﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.98.6128.10018"?>
<regions>
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    <identity>
      <id>ba723a25-d27e-45a8-8490-ea0673f985a7</id>
      <revision>156</revision>
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    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
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    <pageModel active="true" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <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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      </backgrounds>
    </pageModel>
    <dependencies>
      <assembly name="SMath Studio Desktop" version="0.98.6128.10018" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="Math Region" version="0.98.6128.10018" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="Picture Region" version="1.10.6128.10023" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="Custom Functions" version="1.1.6100.11764" guid="18dadffd-79a3-4cf9-aee1-d66deb0ea720" />
      <assembly name="Special Functions" version="1.11.6128.10019" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="Text Region" version="1.10.6128.10025" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
      <assembly name="include" version="0.1.6097.39404" guid="dfdcd1f7-5005-45f1-8bf8-016fb072ccf3" />
    </dependencies>
  </settings>
  <region id="0" top="27" color="#000000" bgColor="#ffffff">
    <area collapsed="true">
      <title lang="eng">
        <p>Functions</p>
      </title>
    </area>
    <region id="1" left="36" top="54" width="242" height="23" color="#000000" bgColor="#ffffff" fontSize="8">
      <math>
        <input>
          <e type="operand" style="string">Bridge - Loading.sm</e>
          <e type="function" preserve="true" args="1">include</e>
        </input>
        <result action="numeric">
          <e type="operand">77</e>
        </result>
      </math>
    </region>
    <region id="2" left="396" top="63" width="73" height="35" color="#000000" bgColor="#ffffff" fontSize="8">
      <math>
        <input>
          <e type="operand" preserve="false" style="unit">plf</e>
          <e type="operand" style="unit">lbf</e>
          <e type="operand" style="unit">ft</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="3" left="486" top="63" width="73" height="35" color="#000000" bgColor="#ffffff" fontSize="8">
      <math>
        <input>
          <e type="operand" preserve="false" style="unit">pcf</e>
          <e type="operand" style="unit">psf</e>
          <e type="operand" style="unit">ft</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region id="4" top="90" color="#000000" bgColor="#ffffff">
      <area terminator="true" />
    </region>
  </region>
  <region id="5" left="9" top="117" width="135" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p bold="true" underline="true">Bridge Abutment</p>
    </text>
  </region>
  <region id="6" left="36" top="171" width="201" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Material Properties and Cover</p>
    </text>
  </region>
  <region id="7" left="36" top="207" width="104" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Concrete Unit Weight</p>
      </description>
      <input>
        <e type="operand">γ.conc</e>
        <e type="operand">150</e>
        <e type="operand" preserve="false" style="unit">pcf</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="8" left="243" top="207" width="77" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Concrete Compressive Strength</p>
      </description>
      <input>
        <e type="operand">f'.c</e>
        <e type="operand">4</e>
        <e type="operand" style="unit">ksi</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="9" left="549" top="207" width="77" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Rreinforcment Strength</p>
      </description>
      <input>
        <e type="operand">f.y</e>
        <e type="operand">60</e>
        <e type="operand" style="unit">ksi</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="10" left="36" top="297" width="97" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Clear cover - Backwall back cover</p>
      </description>
      <input>
        <e type="operand">C.clrb</e>
        <e type="operand">2.5</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="11" left="243" top="297" width="97" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Clear cover - Stem back cover</p>
      </description>
      <input>
        <e type="operand">C.clrs</e>
        <e type="operand">2.5</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="12" left="414" top="297" width="97" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Clear cover - Footing top cover</p>
      </description>
      <input>
        <e type="operand">C.clr.ft</e>
        <e type="operand">2</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="13" left="576" top="297" width="103" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Clear cover - Footing bottom cover</p>
      </description>
      <input>
        <e type="operand">C.clrfb</e>
        <e type="operand">3.0</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="14" left="36" top="378" width="104" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Soil unit weight</p>
      </description>
      <input>
        <e type="operand">γ.soil</e>
        <e type="operand">120</e>
        <e type="operand" preserve="false" style="unit">pcf</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="15" left="27" top="459" width="135" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Superstructure Data</p>
    </text>
  </region>
  <region id="16" left="45" top="495" width="90" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Girder Spacing</p>
      </description>
      <input>
        <e type="operand">S.g</e>
        <e type="operand">17.25</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="17" left="207" top="495" width="46" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Number of girders</p>
      </description>
      <input>
        <e type="operand">N.g</e>
        <e type="operand">2</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="18" left="378" top="495" width="97" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Span Length</p>
      </description>
      <input>
        <e type="operand">L.span</e>
        <e type="operand">176</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="19" left="495" top="504" width="208" height="47" color="#000000" bgColor="#ffff80" fontSize="8">
    <text lang="eng">
      <p>Note: It is assumed that there are 2 facia girders and the rest are interior girders</p>
    </text>
  </region>
  <region id="20" left="45" top="567" width="90" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Parapet height</p>
      </description>
      <input>
        <e type="operand">H.par</e>
        <e type="operand">3.5</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="21" left="189" top="567" width="97" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Parapet weight (each)</p>
      </description>
      <input>
        <e type="operand">w.par</e>
        <e type="operand">530</e>
        <e type="operand" preserve="false" style="unit">plf</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="22" left="378" top="567" width="110" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Bridge Length</p>
      </description>
      <input>
        <e type="operand">L.bridge</e>
        <e type="operand">176</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="23" top="621" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="24" left="0" top="657" width="498" height="392" color="#000000" bgColor="#ffffff">
