MGWqfEKylPvoY3xaoSJqVq0mBe/P0LBePdSoWhWVK1SQE7J1YRLk052tl9f//HP5asV6OUvVSpXlWTT11n1cqjTqOTklW/65lEjYbWW9nKVS+fKoVa16suVfNGggX/lZL2f5rEYNWQj01pX7+GObv4nB2Ho5S/UqVfBpxYq669Lzm6pUrCRfnemtK1XiAzSqVz/Zcnu/ics/k4K49fJG9evL27NezmLvN/E44fFhvZy/k7/XejmL/Jukbeqt437l/rVeThnm37JezmLrN7Gw3vnbrJfzOKGYWy9n+eSjj3R/E7+XrdmPBSnTtXNnuT5Yx1804HlpWSgXjDl66zg/FM8T6+UUXx4X1stZ2GXFx4zoreP5Vv/zusmW15GOMx5P1stZqkjxirOA663jb6K4Wy+395vUC0Pr5fxu3E/aZW5ff63sRSA0NNRiHQtbd1Q4S7f1+t49eihrzY9nsV7PC1EVjlmyXt+lUydlrfnhudbreUGjwoRuvZ7TZmjh+aRd37pFS2WNmeZNmlqs56NjtPBZedr11gLAx1Vo17NoRYYXjtbrtS1qX3XomGy9diAuL3Kt12svKnt175FsfXh4uLIW6Nu7T7L1f3h6ok+vXso7BNakWmQCAwKlK9HLuPvnXfmK2rp4Xr4iXcWc113H6f+9va4lW+5zywdHfz+abDnLRY+L0tX8Jd117sfccevmrWTLb1y/gRPHTyRbznLu7Dl5oKD1cv6ew4d+S7acha1KZ06f0V0n/6Zr3smW8zcds/Gbrkj7iLOP6q1Lz2/itlgneuv40Eo+esF6OX/TWRu/icu53no5t8PtWS9nsfebTkr76Lr39WTLuY/cjx5LtpzF3m/ifuVnrZezHlgf1stZbP0mlsPSb/rT989ky69Kx8m5M2eTLWdhXej9pju378jHmCB9aBOJQCAQpIVUiwy7iWj7gtwHm02tm3cFlrBpWNuELkgbfPAqu/QEtmHXud64GUHOhy1lfHixQJ9Ui8zePXvkJ0ALch/2xsgIzLDJnt2hgvTx++Ej8ngRgW02rF8vP15FkPt4+Jft8aQCITKCVCBEJmWEyGQMITIpI0Qm9yJExj5CZAQpIkQmZYTIZAwhMikjRCb3IkTGPkJkBCkiRCZlhMhkDCEyKSNEJvciRMY+QmQEKSJEJmWEyGQMITIpI0Qm9yJExj5CZAQpIkQmZYTIZAwhMikjRCb3IkTGPkJkBCkiRCZlhMhkDCEyKSNEJvciRMY+QmQEKSJEJmWEyGQMITIpI0Qm9yJExj5CZAQpIkQmZYTIZAwhMikjRCb3IkTGPkJkBCkiRCZlhMhkDCEyKSNEJvciRMY+OVxkjIjydcfWTftw+VGsskwfU2wQPA/8jJ/3esD/SdKTTKU1iA3yxIGff8ZeD3+YV8XB/9BarFi9Hpu3/4o9u3diy7o12OEZLv3FnMfzFBljlC/ct27CvsuPYK8G40Ou4tDmlVjx8yHcCNfWQjxCrh7C5pUr8POhG7BcFYKrhzZj5YqfcehGxupOiEzGECKTMkJkci9CZOyTg0UmDr6rXFCr62IcPLQE3ao2xSyvGGWdFhMiz09Gw4pfYuKW4zg0oTxeKzcWV/gwU1Mkzk9uiIpfTsSW44cwofxrKDf2Cp4aA7GyZgEUq1gFFct+hI8+KoN3C5ZAvxNR5k3mMJ6XyMT5roJLra5YfPAQlnSriqazvKBXg0+956Btq1HYdPwcDv/UCcXfbIlV9/i02qfwntMWrUZtwvFzh/FTp+J4s+UqmFd5Y07bVhi16TjOHf4JnYq/iZar7knakz6EyGQMITIpI0Qm9yJExj45VmRMwVvRrEh1LPHndbYRAStroVDtJfBLMK9P5Ml5fFPqHXTYEyopTQICtnRFzRazcE0SmSfnv0GpdzpgT6gJSAjAlq410WLWNTyN8cCYtlPgpTYRRJ/DhF5LcDu9WdDBeS4iYwrG1mZFUH2Jv9xSYgxYiVqFamNJsgqMw/WJpWB4qz/OPpFePr2MEe/lQaXF96VV1zGxlAFv9T8L86oReC9PJSy+b5RWTUQpw1vob/4QLo94D3kqLYa0Kl0IkckYjiMy8Xh4/CeMHeqGXp06oPfEnbhrvzE3yxAik3sRImOfHCoyJoRsqY9XivTCiWjzkidn++Otl2tjXZC22wiIcu+GIgVaYU+4pDHR4YhOlJEouHcrggKt9iDclIDo8Oikq/VYH+zcdlNKfyQB99d0geuvwdJf1ZKAoMOz8a1bf7gNnYgNVzyweuwguLkNw4IzYdmqC0pfZEyIuLwaowcMxGCpzDgUmO7WDD1MIVtQ/5Ui6JVUgej/1suovS7Iaj9LkhN+DcfO+CFGWmEK2YnWhd9F/zP8nBHh147hjF+M9BnpmNjZGoXf7Q/zqnBcO3YGfuYPYWfrwni3/xkof81MQhAOz/4Wbv3dMHTiBlzxWI2xg9zgNmwBzoRZ1qAQmYzhKCKT4LcYVV6tjEX3JGF+ehXjSr6Czzdan9vPByEyuRchMvbJoSITB++JH8Lw7jBcNNsGYj3HoIShOEbKfUYq8fCZURZ53m6HYa4uaNvSCaUKl0DrhdfwJN4HM8rmwdvthsHVpS1aOpVC4RKtsfAar+A1RJ3C0Hr9cVyvV8kUjpMjyuLld3phf3AkLoxtgI4rbysClH3QE5l4n7moUbAqZlyPQeCG+nj59Y44Iu2DuIAjWDFtLL6ftgmXrZI95Sfs1HS49e6N3lZlwNzLcquJSpz3RHxoeBfDkioQY0oYUHzkFd39F++3FSN7tkeDcpXRY72vZjxNPPy2jkTP9g1QrnIPrPfVXF7H+2HryJ5o36AcKvdYD+0qFVP4SYwo+zLe6bUfwZEXMLZBR6y8nfwbCJHJGA7TIvP0NrYtWA/P0EfwProSvYsZ8NGsO5kq6elFiEzuRYiMfXKsyNycUhqGYkPhoQyqeHplJIobSmKCd5x5gUwsro4pCYPhfQw7z2txEx7vdUGhV5yw2vcKxpQ0wPD+MJhXPcZel0J4xWk1AhLzsxEPNzZHuT7HYXN0TKwPFjV4HfnLNUKn2ZcQ5QiXdmkkucjEwmtsCbxQcSnYc/f09k4sXu+B0IBf8M2wrfCNjsadjc4oVmUabmp3N0XmzGwM7tcP/azK0IWeliJzcwpKG4phaFIFYmRxA0pO8JZq1zZPfZbgi6Jl4HYsXFmi8hQ+S75A0TJuOBZuVQlPfbDki6Io43YM1qtIrM8iNHg9P8o16oTZl6J0r86FyGQMRxEZU/Q1rOrXBC1cJ2PVngOYUf4lfDL/Lqw7NJ8HQmRyL0Jk7JNjx8g83tEI/y7cDe5KX0H0iZ4okq8JdnC8SyImBK37DHlea4MDkeYl8Xdmo1yedzH03F2s+ywPXmtzAOZV8bgzuxzyvDsUF9QRp/E+mFUpP2qsTd7dkYQJoft74L0X8qLaVE/dwaqOTnKRiYZ7lwIwVN+IEGUJifMejw/+XQ+bHpkQf3MSPsjbCLutfCI+zBfeV6/iqlXxvhdp2d32eAca/bswuiVVIHoWyYcmOziWSYMpDMfHtkar0ScVCQnGhhr/Qj7nA9Kq4xjbuhVGnww3fyZ4A2r8Kx+cD4Qj7PhYtG41GicVcwneUAP/yueceBxYYArF/h7v4YW81TDVU78GhchkDMcQmQTc+7EiXirzA26xCUaS51HF/4VPFtwTIiN4rgiRsU+OFRlj8A60ebM8pssRKR6+c6vgbefdeCzlLVOULzy8HslX9saA9Wj0RkXM9DE3Hkce7oyib7TD7tD/IWB9I7xRcSbMqyJxuHNRvNFuN1QXSri7AJUML+DzbWHmBTrE3l6J3j2X4OKJ0Sj/2ocYeDTMjvQ4JslFJgH3l9dEngIdsJc7VNKza2t/wrnIBIQHBONpQgj2dX8XH7geRpjFjzXiwUon5DMYYLAqr3+xA4+Vd8kYg7GjzZsoP/2W3Kwf7zsXVd52xm7575kQ5esBr0dSDcbdxJSyBVF9ktI1FXcDk0ob8PaAc3KrTtmC1THpsrmtJ+7GJJQ2vI0B58Jxc0pZFKw+CeZVcbgxqTQMbw/AuWSeEovbK3uj55KLODG6PF77cCCOWv4oGSEyGcNRWmQijvVDibzvoEGfoRjYfwi+61wK/y7WDBOPP37u49qEyORehMjYJ8eKDJNm6OERaPalGyb/MARtmg7DwWCGIimZrqiJFwxvoe9pZrF4PNg5APUbuWLSrNFwqVobA38JMPeJxz/AzgH10ch1EmaNdkHV2gPxS4BZeEic9ySUMRRC56N6HUvxuL9zOOoXzYdPXNfD22slupWQknbeCui+6KpFN4qjozvYN8YLcxoXQb4P66NNyybo+MM5RMr5/Qm85rZGPbft8E/aVenCGHoYI5p9CbfJP2BIm6YYdjDYnEyMD7Ci5gswvNUXp58kIOjAWHR3HYHJs2ZgVKcqKFV3FI6FSu9MCMKBsd3hOmIyZs0YhU5VSqHuqGMwrzqAsd1dMWLyLMwY1QlVStXFqGOhlskq/j52Dq+Povk+get6b3it7IYSknTlrdAdi65a1qAQmYzhMGNkJExPg+Hr9xhx8vFsRExkjOVx8ZwQIpN7ESJjnxwsMgoJkQgMjLBsGjZFwWNSe0z21AzaNEYj0PcBInSSrzE6EL4PIsxyY0ECIgIfyXfL5GR0RUYmAVEPfHDnkRro4+G3ZTgGL/NClCkO1+YOxe5QeUUGSEBkYCAirNr2TVEemNR+MhKrMD4c/reu4/bDKMu6logP98et67fxMCrZGoT738L12w+RbFUaESKTMRxJZBwVITK5FyEy9kmXyBiNjnB9kl6MCD48CQNnnsLj7PwzshCtyNir+6eXRqGMIQ8KFC6MwoXywZCvFfZHKCszE2MwDk8aiJmnnn9zv4pWZLL3+fF80IrMndu35X8FlmhFxvfOHflfQe5AiIx90iwynp6eaNW8Of73v/8pa7IfCTHRSrOxIDWoIhMTE4OvOnTE+XPnlDVWGOMQGxuHBKMJxgT+P/4ZjQdKQEx0nEONNVJFhv9+2aIFfH19lTWC1KCKzMrly9GofgPESceRwBKKzMTx47Fg3nw0+6Ix4uMz2HcryDYIkbFPmkSmwed1Uf3TKjh18pSyVJAboMh8+H4JdGzvgjGjvofJJCzQGgoM91HLZs0xb84c/N///Z+yRpAaKDLcfw3r1UdwcLCyVKBl/dq1icdY2N9/K0sFuQEhMvZJJjK8Ilqy+KdkhScQS/u2bXXXi5Jzy9BBgxPr/6dFi3Tfk9tLj67dEvfRksWLk62/cP6CcoblXih3devUSVY+r107cd/VqVVL9z25vWj3kdNnn+m+5+6fd5U9LchpCJGxTzKRWfzjj5g/d55F6d2jR+JJZL1OlJxdpkyclFj3c2fP1n1Pbi/jxoxN3EdsjdF7z5nTp5UzLPdCkfkr8C+LEhgQiPFjx8n7ji2+1utF+QsBDwLw7ZCh8j7q2a277ntYRFdTzkWIjH1S7Fq65uWF6lWqYsjAQdnzriVBuon+5x+0a9MW3w0bjnIffawsFWgJCQlBk0aNZJmpUrGSslSQWqZOnoI2LVth+7Zt4q4lG/DYYrfu0p+WiLuWcilCZOyTosjwJDru7p59b78WpJsjvx3GlEmTER0dbeP2awEHYC5bslTcfp1OThw/LguzuP3aNu7HjskD7cXt17kXITL2SdNgXyEyuRPb88gIVITIZAwhMikjRCb3IkTGPkJkBCkiRCZlhMhkDCEyKSNEJvciRMY+QmQEKSJEJmWEyGQMITIpI0Qm9yJExj5CZAQpIkQmZYTIZAwhMilz6sRJ7Ni+XXklyE0IkbGPEBlBivC2WQ74FdhGiEzGECIjENhGiIx9hMgIBJmAEJmMIURGILCNEBn7CJERCDIBITIZQ4iMQGAbITL2ESIjEGQCQmQyhhAZgcA2QmTsI0RGIMgEhMhkDCEyAoFthMjYR4hMdiEhCIdnfwu3/m4YOnEDrnisxthBbnAbtgBnwozKmwTPCyEyGUOIzHNGxBeHRoiMfYTIZCNM4ScxouzLeKfXfgRHXsDYBh2x8vZTZa3geSJEJmMIkXn+iPjiuAiRsY8QmWxGrM8iNHg9P8o16oTZl6JgUpYLni9CZDKGEBnHQMQXx0SIjH2EyGQ3TKHY3+M9vJC3GqZ6xigLBc8bITIZQ4iMgyDii0MiRMY+QmSyFbG4vbI3ei65iBOjy+O1DwfiaJi4ZnIEhMhkDCEyjoCIL46KEBn7CJHJLsT/f3t3Ah7Tvf9xfFqUWkPRklZrLaVKg2prC1V0QYh9b9QWFBVbCIktNFRtKbWvpaV2HlvF0tj+IlQizZ4nkeVmu1meyTQz9/0/Z2ZCRHaiDd/XfU6vnDOZM3Nyfp/z/Z01iL1TOlC93DvYbfbGa91g3tJoKP3uEH64kWx+kfinSCHzeKSQ+YdJvvyrSSGTOylkhHgCpJB5PFLICJEzKWRyJ4WMEE+AFDKPRwoZIXImhUzuClzIqA8QvPPnHfNYIYQqcyHj6+ODXi/33iiIjELmv4n/xdlpLmnaNPMUIURGIWMwGFj23XcEBwWZpwhVgQuZlStW0O3TLvz999/mKUKIjELm0sWLtGjWHP+//M1TRH6ohcyg/v3p1aMnLvOcjR0mIYSJWsh81OoDZs+aha2NDUlJSeYpQlWgQqbum2/xiXVHYqJjzGOFECq1kFHbh1rEXPb0NI8VmanFyXkPj2yHPja9jMvPum07PM6dy/Y1MsjwvA4bf9pgbB/qcOzo0UemB/gHmFvZ8+mRQqZj+w58/EHrR4aMhVjvrdrZTpdBhud5yGgf6pDddPc1a80t7PmlFjLDhwx9ZFD3wmQsu6GDBmf7GhlkeF4HtU1ktI/ePXtm+5od27abW9nz6ZFCJjIyknv37t0fIiIimDZ16v0FmXmaDDLIcI9tW7fm2T6S/vtfcwsTmcXFxdH9s8+Nxd7XX9mZxwohVOq5dur2t+1HH9P83abmsSKrPA8tLVnsyudduxl3bclVS0I87NCBg3zQogXnfj8nVy0Vwohhw1jq6sqJY8flqiUhsti0YSMD+/Xjr7/+kquWcpFnIXPxwgUSEhLk8mshsqFeoaQen5bLrwtHzRaVXH4txKPUq/dSU1Pl8us8FOhkXylkhMieFDKPRwoZIXImhUzupJAR4gmQQubxPIuFTKr/AX5Y5MTsRTu5HifPLBKFJ4VM7qSQEeIJkELm8TxzhUyqJzO+mMf1VAPhG1vxis0xEs2ThCgoKWRyl+9C5trVq2zdssX8kxAiM/UGVbOmzzD/JApKvbJLzZhnRpo/G4YPZUNACr7z61C+10nkFmaisNTzZE6fOmX+SWSV70JGCCFEwSRfmUvbFvYci5ZHVghRVKSQEUKIIpDmt4WJY1ZxPT6K0z+eI9Y8XgjxZEkhI4QQT1qSB2MtNVR6ow51Xq9E2XY/SyEjRBGRQkYIIQpJF36GVbMmMmZ4P/qMcGKvv9Y0wZBOaqqWNL0BfZqW1DS5akmIoiKFjBBCFEZ6ICvfL0uzHwJQyhZuONahTNutRErNIsRTle9CRh91kvkjB9K/3wBGLb9Mgrmx6oJ+ZurgfvTrpwyDJrLJN800oQjoE/04vWs7B6/ew9zveYQu/Bz7Dp3jum8oUff8uXrmdwJTzROFEMWfPoqT80cysH8/BoxazuUHYcTPUwebsqjfICZu8qXo0kiViu/u5Wy+Hs0975OsG2GJ5m1X7urMk4UQT0XB9sjo7uLWVINGU5PhB6MwnYefRuRFV9pUfx/HE8GkFFFvJM1vPbatB7HyyFFWD7aii6sXKeZpmcUf6kFFjfoZ1eElmozZT3i6eeJTk8TvU8dxJM78oxCiwP6bmNuDNnXcdWtqbOc1hx8kynxRUFrkRVzbVOd9xxMEF1UYZTAkcXP913z6mR3z1v/G4UVNKPXOMvyfet7kRrJIPPsKeGgpml02nzOue3U0Ft3ZEmzuemhvssBmJp7ZVRZPgiGSXV2r0XJ1sLF40oeuo3Xlj1gdmDUxDIRv6c/407HEhwURkfgPJUriOeybduUXObtPiELR6XTGp4lvWP+TecyjonfZ8Pm47lTXWNB9S7BS2qi03Fxgw8wiC6MH0gNW0LRUA+bfUeecyrVptXjhneUE/JsKGcki8RwoeCFjO4xDQacZX0dDmTZu/Kke40m7xWLbOVwtokM4hqiddChTjeFnzbeUSr7A6Nde4qNNEUrpkpkSYgv7MPvIBY7s2snBS4EkF3GnLKv08H2MalZO6SlWp/OI0UxYeILITLeQSI84zpJJYxg9ZiJOW67h+dMs7MeMYfLy88TKrSaEMFKftq8WMp07duTvv/82j31Y9C5bhh0K4vT4OmjKtMHNFEbcWmzLnKIKo8ziT/H1W6Wpaf0VE8cpbX3qAOq9bElXpzPE/Avacl5ZJMSzolCFzJEEpZa46kSzkiVoPPMPkrSFKGQMsZxbOIYRI0ZkGcby3dVk84tM0rydqKt5ncmXzTPQXmfmWxpqOVxT+kGZ6CPY0b0x3edu4bdf1zGl7au82Xszgbkes04n6vLPuK9eiev0kfTvY4utbS969HXmciE7ddqbs6lfwTqHXpCBuN+/pdFLNRl+KJKEP2Zh3Xcdvk8hd4UoDuLi4mjRrDl//fUXwwYPMRY12TEWMqYwwqlZSUo0nskfSdqnV8ioDKlE+gUSY74qSZ+SQMoTKRaeTC7lnkVCPBsKXcioPR+fFe15WVOLUQfPsbAQhcz5JeP5+uuvswwT+f56lkLmT2fqayyZmLG7OPUaDrU01Jnj/fDJfIZ4bp25RsZNNNP9l/FeiaoMPZPTzcF1BPzYAyu7A6aeSnoYewfXwrLbd3iEpmbZ25N/eYeHFp8frKlYoTGd+i3hSuJT3m0kxL/YHEdH5s1xMv7b/y9/4zOsYv/zH+PPmd0vZBRpPito/7LSuRl1UOkgFbyQUS9mmNX1PZp3GsqsH0/gGxXMb5N643Ltn+hhPLlckkJGPA8KWMhEsqPXUA6bskNpYCFst6mMpmIz2rSfVcBDSzpi/by5ceNGlsGbgIQsXZqYPXR6uQqDT5sLkqSzDKtWjk/3RD/cqJOvs3SgLU4e8abx8Qf5omwJPtoeZZz8iJRLjKlRjaG/Pyic9EEreVcpzhxvFv56h8zhoU+OJEb7aPQYog8x9I0XKd3ChetFfzhfiGLB7+5d496Y+Ph48xhY4OLCDIdp5p8eiNzRi6EPwoiQ7TZU1lSkWZv2zCpQGCVy5quGtJu+jX0bXRjZpRGVNC9Rp7c7PkV72VP2nmAu5SeLhCjuClbIpN3GpXVnNoU/aAz66CPYWWrQvPltlkImjbBzm1m2bBOnA1Me7UXoQ1jXRj1+m3GFUcZQkU/2xJhfZKaPZE+PV2my8I7xhD6d33e8X8OG/THKuxoS8fP04p7SvvWhP/JBpUZM9kgwzk89JNWgTGPmeedwsbZS6HxWugJ9TmTaY5N4gj6VKjMoo2hSpYVxbvMylm06TWA+roQwhkf5DuyJTcd/3Sh+MJ4MmInWl3UjhrH68llmNClP3XEnic37bYV4pv3vf/9jyMBBbNm0yTzGRL16qZVVC255e5vHqNK47dKazpvCH2SLPpojdpZKhrzJtw+FUR5ZpNCnxJOajzaoPtzy6JEjT2RISMgowrJ4grmUZxYJ8QzIdyGjjzzKtC51KKkUGxWa9sblYkYjNJBwwYFm7zpkKmQMRO7+glqd3Ll1wZ5qr07kcffQ6qOP823XLxkzbz4TenRh8