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wfkfz6n1HJXm/vWW5MaDnzgNBxzyWh++1nw+iRCyYvDk9l/HLLhrtuvz0u+NWUEoqZoyYeVnKue/1yt9DY2BiOO/LIMOwnPy75+/5GKQGAIlBKAAAAAADyTCkBqqD1t4ckL9TI0nrxUXEK8qfj/ssrv6Bp/uGh6agdQs8/Xoi3noG6Onsvdqpbf6n0c0sk+83W4fPJX9y+vTU0HbJFci6V2uXHhrZrTgqhuf6L21dbtt+9l4a6DZZOPp9U6rda8b8XnNpvmthvkNmvJPb76swS+1194ozdL/v+15/9tp7q+x8wZLXfel5omrjNlK//yv//32qldvwivSWu7N+9nQ9fE3omvdr7HBdfdFzvf/ZZqIJSwvLLLB1uu/nmeIvpU0ooZlKlhD132zWeegh1dXW9Mz+Zb76SuUqjlABAESglAAAAAAB5ppQAVdB6/qHJizeytF50ZJyCfOp64o5Qu0Rlv3m5N/MPD40TNgudT9weQnd36Hzk2tD5+G3x3gbZp5NC2xW/DnVrLZ5+Ll+Rxn02KP1t3VOea8vJeyXnvyq12W9/Pfeg0DPplXgng+yz97/Yb+1+7rf3+varIPb7muyXjP0qS+H3W3rh0HLOlP3++XK8k0GW7XfVCf3fb7+NSvcDhqSmQ7ZMfp1XO9nrTlbWyt7xr/Ox34eeT96Lz6hUf0oJyyy5RLj5+uvjZOWUEoqZ6ZUS+tTW1ISJBx8Ufjzfj0rmpxelBACKQCkBAAAAAMgzpQSogtYLDkte0JGl9XdHxCnIr+63nw31G1X+W5j7UrfqotP837XLjgkdd1/ce4HnQGW/ebX9prNC474bhpqfVvguDlOl5Yz9en+z9FfJ7rtmxILJ25ZLw05rhLYrfxO63/z7lCfZE++t//6730YD2+90+9mvNParjP3Kx35nDmy/HVcLbVccH7rf+NvX2++DN0L778/+Yr/h/X8eLWfuX3Y/YGjJSgGpr/VBy7DhoX7jZUPTkdv3lqC6/nZPCLX/io9emUpKCUsu9vNw/TXXTPnnwcD+faCUUMwcffjEknNNlRL6/Pvf/w6HTJgQ5pv3hyW3+6ooJQBQBEoJAAAAAECeKSVAFbReODF9oceUZH8HQ0JjTe9FSanP46+T7LdJZ7/ptfXCw0PX84/0XnSZ/ebs7OLN7OKnjrsuCq0XTAxNB28R6lb7efI+KkntUqND58PXxGXK637pT6Funf799umpk/0G8Mb9ftH7W8Dbbz+/990muv/vr7179Ux+/Yv9Xn8qdD1193/3O2jzr7ffkqNDxwNXxg3Ks1/52M9+/Y39/muW2G/dJZL3U0mycl5WKsjeRaH9tt9+sd+rT/S+o0Lv978p//nF9797v9hvyvfGpinfI+tW/xr7Tfk+2/nQ1XEDoCg6/3xL8mt+QBmxYKjfenxo/vWuof3GM0LXC38Iobk+PtLAlSslZH939eWXD7iM0EcpoZhJlRL22HWXeOpf7dNPPgm/2n+/MO88Pyi5/ZejlABAESglAAAAAAB5ppQAVZC9G0Ly4o8pyd5FAYaSjgeuCLXLj0l+Puc1jfv/IvT86524QYUaa0LzSXsk7y9vadxvo9Dz4ZvxiVfIfrmJ/RLsl5vYL2Eo7Zd9//vo7fjEgSLp+fSfya/76aV23KjQsPMaoeWUvXvLX92vPTnl/8Fvi/c6uFKlhO9++1vh8osv/tplhD5KCcXMQEsJfT788MOw/957hR/OPXfJ/fRFKQGAIlBKAAAAAADyTCkBqqD1IqUECqb2X6H5hN1DzbDhyc/rvKRujZ9X/Nuvv0r27g31W41P3v/MTvabszvuvzw+04Gx38yL/abPfjMv9pu+rucezu9+vd//rojPFCiq2pUWSb4G9CV7p5TGPdcLLWdPCB33Xhp6/vF8CINUBqjEl0sJd9x6a1jsS3/2dSklFDNft5TQ54PJk8M+e+we5vne90ruTykBgCJQSgAAAAAA8kwpAaqg9aIjkxeJZGk9/9A4BUNP95tPh8YJmyY/t2dmapddOLRdcfyUL76m+Ey/pu7u0HHXRaFu7cWTjzejk11g1nb5cSE018cn+DXZb4bGfv1kvxka+/VTT0/ouPviULfuEsnHm9Hp/f6X7TdY3/+AXMveDaXv679u5XGh8cBNekvvnY9cF3omvx6nZp4vlxIyqT/7OpQSiplkKWGXneOp99+kSZN6b//973znP/enlABAESglAAAAAAB5ppQAVdB68VHTXDA2dVp/e0icgqGr+7UnQ9NR24ea4SOSn+czKnXrLB7arjkphMaa+MwGWWdH78WnM+s3Y9ettZj9vg77VTX2+5rsV9XMkP3uuSTUbz2T9ltzyn5XnxhCw+fxCQGzgq6/3x86/3JrCJ9Oin+SL0oJMtAMdimhz3vvvht23XGH8L255lJKAKAQlBIAAAAAgDxTSoAqaL30mOQFZFlazzs4TkEBfDqp96LI+i1XSH6+VyVjR4WmI7YNnY/f1vsbq2eU7hf/GJpP3L33t24nn9dgpW+/7IKz7u746NVnv0GK/arCfoMU+1VF90t/Cs0n7xlqlxuTfl6DlTEjQ9PErWf4fgCVUkqQgeaYIw4vOdfBKCX0efutt8JfH388/l8AMHQpJQAAAAAAeaaUAFXQdumx6YvJpqTl3IPiFBRLzz9fDm3Xnhwa91ov+bn/dVK/8bK9F3x2PnpjCK1N8RFnks6O0PW3e0PLWQeG+m1WCjXDhiefc3/Su99Je4TOP90UQktDfKCZxH79jv1mIPv1O/abgbo6Q9fT94WWc34V6rddOdT89Ou/m1D9Rkv3Fjo6/3B9CM318YEA8kkpQQaaVClh90EsJQBAUSglAAAAAAB5ppQAVdB22XHJC8uyZBeqQeH19ISed54LHQ9cGVpO2yf5tdCXujV+HurWXjzU/2KZ0LDT6qHp4M17b9N+/Wm9F6+G2o/jneZUc33oev6R0P77s0PLmQf0/hbrhl3XDPWbL9+713/222S50LDzGqHpkC2m7Lev/fLCfvbLM/sN/f1e+ENov+Wc3iJG7367rfXFfuvE/ab8Z1as6N3voL7vf6eGrqfuDqHmo3hHAEODUoIMNEoJAFAZpQQAAAAAIM+UEqAK2i4vV0qYEKcAAACgGJQSZKA59sgjSs5VKQEASiklAAAAAAB5ppQAVdB2xfHJQkKWlrOVEgAAACgWpQQZaFKlhF/uvFM8dQCgj1ICAAAAAJBnSglQBW1X/DpZSMjSctaBcQoAAACKQSlBBhqlBACojFICAAAAAJBnSglQBW1XnZAsJGRpOXP/OAUAAADFoJQgA81xRx1Zcq5KCQBQSikBAAAAAMgzpQSograrT0wWErK0nLFfnAIAAIBiUEqQgSZVSthtpx3jqQMAfZQSAAAAAIA8U0qAKmi75qRkISFLy+lKCQAAABSLUoIMNEoJAFAZpQQAAAAAIM+UEqAKypYSTts3TgEAAEAxKCXIQHP80UeVnOuuO+4QTx0A6KOUAAAAAADkmVICVEHbtScnCwlZWk7bJ04BAABAMSglyECjlAAAlVFKAAAAAADyTCkBqqDtulOShYQsLafuHacAAACgGJQSZKBRSgCAyiglAAAAAAB5ppQAVdB+/anJQkKWlpP3ilMAAABQDEoJMtD8+pijS851lx22j6cOAPRRSgAAAAAA8kwpAaqg/YbTk4WELM0n7xmnAAAAoBiUEmSgUUoAgMooJQAAAAAAeaaUAFXQfuMZyUJCluaT9ohTAAAAUAxKCTLQKCUAQGWUEgAAAACAPFNKgCpov+nMZCEhS/OJu8cpAAAAKAalBBlofnPsMSXnuvP228VTBwD6KCUAAAAAAHmmlABV0H7TWclCQpbmE5QSAAAAKBalBBlolBIAoDJKCQAAAABAniklQBW031yulPDLOAUAAADFoJQgA80Jxx1bcq5KCQBQSikBAAAAAMgzpQSogvbfn50sJGRp/s1ucQoAAACKQSlBBhqlBACojFICAAAAAJBnSglQBe23npssJGRpPn7XOAUAAADFoJQgA41SAgBURikBAAAAAMgzpQSogvZbz0sWErI0H79LnAIAAIBiUEqQgebE448rOVelBAAopZQAAAAAAOSZUgJUQfttv00WErI0H7dznAIAAIBiUEqQgSZVSthp223jqQMAfZQSAAAAAIA8U0qAKmi//fxkISFL87E7xSkAAAAoBqUEGWiUEgCgMkoJAAAAAECeKSVAFbTfcUGykJCl+RilBAAAAIpFKUEGGqUEAKiMUgIAAAAAkGdKCVAF7XdcmCwkZGk6Zsc4BQAAAMWglCADTaqUsOO228RTBwD6KCUAAAAAAHmmlABV0HHXRclCQpamo7aPUwAAAFAMSgky0CglAEBllBIAAAAAgDxTSoAq6Lj74mQhIUvTkUoJAAAAFItSggw0J/361yXnqpQAAKWUEgAAAACAPFNKgCrouOeSZCEhS9OR28UpAAAAKAalBBloUqWEHbbZOp46ANBHKQEAAAAAyDOlBKiCsqWEI7aNUwAAAFAMSgky0CglAEBllBIAAAAAgDxTSoAq6Lj30mQhIUvT4dvEKQAAACgGpQQZaE7+zW9KzlUpAQBKKSUAAAAAAHmmlABV0HHfZclCQpamiUoJAAAAFItSggw0yVLC1lvFUwcA+iglAAAAAAB5ppQAVdBx/+XJQkKWpsP8YB0AAIBiUUqQgUYpAQAqo5QAAAAAAOSZUgJUQccDVyYLCVmaDvWDdQAAAIpFKUEGmlNOUEoAgEooJQAAAAAAeaaUAFXQ8eBVyUJClqZDtoxTAAAAUAxKCTLQpEoJ22/lfzsBgC9TSgAAAAAA8kwpAaqg86Grk4WELE2HbBGnAAAAoBiUEmSgUUoAgMooJQAAAAAAeaaUAFXQ+fA1yUJClqaDN49TAAAAUAxKCTLQnHriiSXnqpQAAKWUEgAAAACAPFNKgCrofOTaZCEhS9NBSgkAAAAUi1KCDDSpUsJ2SgkAUEIpAQAAAADIM6UEqILOR65LFhKyNE7YNE4BAABAMSglyECjlAAAlVFKAAAAAADyTCkBqqDzjzckCwlZGidsEqcAAACgGJQSZKA5/SSlBACohFICAAAAAJBnSglQBZ2P3pgsJGRpPFApAQAAgGJRSpCBJlVK2HbLLeKpAwB9lBIAAAAAgDxTSoAq6PzTTclCQpbGAzaOUwAAAFAMSgky0CglAEBllBIAAAAAgDxTSoAq6Hzs5mQhIUvj/r+IUwAAAFAMSgky0Jx+8kkl56qUAACllBIAAAAAgDxTSoAq6Hzs98lCQpbG/TaKUwAAAFAMSgky0KRKCdtssXk8dQCgj1ICAAAAAJBnSglQBZ1/viVZSMjSuO+GcQoAAACKQSlBBpozTjml5FyVEgCglFICAAAAAJBnSglQBZ2P35YsJGRp3GeDOAUAAADFoJQgA02qlLD15pvFUwcA+iglAAAAAAB5ppQAVdD5xO3JQkKWxr3Xj1MAAABQDEoJMtAoJQBAZZQSAAAAAIA8U0qAKuh64o5kISFL417rxSkAAAAoBqUEGWjOPFUpAQAqoZQAAAAAAOSZUgJUQdeTdyYLCVka91RKAAAAoFiUEmSgUUoAgMooJQAAAAAAeaaUAFXQ9de7koWELA17rBunAAAAoBiUEmSgUUoAgMooJQAAAAAAeaaUAFXQ9dTdyUJCloY91olTAAAAUAxKCTLQnHXaqSXnqpQAAKWUEgAAAACAPFNKgCro+ts9yUJCloZfrhWnAAAAoBiUEmSgSZUSttps03jqAEAfpQQAAAAAIM+UEqAKup6+L1lIyNKwm1ICAAAAxaKUIAONUgIAVEYpAQAAAADIM6UEqIKuv9+fLCRkadh1zTgFAAAAxaCUIAPN2aefVnKuSgkAUEopAQAAAADIM6UEqIKuZx5IFhKyNOyyRpwCAACAYlBKkIEmVUrYctNN4qkDAH2UEgAAAACAPFNKgCroevbBZCEhS8POSgkAAAAUi1KCDDRKCQBQGaUEAAAAACDPlBKgCrqefShZSMjSsNPqcQoAAACKQSlBBppzzji95FyVEgCglFICAAAAAJBnSglQBV3PPZwsJGRp2HG1OAUAAADFoJQgA02qlLCFUgIAlFBKAAAAAADyTCkBqqDrhT8kCwlZGnZYNU4BAABAMSglyECjlAAAlVFKAAAAAADyTCkBqqD7xT8mCwlZGrZfJU4BAABAMSglyEBz7plnlJyrUgIAlFJKAAAAAADyTCkBqqD7xUeThYQsDdutHKcAAACgGJQSZKBJlhI22TieOgDQRykBAAAAAMgzpQSogu6X/pQsJGSp31YpAQAAgGJRSpCBRikBACqjlAAAAAAA5JlSAlRB98uPJQsJWeq3WSlOAQAAQDEoJchAc95ZZ5acq1ICAJRSSgAAAAAA8kwpAaqg+5W/JAsJWeq3Hh+nAAAAoBiUEmSgSZUSNt/4F/HUAYA+SgkAAAAAQJ4pJUAVdL/6RLKQkKV+qxXjFAAAABSDUoIMNEoJAFAZpQQAAAAAIM+UEqAKul97MllIyFK/5QpxCgAAAIpBKUEGmt+efVbJuSolAEAppQQAAAAAIM+UEqAKuv/vr8lCQpb6LZQSAAAAKBalBBloUqWEzX6xUTx1AKCPUgIAAAAAkGdKCVAF3a8/lSwkZKnffPk4BQAAAMWglCADjVICAFRGKQEAAAAAyDOlBKiC7jf+liwkZKnfbLk4BQAAAMWglCADzfnnnF1yrkoJAFBKKQEAAAAAyDOlBKiC7jefThYSstRvopQAAABAsSglyECTKiVsutGG8dQBgD5KCQAAAABAniklQBV0v/VMspCQpf4Xy8QpAAAAKIYVlin9t27qz74OpYRiRikBACqjlAAAAAAA5JlSAlRB99vPJgsJWeo3WjpOAQAAQDG89sor8b/9V+rPvg6lhGLmgnPOKTlXpQQAKKWUAAAAAADkmVICVEHPO88lCwlZ6jZUSgAAAID+UkooZpQSAKAySgkAAAAAQJ4pJUAV9Pzj+WQhIUvdBkvFKQAAAKBSSgnFjFICAFRGKQEAAAAAyDOlBKiCnn+8kCwkZKlbf8k4BQAAAFRKKaGYueDcc0vOVSkBAEopJQAAAAAAeaaUAFXQ8+6LyUJClrr1lBIAAACgv5QSiplUKWGTDTeIpw4A9FFKAAAAAADyTCkBqqDnvZeShYQsdessHqcAAACASiklFDO/O08pAQAqoZQAAAAAAOSZUgJUQc+kV5KFhCx1ayslAAAAQH8pJRQzSgkAUBmlBAAAAAAgz5QSoAp6Jr2aLCRkqVtrsTgFAAAAVEopoZhJlRI23mD9eOoAQB+lBAAAAAAgz5QSoAp63n8tWUjIUremUgIAAAD0l1JCMXPR+b8tOVelBAAopZQAAAAAAOSZUgJUQc/k15OFhCx1a/w8TgEAAACVUkooZpQSAKAySgkAAAAAQJ4pJUAV9HzwRrKQkKVudaUEAAAA6C+lhGImWUpYXykBAL5MKQEAAAAAyDOlBKiCng/fTBYSstSttmicAgAAACqllFDMXHTB+SXnqpQAAKWUEgAAAACAPFNKgCro+ejtZCEhS93K4+IUAAAAUCmlhGJGKQEAKqOUAAAAAADkmVICVEHPv95JFhKy1K60SJwCAAAAKqWUUMykSgm/WH+9eOoAQB+lBAAAAAAgz5QSoAp6Pn43WUjIUjteKQEAAAD6SymhmLnkwgtKzlUpAQBKKSUAAAAAAHmmlABV0PPJe8lCQpbaFcfGKQAAAKBSSgnFTKqUsNF668ZTBwD6KCUAAAAAAHmmlABV0PPpP5OFhCy1KyglAAAAQH8pJRQzSgkAUBmlBAAAAAAgz5QSoBo+nZQsJGSpXX5MHAIAAAAqpZRQzFz6uwtLzlUpAQBKKSUAAAAAAHmmlADV8PnkZCEhS+2yC8chAAAAoFJKCcVMqpSw4brrxFMHAPooJQAAAAAAeaaUANXw7w+ThYQstUsrJQAAAEB/KSUUM0oJAFAZpQQAAAAAIM+UEqAaaj5KFhKy1C41Og4BAAAAlVJKKGYuu+h3JeeqlAAApZQSAAAAAIA8U0qAaqj9V7KQkKV2SaUEAAAA6C+lhGJGKQEAKqOUAAAAAADkmVICVEPtx8lCQpbaJRaKQwAAAECllBKKGaUEAKiMUgIAAAAAkGdKCVANdZ8kCwlZahdTSgAAAID+UkooZi676KKSc1VKAIBSSgkAAAAAQJ4pJUA1NHyeLCRkqR03Kg4BAAAAlVJKKGZSpYQN1lk7njoA0EcpAQAAAADIM6UEqIbGmmQhoTdjlRIAAACgv5QSihmlBACojFICAAAAAJBnSglQDU216UJCljEj4xAAAABQKaWEYuaKSy4uOVelBAAopZQAAAAAAOSZUgJUQ3N9upCQZbRSAgAAAPSXUkIxkyolrL+2UgIAfJlSAgAAAACQZ0oJUA0tDelCQpZRC8YhAAAAoFJKCcWMUgIAVEYpAQAAAADIM6UEqIbWpnQhIctIpQQAAADoL6WEYuaKSy4pOVelBAAopZQAAAAAAOSZUgJUQ1tzupCQZYRSAgAAAPSXUkIxkyolrLf2WvHUAYA+SgkAAAAAQJ4pJUA1dLSlCwlZfjoiDgEAAACVUkooZpQSAKAySgkAAAAAQJ4pJUA1dHakCwlZhg2PQwAAAECllBKKmSsvu7TkXJUSAKCUUgIAAAAAkGdKCVANXZ3pQkKW+ZUSAAAAoL+UEoqZZClhrTXjqQMAfZQSAAAAAIA8U0qAaujuThcSYgAAAID+UUooZpQSAKAySgkAAAAAQJ4pJUA19PQkywh9AQAAAPpHKaGYufryy0rOVSkBAEopJQAAAAAAeaaUAFWSKiP0