pFI0xVMIUrx8qKG10Z6kKwE2ck5Q7CbsZQ1K50Y1Op9bH/w4uEDVZnow9hsXZrKg47cLyTUK6I+srTlgFokqQyR7P6iFp3cb3HBvhqvTrxmGp8LQ+wx7OpWpmEXG74YvJbMt9bRBe1lSofqlHvHjs3eXqwb/JYSvKV5d8gP3Mjxgwrx7Jvv7Gw8wXfxwkW4LV360KAWMuo0g0Fpl0rH5ui0LtQpqXR8KjSlt8tF7qdRwgUcmr2Lw/0wyjuL1HNyss4vYzjv4WF+lcmN/7vB+LHjnsgQHBxsftcsnmAu5ZZFQjwrCnhoKSc64oLvZbqHTAy7PiiB1fZoSA3lmte9h89lKbR0EsLCiH/o8kYDiZ5z6T3vuvnEXwOpUf7cvh1IbD5uC66POo2zTRu62jmyeJkbLlO/Zc0V86EpVcwuPihhhemrXMNL3fWTH/pEQgMzLxMhRG7Wrl7D8CFDWbNq9SPD6pUrafm+FWlpebc/XVww9+43vLyzSN0zkt081cHzD0/zq56uJ5pLkkXiGfeECpmsYtnbRkMdt0D0yv/ifG8TVUT3VtBHHmfuuMWcK6rrHWP30kZTB7dA5f31cfjezuF8GyHEv9DTy6KnSnJJiPuKqJCBpEsONLZoyBfDBjNkxuGiu39BegpJRfpAtiQuOTTGouEXxktBZxyONI8XQhQHTy2LnirJJSEyFFkhozJoowkOTaD4d4AMaKODCU14FrpyQjx/iiyL0qK4eWoPG9Zv59jteON5e0+P5JIQqiItZIQQ4llliDuPy+CRLNh2lKPbnOld7zXaL76e88UFQogiIYWMEEIUmIHIHZ9Qr9dP5rtyGwjf0JIXy/d4cJ8tIcRTIYWMEEIUQuKZr3hNY8no8+o+GC1ejvXQvDKUk37yPDUhniYpZIQQolAMpCWnKf8FXeAGPqtcgTZLbqE+RECepybE0yOFjBBCPAZD/HkcW71B2zkeme7QLc9TE+JpkUJGCCEKK9mL5b06MWanv1K66Ag9vhPPOFPRIs9TE+LpkEJGCCEKIz2UPWN7MeNwEHEJCcRFXMGtqw3GR8XJ89SEeGqkkBFCiAJLw8ftQ0plfeitRX+O3pTnqQnxNEkhI4QQhaBPTSIpJRWtLh29Pp00bQrJydqnfFM8IYQUMkIIIYQotqSQEUIIIUSxJYWMEEIIIYotKWSEEEIIUWxJISOEEEKIYksKGSGEEEIUW0+kkNEF/sZWz3jjM0dyZEji9i4nvh46lOEjvsJ+0SGC4v048st14gt9o6h0YrwOsP2QN3Hp5lH/NF0YJzbu4lrcv+gizNQgjq9z53CwzjyiMAwkB3hw+k5i7n/nh2gJOn+BsFxmm691RzyfdCEcmD+K3p3bYj3qNyKVJvXPZY3IjvbuNmYO70lnaxtcrma5fbH2LttmDqdnZ2tsXK4iNzcWReXJ7JHR3eH7YS5cy3FNTcFrQVuaDN2JX6qaJGmE/DKG96qW4pXeRynsU+91fusZu+AYNw47M35bsFLW5MyQGo73VZ8iL3gMUb/Q6633cPD8dzRb/b2jzBk+hZ1+hXtinT7uKtsWTmF410aU11Sh//Hs/1ppQXuY3LMfEx0dmOa6g1Pnj7FlTleaDz9CTG4bjzzXHfFcS/dn2bulqO/kraSG4h/KmqfpaWWV2jlJDffmqk9crtmZl8STA6hSthM7I7Np6IknGVClLJ12RkpnRRSZJ3RoSU/g6i8ZezbJ/HMWcQfoXuVNJmbeuBvusb1jVVquDS70DaT04b8ydbIb65dMYuaRqFwaioF7OztTpdE8bhnTMIu0e9y8E/vs3cgq2RMHK2u+9yv8nhh9gi8Xzxxj/ZCaaF7+jF/U269nYYg/w+iaZWizNlAJxFiOO/3IyYvHces7mK0heUVkHuuOeK4ZIrbSvnxtpl7LKMT/max5evLIqidJWS47O1eh0bxbpiKxULR4OdalbOv1hGazcLVejtQt25r12U0U4gkpRCFjQBsVTHjSwytm3J4uWDn/SbabzKgdtCupwXLAerwSMn5Pyw2XXjheVgNHT2pCFKH+vgTGKxs+XRwhIbH330ufHEFQpPpw/Cx08YQG3MU3PCWXIkahD2eLtcWjDVafSKifP1fdR+PkkdFXU3op0VEk3/96OhKik40BqNcmEBXqj09gvLLB1pMUEUSksdenMqBLiiE82I87ftGm+ei1JESF4u8TiPq19Ek5fA99MhF+voQlJhFwaCkOk5zZd/8wUNblrSyr+EhClNcHJ+pJTwgjJC67pZ6C5zdv8cakK+S4L8aQStDJFYwdMIPzudYRMfzSrSyl2mwi/OE/u8JA5LYPebH6BDzVGaV6s3n9NUKP2tPb7Xa+AjLXdUc8f9T24B9ITJqBmF8/w+L1cVzKVJc8XtZkyD7H1Kzx8w0jMSmAQ0sdmOS8j2BdIfMp6zzykwc5ZVUWuvgwIh6ElIlBR3JsBMF37xKapLyrQUtUSBTaRz+YkT58C9YWjZhnrpj0qfFEhvjhG5yIPj2BsJA403dUciI6ypSBRroEojPmnXaH+Q1L0+z7AHTaaIJDEzLt3UnjzvyGlG72PQE6LdHBoSQ8mGhkXN4+wcbl8RBlnpEBgURn+vC5528m6vcODudBZOYzh0WxVaBCRuu/E/vOn/CV82pWzbSlz/d/3m9skRuteG3I72S7PUwPY0cPC9OzSMq9TTf75Ry+m/xgRUry4sdvv8RSUwXbtSv5ZuggbN6rQoNJHtzaNZ2vBvfCyuJVbPdHm39Hi9/mITSr35Iv+9pgM86VcY2q03X3o7sv0/y2863t+5TTVKR1n2GMdbtCkiGBa6sHY919AgucbLCs1JoFV5OU39UTdfhr6imfs7HzLWUuSpu9u4TGFdqwNeK/3Fw3iS7VNVQbtJkN079icK8WvGI5kCOxygv1sVxcOYaPK2iw6HuUeGVU8s11TOpSHU21QWzeYPoeLV6xZKDxF1QGEq9+R/dmbbFbsIJF46yp224eu9ct55eANLQBu5ncZzgOC5wY8HYtemwJUTLkCqvGtKGi5g2GuYynR4vKaEpbszFrjyd2P91ersvCu1kTQqGLwnPLNLo3fYvG3Sbx4/nw3AuOhBMMqFyCZsv9s9kFbSBi44dU+/wA8YZkvLf/wP4/PZjdcxYX8/lcmVzXHfEcUdrfaWdsPmxPnwkOjB44nJFtLHht+NmH1o3HyhpFdu0q3ZDI1e+606ytHQtWLGKcdV3azdvNuuW/EPCfguZT9vNIyCMPss0q45RMtH5sHtKM+i2/pK+NDeNcx9Goeld2RxpIjzjOfJs30bzwPisClE19sDsflqnB1x5ZG2Iaftu/xfb9cmgqtqbPsLG4eYZxZdUY2lTU8MYwF8b3aEFlTWmsf7rO4a/rKcuzMc63jInI3SWNqdBmKxHKl033X0bT0g2YstaRgZ93oUX1sjRxvG7qPKmHBZuWpsGUtTgO/JwuLapTtokj100Tidg/nm62U3D7aSVjWrzL0L3hytg0gn6dzGdfjGXxKldGWVsz8WCEMj459/w10hKwezJ9hjsouT6At2v1YEuI8pt55rAo7vJdyBjiTzHqzQp89L0vuvQAfmjxImW6/UaccWoy5+2qUHX0Hzmf0KUN5KBzf6yqZjxgrRaDdofe3zDqg1djVbI8rSfuIzQ9naAf3qOkRQfsd/iTlh7EquZleX9NiLFXkHRxEvXKNcXJ+Gx8Ld5zG6Ip1YaNYVk25kYG7u3oSKV607mutkNljmHbv6BKjSEcik7Ec7E9879tTPkP1yu9mJt8P2UTHmtaU7buLLyU1+t8XbFqNtv4b6WqYUnjElh0nMmBEB36EHdaWrRl6z1zfCWeZuirlenxW0YDMTX6EhYdmXlAKUL0Ibi3tKDt1numwEvzZu7bpXlnkY+p5xO3n66V3uQbzxQMMYcY8kYd7D0SMBjuseOTitR2uGYMiNRrDtTWVKLd3ItEBf3GwjkbuZ1lt0v8Pms0NedwO1O31ZB4h/0LBtO6TgPa27lx1P/hgM9JysVxWL7YgLk57Os2JN9iy6ypuKz4kV9vx3B7uS1jD/hwZkE/uvafzPxFKzgVqUcf/TsL+nWj/2QXFiw/ToTxz5WPdUc8F1JvOGNVsS72Z+KM62W633c01ljQ55jaLcjweFmTU7uK957L26XfYZGPqcHE7e9KpTe/IeMIVUHyKee2m0cePJJVWSVxcVI9yjV1whR9Sn401FCqzUZM0acn2L0VFZouwdf4NZLwmPAhw04mqj88TP1cHStRb/p1Y4fNKPUaDrU1VGo3l4tRQfy2cA5rf13ClE0erGldlrqzvJTX6vB1taLZbPXfyvzWtqREyQb0dj1PrD6ZixPqUHvMReWvpC6ztbQsUZIGvV05H6sn+eIE6tQeY+rg6O6wsOmbjDijfDZdAGusa9Huu1tEeUyknkU7VpkPh8cf6kGVt8x/h1zz10DMoSG8UccejwSD8vV28EnF2jgYD0nmtdxFcZfPQkZP6PqPKFXRhkOmygVdXChRGbv19EEsr6+hxZZHVwxD7Elcvr/2IHR0UVzePMlY+Wssx3HROEF5/5+U96/Ug13GrVsMv35envJddxg3dvqwjbQt3wAnb2VDqg9ne+cKVLY9ZC6iUrhk/zplWq0l2NiYszBEs7ebBbXGm4Mv5SJja2ioP/cWiT5rGed2mZtL3uGFGvZcStGRkqpH56f0Mso0YeldLaFbBzJ0Z7gxoPRhG/i4dBX6/Kb2vPSEbWxHpUYu3DZv35M9vsayUjf2RmcslzA2fFyaKn1+Qx2lfo92lRrhkvEL2hvMamBB519MhY/a0GuV+4g1gcl4zW5AqQbO3Iq5w94ZnWn+uTNno9VPkcZt57d5scYozmaTTyY6bs+2pFyf0w96dOr3rqnh9f4/cr1AV1RpuTmnPi++PvF+qOdGH7qdoYPWcmBmQ1541Y5TcUqohO3GcccxZr2tobrdSeIMekK2T2V3mLpQcl53xHNEf49dXctTpv0m80ZZaQ8XRmNZ+Uvu9wtUj5U12hzblfbGLBpYdMbUFNUNci3KfbSGQGNPqwD5pLSXHNtuXnmQNauy0Idvp3OFythmhHDKJexfL0OrjHN/DBFs61CJhvMyDukqhcy3Q9iYTTAaovfSzaIW4/94MKe02868/WINRmUOFl0KqXodfsuaUqbJUu5qQ9k6cCg71WPMhnA2tyuFpuEkfr10EneHIfSzd8dLPayl/HXCN7ejlKYhk369xEl3B4b0s8fdS93zrU6O4chQ9by7t/li6hauxioLOt2fFVYlqWSTke1KQbnvU0qX6sAe5e+Sa/5qvZjdoBQNnG8Rc2cvMzo353PnsxgjM6/lLoq9fBYySZwebIGm+Y/ZntCV7reUhqU+4Kds9ogkXxjLOx023A8nE2VD5m5FiSqDOKW2GaU42dy+HLUmXTY1YPVQRnVL7M6pm2FTiJQz7yEh4Ri9K71E+13R6iuVhubD4iZlaf69v2mvRlZxB7GpUpOvflfeS5/O3+HrsXqxitJL8WH3REdOxdxjd+cylGq/xbyHQKG9yZwGFeiw8RjOAxfhZdzbofSWtltT8a3JmE7rCWVDmwrUn3VDiS5VCheVgqpCx+2oHQRjU763HeuKbzHZfB5Q6IY2VKg/ixvmLpA+9jo7Hayp37gLw+3t6PHxJ0z4OQidIYx1VhpKNBmBk9sGDt+MenDox/h9X+ZdV/NenGxp8Z7+JvUX+ZsCTmVIwf/wUka0bUCDNsNxPeiLMW/yooTL8vdKUHXIaXKsmzIYYjk+vheLT6+n7Qsv8dke06E+rfdKxtk1RfPSF+yNMo7Ba4UTJ5Rwym3dEc+RxBP0s3iB91YGmffSpnLNoQ6VOu0i88Uwj5U18Tm1Kz2x13fiYF2fxl2GY2/Xg48/mcDPQeYWVpB8yqXt5pUHWbMq6zdMONabSi+150H0LaZJ2eZ872/+nAlH6VX1DcZcMB9KSvRgzsS9D3Itk7iDNlSp+RWmWakv0OGzuAkvv+uKeafUQ7Q359CgQgc2HnNm4CIv455hQ9RuOpd7hb47juM+tgVWMzJdYm2IUnK1HK/03cFx97G0sJpB5quzDdpYouKj8NrjzIDmFXih1jguhJ+gr0VJWt8vUpWCcqxS7NSZqSyj3PPXELYOK00Jmoxwwm3DYW5GPShS8lzuotjLZyGTyuVJlpR4391cyOgIOfwTx8LVyEnl+rTavD7a40Hv/z5116MVGk0Dpp3PdO8HQwK/j69P7RHHiVVGqitaxwq1mWY6eErS2eHUtLTDeGjXcI+tSojUnn6V0NOLWXhgN70rW2BzWN3dbCDh7BgsS76Ni9cdtjmuxydLka2+V41qfTkW7c/mb5w4G3iQnpXfYMTSyYzfGUKK73JaV6jHlEuZP30Cx/u8QulaHzLheIzpcysNc0/XysZdsRmNuFPF2kzxDOb4goWcDrmCQ51ytNngz+2fprDkciJRe7pSWd1NbPoFdneqSO0pngQfX8DCk3fY3a0GVi6XiNFlSmqjaHZbl6Hq0DPmZZpO1B9HuBFvMO4talauGcv8THGfPaXR//QxLVeHPVjm95lCe7atFXUafcr4NWcJzaVB60PX81Gp8ny5P3O3OHspl+fQc/oFIs+PorpFX06o50/rozixyIXl/atiMeCUsRjSR51g4XcXlX/ntu6I50ryOeyql6LVhnDjOpsetpOeykbNyj2IqNPzmXtMvSrxcbMm+3Z13W833WpY4XIpRulEGCc8pED5dPoOO7Ntu8r/55YHp2NIzJpVcQ9/mIRjtlS2sMEUfQmcHWNJybdd8LqzDcf1PspH2USrck1Z7q9kgyGRy9/Zs/Rqdi0ribPDa1Ct7zGi/TfzjdNZ4rR+LGtWjmbL/MyFZBYJx+nzSmlqfTiB4+b7KcTu745F9WGcUWaReNyW6g2U4iD6Ciuc9hEevZ/uFtUZZpqIbfUGzLoRzRWlA7MvPJYjPStQqt12U5Ea8wudX23HtqD/w7G+Bd0OmA4l6iP30bd6VWz2RKDPK3/v7MS6TFWGqvNTpUfxx5EbxBsMeS73bP7kopjJ9zkyuqAt9K1bk7YjpzHpq0GMWX3d2KNP9V5Ix04uZNtelE3VKbvW9Fvkhn23Dnw5fDJOzo7Y23ak01fueBs7DsqKtvtTKtQYyXnjzwmcHFQNi56HjCfMkh7IypZlqdltGHZOJ4jUJ3JhWnOqNeqDw5xpTJ42ntYWlnQdNp5VN8w9kUwSTw2hRuUP6DdkJG6eCcYwvOnaHouqnZjnPp/BH3+E3RbfLLty1V7cB1h+ueN+784Q9TPdlPmMNvd20gNW0qr8G3yuvK/LqSj0iacYVK0c7w0YyQR3b1KUBvNzNwssR18wHi9WfoGVrcrzxudDGOlyiih9KreWtqOs8Ri+MpR/jfofDmPNDfWGc0qBdmEWH1g2wXaKI1PsBmHn+jvRSi8tcKUVZeqqPRTjx8iR7k9Xekz3zPK9HpYW7oH7N11512qCKZQz0/qy3WkcvZXekvr5Xmk7lMlLjhKWU/2U5sMK2zEciFY+ffQhhjSwwn7NRn5wms1qzxgifxtIfavxrNm8EqfZq/FUQjr3dUc8X1LwWtSWqpafMG76N4yyn82kFhbU6jaYEY6HiFDWuyeRNdm2q6RbLG1X1tQOlaH8a/X5cNgabiSqm7iC5lMO8/g7rzzILquySLzAtObVaNTHgTnTJjNtfGssLLsybPwqjNGnC2DdZzWxbDuAYba9mbAzMIe9tsqyGlKDyh/0Y8hINzwTDMrXWIlVmbrMzClY1PNKPrDkyx1hSjqqlM5e3ypUtj1iXA6p16dTt1QN2tqMZYt/mlL39KVKZVuOmCYyvW4parS1YewWf9KUTxWw3oaWfVzZtW8rbhN7YbvgEgmGdEL32PHxp1P5ccsyxnZuic3SS6hHwvPMX6WwuzBLyewmtkxxnILdIDtcf482FkB5LXdR/OW7kDHSxRHodQP/WLV5KD37P9YyeexCzsTkZ20woI3248a12wTFpj3aSHNhSIngbpB6yV0GHXEB3vwZpl4SqCch4BZ+xs+UHT2JwXcJu3+poo7ATWOYtf8K124GPXrZnyo9jF8mjWd7xq7lbBlIibhLUKY30MX653op+IPvoeXPZd14r7srJ3yi0aYlEHrzBCt616BKz8P3b9qlTw7njpcPkTldP5kbJXi228/nsqnd58qQrs2+F/YYDClheF+7k+mzK8sr1Jtrd9TLQQu67ojng57ksD/xDjDfoE0bhV9AjLLhe7JZ81C70v7Jsm7v0d31BD7RWtISQrl5YgW9a1Sh5+H83T7v0XzKX9t99PeyZlU2lAwO8P7T9Bp9AgG3/Hgo+pSOXrC3Vy55aKa+7m5YpttM5C497Bcmjd9OzpGYRozfHeVzZf9902L8uKPkdeapBm00d28onzX64d3ourggvG/4EpVr7j2av+rySw6/g5dPZI6XnKuy+3uJ4q1ghUwm6RFn2bbvFsZOS3GiC2Lfj6eNtzt/SPxJ7Jq2Ys6VCP5ws8PhcKTSLIpKND93sqD+9Ev3l58h1Y8dI5QeyKbc71BcELqg4xz0Me0O/zcptuuO+EcU6foS/TOdLOoz/VLGozcMpPrtYERLGzYFP9+buviTdjRtNYcrEX/gZufA4UdCU4h/h0IXMs8cXQj7HQdia/cty0+E5bBL9slJj/TAfeY4Ro8azbgJ9oydMItVp8LunxgohHga0on0cGfmuNGMGj2OCfZjmTBrFafCpCXqQvbjONAWu2+XcyK3B6YJ8Q+TQkYIIYQQxZYUMkIIIYQotqSQEUIIIUSxJYWMEEIIIYotKWSEEEIIUWxJISOEEEKIYgr+HwSd2SotD8BLAAAAAElFTkSuQmCC</raw>
      </picture>
    </region>
    <region id="25" left="0" top="1422" width="233" height="61" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <p>Położenie siły wpadkowej (bezwymiarowe, względne)</p>
        </description>
        <input>
          <e type="operand">x_b</e>
          <e type="operand">ε.c</e>
          <e type="function" args="1">σ.c_x.int</e>
          <e type="operand">ε.c</e>
          <e type="function" args="1">σ.c.int</e>
          <e type="operand">ε.c</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.6647</e>
        </result>
      </math>
    </region>
    <region id="26" left="0" top="1521" width="172" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">x_t</e>
          <e type="operand">1</e>
          <e type="operand">x_b</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.3353</e>
        </result>
      </math>
    </region>