BQAAAOgfpYRiJlVKWHfNNeKpAwB9lBIAAAAAgDxTSoAqSZUR+hK6u+MUAAAAUAmlhGLm6isuLzlXpQQAKKWUAAAAAADkmVICVEnN/MOThYQsoaszTgEAAACVUEooZpQSAKAySgkAAAAAQJ4pJUCV1AwrU0ro7IhTAAAAQCWUEoqZVClhnTWUEgDgy5QSAAAAAIA8U0qAKqn56YhkISFL6GiLUwAAAEAllBKKmWuvvKLkXJUSAKCUUgIAAAAAkGdKCVAlNcPLlBLaW+MUAAAAUAmlhGJGKQEAKqOUAAAAAADkmVICVEnNiAWThYQsoa05TgEAAACVUEooZlKlhLXXWD2eOgDQRykBAAAAAMgzpQSokppRZUoJLQ1xCgAAAKiEUkIxc+1VV5acq1ICAJRSSgAAAAAA8kwpAaqkZvTIZCEhS2iuj1MAAABAJZQSihmlBACojFICAAAAAJBnSglQJTVjypQSmmrjFAAAAFAJpYRiJllKWH21eOoAQB+lBAAAAAAgz5QSoEpqxo5KFhKyhMaaOAUAAABUQimhmLn+6qtLzlUpAQBKKSUAAAAAAHmmlABVUjuuTCmh4fM4BQAAAFRCKaGYUUoAgMooJQAAAAAAeaaUAFVSu+hCyUJCllD/WZwCAAAAKqGUUMykSglrrbZqPHUAoI9SAgAAAACQZ0oJUCW1S5QpJdR9EqcAAACASiglFDPXX6OUAACVUEoAAAAAAPJMKQGqpHbJ0clCQpZQ+684BQAAAFRCKaGYUUoAgMooJQAAAAAAeaaUAFVSu1SZUkLNR3EKAAAAqIRSQjGTKiWsqZQAACWUEgAAAACAPFNKgCqpXXrhZCEhS/j3h3EKAAAAqIRSQjFzw7XXlJyrUgIAlFJKAAAAAADyTCkBqqR22TKlhM8nxykAAACgEkoJxUyylLDqKvHUAYA+SgkAAAAAQJ4pJUCV1C43JllIyBI+ez9OAQAAAJVQSihmlBIAoDJKCQAAAABAniklQJXUrjA2WUjIEj6dFKcAAACASiglFDM3XndtybkqJQBAKaUEAAAAACDPlBKgSmpX/OpSQs8n78UpAAAAoBJKCcVMqpSwxiorx1MHAPooJQAAAAAAeaaUAFVSO36RZCEhS8/H78YpAAAAoBJKCcWMUgIAVEYpAQAAAADIM6UEqJLalcqUEv71TpwCAAAAKqGUUMzcfP11JeeqlAAApZQSAAAAAIA8U0qAKqlbeVyykJCl56O34xQAAABQCaWEYiZVSlh95ZXiqQMAfZQSAAAAAIA8U0qAKqlbtUwp4cO34hQAAABQCaWEYkYpAQAqo5QAAAAAAOSZUgJUSd1qiyYLCVl6PnwzTgEAAACVUEooZm6+4YaSc1VKAIBSSgkAAAAAQJ4pJUCV1K3x82QhIUvP5NfjFAAAAFAJpYRiRikBACqjlAAAAAAA5JlSAlRJ3ZqLJQsJWXrefy1OAQAAAJVQSihmlBIAoDJKCQAAAABAniklQJXUrVWmlDDp1TgFAAAAVEIpoZi55aYbS85VKQEASiklAAAAAAB5ppQAVVK39uLJQkKWnkmvxCkAAACgEkoJxUyqlLDaSuPjqQMAfZQSAAAAAIA8U0qAKqlbp0wp4Z8vxykAAACgEkoJxYxSAgBURikBAAAAAMgzpQSokrp1l0gWErL0vPdSnAIAAAAqoZRQzNx6000l56qUAACllBIAAAAAgDxTSoAqqVt/yWQhIUvPuy/GKQAAAKASSgnFTKqUsOr4FeOpAwB9lBIAAAAAgDxTSoAqqdtgqWQhIUvPP56PUwAAAEAllBKKmdt+f3PJuSolAEAppQQAAAAAIM+UEqBK6jZcOllIyNLzznNxCgAAAKiEUkIxo5QAAJVRSgAAAAAA8kwpAaqkfqOvLiV0v/1snAIAAAAqoZRQzKRKCausqJQAAF+mlAAAAAAA5JlSAlRJ/S+WSRYSsnS/9UycAgAAACqhlFDMKCUAQGWUEgAAAACAPFNKgCqp33jZZCEhS/ebf49TAAAAQCWUEooZpQQAqIxSAgAAAACQZ0oJUCX1my2XLCRk6X7z6TgFAAAAVEIpoZhJlxJWiKc++Lq7u8P1V18Vzjz1lPDwA/eH5ubm+Deztr/86U/xvwGQV0oJAAAAAECeKSVAldRvvnyykJCl+/Wn4hQAAABQCaWEYuaOW24pOddqlhLWWWONaR7r29+cIywyZuGw8frrh8MPOTjcfMP14YPJk+P0rKGzszPM873vhf333qv3vwOQT0oJAAAAAECeKSVAldRvsUKykJCl+//+GqcAAACASiglFDMzspTwh4ceKnmsr8rPhg0La6yycthnj93DxeefH55/9tl4L8Xz1BNP/GfvlVdYPrz37rvxbwDIE6UEAAAAACDPlBKgSuq3LFNKeO3JOAUAAABUQimhmEmVErIL46vh/rvvLnms/mTeH8zd+zm3w9ZbhVNPPLG35NDW2hbvfej67TlnT7PnAvP/b7j3zjvj3wKQF0oJAAAAAECeKSVAldRvtWKykJCl+9Un4hQAAABQCaWEYuaOW28tOddqlRK6u7vDMksuUfJ4XydzzfnNMG7smLDxBuuHIw49JNxy443hww8/jI84NOyx6y4le805x+zh6IkTez9mAOSDUgIAAAAAkGdKCVAl9VuNTxYSsnS/+nicAgAAACqhlFDMzMhSQqauri6ccOyxYZMNN+gtE2Slgi8//mBk+AILhDVXWzXst+ee4dILLwwvvfBCfAb5s/rKKyV3yLLeWmuGTz/5JE4CMDMpJQAAAAAAeaaUAFVSv81KyUJClu5X/hKnAAAAgEooJRQzqVLCSlUsJXxZW2tbePSRh8PpJ50Udthm67D8MkuHeef5QclzGoz86Ifz9N5/9jjZ42WPmz3+zPbT+edPPt++LDRywfDYH/8YpwGYWZQSAAAAAIA8U0qAKqnfduVkISFL98uPxSkAAACgEkoJxcxdt91Wcq4zspTwVV587rlw8YUXhH332COsueoqve988OXnORjJ3qlh0bFjw6YbbRiOmnhYuO3mm8PH//o4Povqe//995PP68v57re/Fc445ZR4KwBmBqUEAAAAACDPlBKgShq2K1NKePHROAUAAABUQimhmMlrKSHlg8mTwy033hiOOPSQsPEG64dxY8eEb39zjpLnPxjJLjpda7VVw3577RUuu+ii8PJLL8VnMbiyfVKP/1XZYtNNQl1dXbw1ADOSUgIAAAAAkGdKCVAlDduvkiwkZOl+0VveAwAAQH8oJRQzyVLC8svFU8+/5ubm8MiDD4ZTTvhN2H6rLcNySy0Z5v3B3CU7DUb+5//NG1ZYZpmw07bb9r5rwWN//GNob2uLz2Rgjjzs0ORjlUv2zg7PPv10vAcAZhSlBAAAAAAgz5QSoEoadlg1WUjI0vXCH+IUAAAAUAmlhGLmrttvLznXoVRK+CrPP/tsuPj888M+e+we1lhl5fCzYcNK9hyMfOdbc4afLzI2bLrRhuHoiRPD7bfcEj795JP4LKYvu13qfqeXH849d7j0wgvjvQAwIyglAAAAAAB5ppQAVdKw42rJQkKWrucfiVMAAABAJZQSipmilhJS3n///XDz9deHiQcfFH6x/nphkYVHhznnmL1k/8HIyOE/C2uvsXo4YJ+9w+UXXxxee+WV+Cymtdi4RZK3rzS77rhDaGv9eu/WAEBllBIAAAAAgDxTSoAqadipTCnhuYfjFAAAAFAJpYRiJlVKGL/csvHUi6+xsTE8/MD94ZTf/Dpst9WWYdkll+x9F4Ivf0wGI//zo/8XVlx2mbDz9tuFM089JTz6yMNhrjnnTM72J9lzfv211+JGAFSLUgIAAAAAkGdKCVAlDTuvkSwkZOl69qE4BQAAAFRCKaGYuefOO0rOdVYqJXyVZ59+Olx43nlhz912DauvvFJYYP7/Lfk45Sk/mW++cPMN18dnD0A1KCUAAAAAAHmmlABV0rBLmVLCMw/EKQAAAKASSgnFjFJC5SZNmhRuvO7acNhBvwobrbduGDt6dJhzjtlLPn4zK7PPNlv41f77hc7OzviMARhMSgkAAAAAQJ4pJUCVNOy6ZrKQkKXr7/fHKQAAAKASSgnFTKqUsOKyy8RTZ3rq6xvCQ/fdF048/riwzRabh6WXWDzM873vlXxMZ2RWW2l8b4