    <region id="27" left="0" top="1557" width="129" height="58" color="#000000" bgColor="#ffffff" fontSize="10">
      <math optimize="2">
        <description active="true" position="Top" lang="eng">
          <p>Wspolczynnik przed naprezeniami itd</p>
        </description>
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">κ</e>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c.int</e>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c</e>
          <e type="operand">ε.c</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="28" left="0" top="1647" width="115" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">ε.c</e>
          <e type="function" args="1">κ</e>
        </input>
        <result action="numeric">
          <e type="operand">0.506</e>
        </result>
      </math>
    </region>
    <region id="29" left="0" top="1683" width="303" height="33" color="#000000" bgColor="#80ff80" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">x</e>
          <e type="function" args="1">N.c</e>
          <e type="operand">x</e>
          <e type="function" args="1">κ</e>
          <e type="operand">x</e>
          <e type="function" args="1">σ.c</e>
          <e type="operator" args="2">*</e>
          <e type="operand">1</e>
          <e type="operator" args="2">*</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operand">x.compression</e>
          <e type="operator" args="2">*</e>
          <e type="operand">b</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="30" left="0" top="1728" width="151" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <description active="true" position="Top" lang="eng">
          <p>Siła w bryle naprężeń betonu</p>
        </description>
        <input>
          <e type="operand">ε.c</e>
          <e type="function" args="1">N.c</e>
        </input>
        <contract>
          <e type="operand" style="unit">kN</e>
        </contract>
        <result action="numeric">
          <e type="operand">20.0554</e>
        </result>
      </math>
    </region>
    <region id="31" top="1800" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="32" top="1827" color="#000000" bgColor="#ffffff">
    <area collapsed="true" />
    <region id="33" left="0" top="1845" width="137" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">d</e>
          <e type="operand">h</e>
          <e type="operand">a.1</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">0.2</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region id="34" left="0" top="1881" width="288" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">z</e>
          <e type="operand">d</e>
          <e type="operand">x_t</e>
          <e type="operand">x.compression</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">183.2352</e>
        </result>
      </math>
    </region>
    <region id="35" left="0" top="1917" width="166" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
      <math>
        <input>
          <e type="operand">F.s</e>
          <e type="operand">M.Ed</e>
          <e type="operand">z</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">kN</e>
        </contract>
        <result action="numeric">
          <e type="operand">16.3724</e>
        </result>
      </math>
    </region>
    <region id="36" top="2142" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="37" left="0" top="2169" width="108" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">z</e>
      </input>
      <result action="numeric">
        <e type="operand">0.1832</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="38" left="126" top="2169" width="122" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.s</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
      </contract>
      <result action="numeric">
        <e type="operand">16.3724</e>
      </result>
    </math>
  </region>
  <region id="39" left="288" top="2169" width="151" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">ε.c</e>
        <e type="function" args="1">N.c</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
      </contract>
      <result action="numeric">
        <e type="operand">20.0554</e>
      </result>
    </math>
  </region>
  <region id="40" left="0" top="2214" width="318" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">steel</e>
        <e type="operand">F.s</e>
        <e type="operand">d</e>
        <e type="operand">x.compression</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.4559</e>
      </result>
    </math>
  </region>
  <region id="41" left="0" top="2250" width="375" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">concrete</e>
        <e type="operand">ε.c</e>
        <e type="function" args="1">N.c</e>
        <e type="operand">x_b</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x.compression</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.6665</e>
      </result>
    </math>
  </region>
  <region id="42" left="0" top="2295" width="230" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">steel</e>
        <e type="operand">concrete</e>
        <e type="operator" args="2">+</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">3.1224</e>
      </result>
    </math>
  </region>
  <region id="43" left="0" top="2367" width="268" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2">
      <input>
        <e type="operand">concrete</e>
        <e type="operand">x</e>
        <e type="function" args="1">N.c</e>
        <e type="operand">x_b</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x.compression</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="44" left="198" top="2430" width="280" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="2">
      <description active="true" position="Top" lang="eng">
        <p>First equation</p>
      </description>
      <input>
        <e type="operand">steel</e>
        <e type="operand">concrete</e>
        <e type="operator" args="2">+</e>
        <e type="operand">M.Ed</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="2">solve</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="45" left="198" top="2493" width="159" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="2">
      <description active="true" position="Top" lang="eng">
        <p>2nd equation</p>
      </description>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">N.c</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="2">solve</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
</regions>