ECgMGllAAAAAAA5JlSAlRJw25rJQsJWbqevi9OAQAAAJVQSihm7r3rzpJzVUr4erq7u8MzTz8dLjj33LDHrrv0lgSG/e9PSj7O1czPhg0LD9x7T3xGAAwGpQQAAAAAIM+UEqBKGn5ZppTwt3vjFAAAAFAJpYRiJlVKWGEZpYRqeO/dd8P111wTDpkwIWy47jq9F7d++WM/mPn2N+cIxx11VG9JAoCvTykBAAAAAMgzpQSokobd104WErJ0/c1vigMAAID+UEooZpQSZo5/vvduyce9WskKEJ9/9ll8ZAAGSikBAAAAAMgzpQSokoY91k0WErJ0PXV3nAIAAAAqoZRQzNx3910l56qUUH03Xndtyce9mhk9alR4/LHH4qMDMBBKCQAAAABAniklQJU07rlespCQpevJO+MUAAAAUAmlhGImXUpYOp461TLx4INKPu7Vzvfmmiucffrp8RkA0F9KCQAAAABAniklQJU07lWmlPDEHXEKAAAAqIRSQjGjlDBzbLz++iUf92pm+AILhK033yxcfvHFobOzMz4LAPpDKQEAAAAAyDOlBKiSxr3XTxYSsnQ+cXucAgAAACqhlFDM3H/33SXnqpRQfePGjin5uA9m5przm2H8csuGww85OPz18cdDd3d3fGQAMvvvvVdvQaw/yV5ff/Dd7yb/rlw22XCD8Oknn8RHBgAAAACoDqUEqJLGfTZIFhKydD5+W5wCAAAAKqGUUMykSgnLKyVUVXNzc/j2N+co+bh/3Uz9bgj//ve/46MBkHLKCb9JvpZWI+utvVZ8VAAAAACA6lFKgCpp3HfDZCEhS+dfbo1TAAAAQCWUEoqZB+69p+RclRKq67E//rHkYz6QZO+GsNLyy3k3BIAByApiWZkr9fo6mJl9ttnC4489Fh8VAAAAAKB6lBKgShr32yhZSMjS+edb4hQAAABQCaWEYkYpYcY789RTSj7mlca7IQAMnhOOOzb5WjuY2XDddeKjAQAAAABUl1ICVEnj/r9IFhKydD72+zgFAAAAVEIpoZhJlRKyc6V6dt5+u5KP+VfFuyEAVE9jY2P46fzzJ19/ByNzfGO28NQTT8RHAwAAAACoLqUEqJLGAzZOFhKydP7ppjgFAAAAVEIpoZh58L57k+dK9WQlgy9/zKeOd0MAmHGOO+qo5GvxYGTjDdaPjwIAAAAAUH1KCVAljQdukiwkZOl89MY4BQAAAFRCKaGYSZUSxo4eHR5+4P5QW1MTT5/B9JP55pvm4+3dEABmnvr6hjDsJz+e5nV5MPLN2b8Rnnn66fgoAAAAAADVp5QAVdI4oUwp4Y83xCkAAACgEkoJxUyqlNCX2Webrfe39q+y4ophp223DScef1y46/bbwweTJ8fPCvrrrTff7P3YejcEgPw4+vDDS74Hft1sutGG8d4BAAAAAGYMpQSoksYJmyYLCVk6/3B9nAIAAAAqoZRQzDx0/30l51pJst/2v8IyS/deWJ9dzHnjddeGN19/PX628FUmTZrk3RAAcqauri787//8T/L73UAy5xyzh+eeeSbeOwAAAADAjKGUAFXSdNDmyUJCls5HrotTAAAAQCWUEoqZ/3v1lfCdb81ZcrYDzbw/mDssudjPe39D9KG/mhCuvPSS8Pyzz7oIH4BcO+LQQ5Lf1waSLTbdJN4rAAAAAMCMo5QAVdJ0cLlSwrVxCgAAAKiEUkJxk12I+c3Zv1FyvoOZ7801Vxg3dkzYYJ21wwH77B0uPO+88Phjj4W21rb4GQYAM09tTU348Xw/Sn4P60++/c05wksvvBDvFQAAAABgxlFKgCppOmSLZCEhS+dDV8cpAAAAoBJKCcXO35/6azj/nLN7CwMbrbduWHzRcWGe73+/5MwHO3POMXsYPXJkWGu1VcMeu+wczjrt1PDwA/f3XhwKADNS9g4/qe9V/cnWm28W7w0AAAAAYMZSSoAqaTpky2QhIUvHg1fFKQAAAKASSgmzZp568olw2UUXhUMnTAibb/yLsMySSwzKb5KeXmafbbYwfIEFwiorrhh22nbbcOLxx4W7br89fDB5cvyMBIDB9flnn4X/+X/zJr8vVZK55vxmeO2VV+K9AQAAAADMWEoJUCVNh26VLCRk6XjgyjgFAAAAVEIpQabOyy88H66/+upw9OETw7ZbbB7GL7ds+Omw+Us+R6qRn8w3X1hhmaV7fxv10YcfHm687trw5uuvx89UABi4gw7YP/m9p5Jsv9WW8V4AAAAAAGY8pQSokqbDypUSrohTAAAAQCWUEqSSvPXG6+G239/c+84GO2+/XVht5fFh1IgR4Zuzf6Pk82ewM+8P5g5LLvbzsOlGG4ZDfzUhXHnpJeH5Z58N3d3d8bMYAMr79JNPwo9+OE/y+0y5fOdb3wqvv/ZavBcAAAAAgBlPKQGqpGniNslCQpaO+y+PUwAAAEAllBLk62TSe++G++6+K5xxyilhr912DeuuuUYYu/Do8J1vzVnyeTXY+d5cc4VxY8eEDdZZOxywz97hwvPOC48/9lhoa22Ln90A8F/Z94rU95Ny2XHbbeKtAQAAAABmDqUEqJKmw8uUEu67LE4BAAAAlVBKkGrkw8nvh0cfeSScf87ZvReBbrTeumHxRceFeb7//ZLPt8HOnHPMHkaPHBnWWm3VsMcuO4ezTjs1PPzA/aG2piZ+1gMwK/rwww97330n9b0jle9++1vhrTffjLcGAAAAAJg5lBKgSpqO2DZZSMjScc8lcQoAAACohFKCzOg89eQT4bKLLgqHTpgQNt/4F2GZJZcIP57vRyWfh4Od2WebLQxfYIGwyoorhp223TacePxx4a7bbw8fTJ4cvxoAKLr99twz+T0ilV122D7eCgAAAABg5lFKgCppOnK7ZCEhi1ICAAAA9I9SguQlL7/wfLj+6qvD0YdPDNtusXkYv9yy4afD5i/5/KxGfjLffGGFZZYOW2++2ZTHPzzceN214c3XX49fJQAUxfvvvx/mmXv679rz/e98J/zjnXfirQAAAAAAZh6lBKiSpiO3TxYSsnTcfXGcAgAAACqhlCB5z1tvvB5u+/3Nve9ssPP224XVVh4fRo0YEb45+zdKPncHO/P+YO6w5GI/D5tutGE49FcTwpWXXhKef/bZ0N3dHb+CABhq9txt1+Rr/tTZfZed4zQAAAAAwMyllABV0nRUmVLCXRfFKQAAAKASSgkyVDPpvXfDfXffFc445ZSw1267hnXXXCOMXXh0+M635iz5nB7sfG+uucK4sWPCBuusHQ7YZ+9w4Xnnhccfeyy0tbbFrywA8uqfU75//OC7302+vmeZ53vf650BAAAAAMgDpQSokqajd0gWErJ03Pm7OAUAAABUQilBipYPJ78fHn3kkXD+OWf3FgY2Wm/dsPii48I83/9+yef6YGfOOWYPo0eODGuttmrYY5edw1mnnRoefuD+UFtTE7/iAMiDX+68U/J1PMtev9wtTgEAAAAAzHxKCVAlzcfslCwkZGm/48I4BQAAAFRCKUFmpTz15BPhsosuCodOmBA23/gXYZkllwg/nu9HJV8Dg53ZZ5stDF9ggbDKiiuGnbbdNpx4/HHhrttvDx9Mnhy/EgGYkf7xzju973rz5dfrH849d3j//ffjFAAAAADAzKeUAFXSfGy5UsIFcQoAAACohFKCyEfh5ReeD9dffXU4+vCJYdstNg/jl1s2/HTY/CVfG9XIT+abL6ywzNJh6803m/L4h4cbr7s2vPn66/ErFIBq2Xn77Upek/fbc8/4twAAAAAA+aCUAFXSfNzOyUJClvbbfhunAAAAgEooJYh8dd564/Vw2+9v7n1ng+zi1dVWHh9GjRgRvjn7N0q+bgY78/5g7rDkYj8Pm260YTj0VxPClZdeEp575pnQ3d0dv3oB+DreevPN8N1vf2ua190PP/ww/i0AAAAAQD4oJUCVNB+/S7KQkKX91vPiFAAAAFAJpQSR/mfSe++G++6+K5xxyilhr912DeuuuUYYu/Do8J1vzVny9TTY+d5cc4VxY8eEDdZZOxywz97hwvPOC48/9lhoa22LX9UAVGrHbbf5z+vrgfvuE/8UAAAAACA/lBKgSpqP3zVZSMjSfuu5cQoAAACohFKCyODlw8nvh0cfeSScf87ZvYWBjdZbNyy+6Lgwz/e/X/J1NtiZc47Zw+iRI8Naq60a9thl53DWaaeGhx+4P9TW1MSvdgC+7PXXXustlM037w/Dx//6OP4pAAAAAEB+KCVAlTT/ukwp4ZZz4hQAAABQCaUEkRmTp558Ilx20UXh0AkTwuYb/yIss+QS4cfz/ajk62+wM/tss4XhCywQVllxxXDkYYeG9rb8vqNC9s4T2btAZFl4oVG97wqRXSwsIlLNfHP2b/Qm9XfS/2T/fyQAAAAAMHiUEqBKmk/4ZbKQkKX992fHKQAAAKASSgkiMzcvv/B8uP7qq8PRh08M226xeRi/3LLhp8PmL/m6HKzssM3W8as/f1LPV0REhl46OzvjKzsAAAAA8HUpJUCVNJ+we7KQkKX95rPiFAAAAFAJpQSRfOatN14Pt/3+5nDi8ceFnbffLqy28vgwasSI3t/m/eWv2f7kf370/+JXf/4ce8QRYYH5/zcM+9+fhJ/MN1/vrnN8YzYRkaqm7/Ux9XfS/yyy8Oj4qg4AAAAADAalBKiS5hPLlBJuOjNOAQAAAJVQShAZWpn03rvhvrvvCmecckrYa7ddw7prrhHGLjw6fOdbc5Z8Lafy/e98J371A/Deu++G7801V28RqramJv4pAAAAAEB+KCVAlTSftEeykJCl/cYz4hQAAABQCaUEkWLkw8nvh0cfeSScf87Z4YB99g4brbduWHzRRUu+vpUSAP5rj113+c/r4xGHHhL/FAAAAAAgP5QSoEqaT94zWUjI0n7D6XEKAAAAqIRSgkix8/3vzDXN17dSAsAXPpg8Ocwz9/f/8/ro3RIAAAAAgDxSSoAqaTl5r2QhIUv79afFKQAAAKASSgkixY5SAkDa/nvvNc3rYxbvlgAAAAAA5I1SAlRJy6l7JwsJWdqvPzVOAQAAAJVQShApdpQSAEp9+skn4Uc/nGea18cs3i0BAAAAAMgbpQSokpbT9kkWErK0XXdKnAIAAAAqoZQgUuwoJQCUOmTChGleG6eOd0sAAAAAAPJEKQGqpOW0fZOFhCxt15wUpwAAAIBKKCWIFDtKCQDTyt4JIXtHhKlfG6eOd0sAAAAAAPJEKQGqpOX0/ZKFhCxKCQAAANA/SgkixY5SAsC0jpp42DSvi6l4twQAAAAAIC+UEqBKWs4oU0q4+sQ4BQAAAFRCKUGk2FFKAPivxsbGMOwnP57mdTEV75YAAAAAAOSFUgJUScuZ+ycLCVnarjohTgEAAACVUEoQKXaUEgD+64Rjj53mNbFcvFsCAAAAAJAHSglQJS1nHZgsJGRpu/I3cQoAAACohFKCSLGjlADwhbbWtjB8gQWmeU0sF++WAAAAAADkgVICVEnL2ROShYQsbVf8Ok4BAAAAlVBKECl2lBIAvnD6SSdN83pYSbxbAgAAAAAwsyklQJW0nFOulHB8nAIAAAAqoZQgUuwoJQCE0N7WFhYaueA0r4eVxLslAAAAAAAzm1ICVEnLOb9KFhKytF12XJwCAAAAKqGUIFLsKCUAhHDeWWdN81rYn3i3BAAAAABgZlJKgCppOfegZCEhS9ulx8YpAAAAoBJKCSLFjlICMKvr7OwMY0ePnua1sD/xbgkAAAAAwMyklABV0nrewclCQpbWS4+JUwAAAEAllBJEih2lBGBWd/GFF0zzOjiQeLcEAAAAAGBmUUqAKilbSrjk6DgFAAAAVEIpQaTYUUoAZmXd3d1hsXGLTPM6OJB4twQAAAAAYGZRSoAqaT3/0GQhIUvrxUfFKQAAAKASSgkixY5SAjAru+aKK6Z5Dfw68W4JAAAAAMDMoJQAVdJ6wWHJQkKW1ouOjFMAAABAJZQSRIodpQRgVpW9S8LSiy82zWvg14l3SwAAAAAAZgalBKiSsqWE3x0RpwAAAIBKKCWIFDtKCcCs6uYbrp/m9W8w4t0SAAAAAIAZTSkBqqT1wonJQkKW7O8AAACAyikliBQ7SgnArGqFZZaZ5vVvMOLdEgAAAACAGU0pAaokezeEVCEhS/YuCgAAAEDllBJEih2lBGBWdNftt0/z2jeY8W4JAAAAAMCMpJQAVdJ6kVICAAAADBalBJFiRykBmBWtsuKK07z2DWa8WwIAAAAAMCMpJUCVtF58VLKQkKX1/EPjFAAAAFAJpQSRYkcpAZjVPHjffdO87lUj3i0BAAAAAJhRlBKgSlovOTpZSMjS+ls/CAAAAID+UEoQKXaUEoBZzVqrrTrN61414t0SAAAAAIAZRSkBqqT10mOShYQsrecdHKcAAACASigliBQ7SgnArOSxP/5xmte8asa7JQAAAAAAM4JSAlRJ26XHJgsJWVrOPShOAQAAAJVQShApdpQSgFnJ+muvPc1rXjXj3RIAAAAAgBlBKQGqpO2y45KFhCwt5/wqTgEAAACVUEoQKXaUEoBZyXvvvhv+8c47/coc35gt/GzYsOTfTS9trW3xkQEAAAAAqkMpAaqk7fJypYQJcQoAAACohFKCSLGjlABQ3jdn/0YY8dOfxv8LAAAAACBflBKgStqu+HWykJCl5WylBAAAAOgPpQSRYkcpAaA8pQQAAAAAIM+UEqBK2q78TbKQkKXlrAPjFAAAAFAJpQSRYkcpAaA8pQQAAAAAIM+UEqBK2q46IVlIyNJy5gFxCgAAAKiEUoJIsaOUAFCeUgIAAAAAkGdKCVAlbVefmCwkZGk5Y784BQAAAFRCKUGk2FFKAChPKQEAAAAAyDOlBKiStmtOShYSsrScrpQAAAAA/aGUIFLsKCUAlKeUAAAAAADkmVICVEnZUsJp+8YpAAAAoBJKCSLFjlICQHlKCQAAAABAniklQJW0XXdKspCQpeW0feIUAAAAUAmlBJFiRykBoDylBAAAAAAgz5QSoErarz81WUjI0nLq3nEKAAAAqIRSgkixo5QAUJ5SAgAAAACQZ0oJUCXt15+WLCRkaTlFKQEAAAD6QylBpNhRSgAoTykBAAAAAMgzpQSokvYbTk8WErI0n7xnnAIAAAAqoZQgUuwoJQCUp5QAAAAAAORZ7koJHQ9eFZqP3zU0/2a30HzC7r0Xb2e/Vb7ltH1Cyxn7hZYzDwgtZ08ILef8KrSed3BoPf/Q0HrBYaH1d0eE1ouPCq2XHhPaLjsutF1xfGi76oTQds1Joe3ak0P79aeG9hvPCO03nRXaf392aL/13NB++/mh/Y4LQ8ddF4WOey4JHfddFjoeuKL3OXQ+fE3o/MP1ofPRG0PnYzeHzj/fEjqfuD10PXln6Hrq7tD19H2h65kHQtezD4Wu5x8J3S8+Grpffix0v/p46H7tydD9xt9C95t/D91vPxt6/vF86HnvpdAz6ZXQ8/5roeeDN0LPR2+Hno/fDT2f/jOEz94PoeajEGo/DqH+sxAaa0JoaQihrXnKB6QthK7O+NFhKMk+31KFhCzNJ+0RpwAAAIBKKCWIFDtKCQDlKSUAAAAAAHmWu1JCVjpIXcQtMcOGh5oRC4aaUVMyZmSoHTcq1C6xUKhdanSoXXbhULv8mFA7fpFQt/K4ULfaoqFujZ+HurUXD3XrLhHq1l8y1G24dKjfeNlQv9lyoX6LFUL9ViuG+m1WCg3brRwadlg1NOy0WmjYZY3QsNtaoWH3tUPDHuuGxr3XD437bhga99soNB6wcWicsGloOmjz0HTIFqHpsK1C08RtQtMR24amI7cPTcfsGJqP3Sk0H79LaP71rl8US07aI7ScvFdoOXXv0HJ6VizZv7eoUXTtN52ZPsMpaT5x9zgFAAAAVEIpQaTYUUoAKE8pAQAAAADIs/yVEs7YL3kRtxQr2btOFF37zWcld8+SlTUAAACAyikliBQ7SgkA5SklAAAAAAB5lr9Swmn7Ji/ilmKl68k744kXV/vvz07unqX5hF/GKQAAAKASSgkixY5SAkB5SgkAAAAAQJ7lr5Rwyt7Ji7ilWOl66u544sXVfss5yd2zNP9mtzgFAAAAVEIpQaTYUUoAKE8pAQAAAADIs9yVEppP3jN5EbcUK11P3xdPvLjabz03uXuW5uN3jVMAAABAJZQSRIodpQSA8pQSAAAAAIA8y18p4cTdkxdxS7HS9cwD8cSLq/3W85K7Z2k+fpc4BQAAAFRCKUGk2FFKAChPKQEAAAAAyLP8lRJO+GXyIu4sTYdtHdqu/E1ou+L40HbZcaH1kqND60VHhtbfHRFaL5gYWn97aGg97+DQcs5BoeXsCaHlzANCy+n7hZbT9g0tJ+8Vmk/ac8r97x6af/PL3ovCm4/dOTQds2NoOmqH0HTEdqFp4ja9j9F0yJah6aDNQ+OEzULjgZuExv03Do37bhga994gNO65XmjYfZ3QsNtaoWGXNUPDTmuEhh1WDQ3brRLqt1k51G81PtRvsUKo32z5UL/xsqF+o2VC3fpLhbp1lwx1ay8e6tZcLNSt9vNQt/K4UDt+kVC7/NhQu+yYULvUwqF2idGhdtxCoWbMqFAzamSoGbFgqBk2Ysruw0s+FkM9Xc8+FE+8uNpv+21y9yzNx+0cpwAAAIBKKCWIFDtKCQDlKSUAAAAAAHmWv1LC8bsmL+LO0n7ruXFqFtXdHUJHWwhtzSG0NITQVBtC/Wch1H4cQs1HIXz2fuj59J+h5+N3Q89Hb4eeD94IPe+/FnomvRJ63nsp9Pzj+dD99rOh+82/h+43/ha6X3sydL/6eOh++bHQ/eKjoev5R3rLAtm7GHT97d7Q9dTdoevJO0PnE7eHzj/fEjofuzl0Pnpj6PzD9aHz4WtCx4NXhY4Hrggd910WOu65JHTcdVFov+PC0H77+b1nlZUwUueYpeuFP8Sliiv7OKR2z9J87E5xCgAAAKiEUoJIsaOUAFCeUgIAAAAAkGf5KyUct3PyIu4s2W+eZ+jI3j0idY5ZshJE0WUFjdTuWZqPUUoAAACA/lBKECl2lBIAylNKAAAAAADyLH+lhGN2Sl7EnSW7yJuho36blZPnmCV7d4ai67jzd8ndszQds2OcAgAAACqhlCBS7CglAJSnlAAAAAAA5FnuSglNR22fvIg7S8ddF8UphoL6rcYnzzFL96uPx6niyj5fU7tnaTp6hzgFAAAAVEIpQaTYUUoAKE8pAQAAAADIs/yVEo7cLnkRd5aOey6JUwwF9VuskDzHLN3/99c4VVwdd1+c3D1L05HbxykAAACgEkoJIsWOUgJAeUoJAAAAAECe5a+UcPg2yYu4s3Tce2mcYiio32z55Dlm6X7jb3GquLISTWr3LFn5BgAAAKicUoJIsaOUAFCeUgIAAAAAkGf5KyVM3Dp5EXeWjgeuiFMMBfUbL5s8xyzdb/49ThVX2VLCEdvGKQAAAKASSgkixY5SAkB5SgkAAAAAQJ7lr5RwyJbJi7izdDx4VZxiKKjfaJnkOWbpfvvZOFVcHfddltw9S/aOIAAAAEDllBJEih2lBIDylBIAAAAAgDzLXynh4M2TF3Fn6Xz4mjjFUFC3/lLJc8zS848X4lRxddx/eXL3LE0TlRIAAACgP5QSRIodpQSA8pQSAAAAAIA8y10pofFXmyUv4s7S+ch1cYqhoG7dJZPnmKXnvZfiVHF1PHBFcvcsTRO3jlMAAABAJZQSRIodpQSA8pQSAAAAAIA8y18pYcImyYu4s3Q+emOcYiioW3vx5Dlm6Zn0Spwqro4HrkzunqXp0K3iFAAAAFAJpQSRYkcpAaA8pQQAAAAAIM/yV0rY/xfJi7izdD52c5xiKKhbc7HkOWbpef+1OFVcHQ9eldw9S9MhW8YpAAAAoBJKCSLFjlICQHlKCQAAAABAnuWvlLDvhsmLuLN0/vmWOMVQULfaz5PnmKXnwzfjVHF1PnR1cvcsTYdsEacAAACASigliBQ7SgkA5SklAAAAAAB5lr9Swj4bJC/iztL5+G1xiqGgbuVxyXPM0vPR23GquDofuTa5e5amgzePUwAAAEAllBJEih2lBIDylBIAAAAAgDzLXylhr/WSF3Fn6XryzjjFUFA7fpHkOWbp+fjdOFVcnY9cl9w9S9NBSgkAAADQH0oJIsWOUgJAeUoJAAAAAECe5a6U0LDHOsmLuLN0PXV3nGIoqF1+bPIcs/R8+s84VVydf7g+uXuWxl9tFqcAAACASigliBQ7SgkA5SklAAAAAAB5lr9Swi/XSl7EnaXrb/fGKYaC2mXHJM8xS/h8cpwqrs4/3pDcPUvjhE3jFAAAAFAJpQSRYkcpAaA8pQQAAAAAIM/yV0rYdc3kRdxZuv5+f5xiKKhdauHkOWYJNR/FqeLqfPTG5O5ZGg/cJE4BAAAAlVBKECl2lBIAylNKAAAAAADyLH+lhJ3XSF7EnaXr2YfiFENB7RKjk+eYJdR+HKeKq/NPNyV3z9J4wMZxCgAAAKiEUoJIsaOUAFCeUgIAAAAAkGf5KyXsuFryIu4sXc8/EqcYCmrHLZQ8xyyh/rM4VVydj/0+uXuWxv1/EacAAACASigliBQ7SgkA5SklAAAAAAB5lr9SwvarJC/iztL94h/jFENBzZhRyXPMEppq41Rxdf75luTuWRr32yhOAQAAAJVQShApdpQSAMpTSgAAAAAA8ix3pYT6bVdOXsSdpfvlx+IUQ0HNqJHJc8wSWhriVHF1/uXW5O5ZGvfdME4BAAAAlVBKECl2lBIAylNKAAAAAADyLH+lhK3HJy/iztL96uNxiqGgZsSCyXPMEtqa41RxdT5+W3L3LEoJAAAA0D9KCSLFjlICQHlKCQAAAABAnuWvlLDlCsmLuLN0v/ZknGIoqBk2InmOWUJHW5wqrs4nbk/unqVx7/XjFAAAAFAJpQSRYkcpAaA8pQQAAAAAIM/yV0rYfPnkRdxZul9/Kk4xFNT8ZHjJGfYldHfHqeLqeuKO5O5ZGvdaL04BAAAAlVBKECl2lBIAylNKAAAAAADyLH+lhE2WS17EnaX7zb/HKYaC1Bn2ZVbQ9eSdyd2zNO6plAAAAAD9oZQgUuwoJQCUp5QAAAAAAORZ/koJGy2dvIg7S/fbz8Ypcq+7O3mGfZkVdD11d3L3LA17rBunAAAAgEooJYgUO0oJAOUpJQAAAAAAeZa7UkLdBkslL+LO0vOP5+MUudfRljzD3gwbHoeKretv96T3n5KGPdaJUwAAAEAllBJEih2lBIDylBIAAAAAgDzLXylhvSWTF3Fn6Xn3xThF7rU1J8+wNyMWjEPF1vW3e9P7T0nD7mvHKQAAAKASSgkixY5SAkB5SgkAAAAAQJ7lr5SwzuLJi7iz9Ex6JU6Rey0NyTPszahZpJTw9H3p/aekYbe14hQAAABQCaUEkWJHKQGgPKUEAAAAACDP8ldKWHOx5EXcWXrefy1OkXtNtckz7M2YkXGo2Lr+fn96/ylp2HXNOAUAAABUQilBpNhRSgAoTykBAAAAAMiz/JUSVv958iLuLD0fvBGnyL36z5JnmKV23Kg4VGxdzzyQ3D9Lwy5rxCkAAACgEkoJIsWOUgJAeUoJAAAAAECe5a+UsOq45EXcWXo+fCtOkXu1HyfPMEvtEgvFoWLrevah5P5ZGnZWSgAAAID+UEoQKXaUEgDKU0oAAAAAAPIsd6WE2pUWSV7EnaXn43fjFLlX81HyDLPULjU6DhVb13MPJ/fP0rDT6nEKAAAAqIRSgkixo5QAUJ5SAgAAAACQZ/krJawwNnkRd5aeT/8Zp8i9z95PnmGW2mUXjkPF1vX8I8n9szTstFqcAgAAACqhlCBS7CglAJSnlAAAAAAA5Fn+SgnLjUlexJ0lu9CdoSErkKTOMEtWPJkVdL3wh+T+WRp2VEoAAACA/lBKECl2lBIAylNKAAAAAADyLH+lhKUXTl7EnSX8+8M4Rd71fPxu8gyz1I5fJE4VW/eLf0zun6Vh+1XiFAAAAFAJpQSRYkcpAaA8pQQAAAAAIM/yV0pYcnTyIu4sofbjOEXe9Xz0dvIMs9StPC5OFVv3i48m98/SsN3KcQoAAACohFKCSLGjlABQnlICAAAAAJBn+SslLLpQ8iLuLKH+szhF3vV88EbyDLPUrbZonCq27pcfS+6fpX5bpQQAAADoD6UEkWJHKQGgPKUEAAAAACDPcldKqBk7KnkRd5bQWBOnyLue919LnmGWujUXi1PF1v3KX5L7Z6nfZqU4BQAAAFRCKUGk2FFKAChPKQEAAAAAyLP8lRJGj0xexJ0lNNfHKfKuZ9IryTPMUrf24nGq2LpffTy5f5b6rcfHKQAAAKASSgkixY5SAkB5SgkAAAAAQJ7lr5QwcsHkRdxZQltznCLvet57KXmGWerWXSJOFVv3q08k989Sv5VSAgAAAPSHUoJIsaOUAFCeUgIAAAAAkGf5KyX8dETyIu4soaMtTpF3Pf94PnmGWerWXzJOFVv3a08m989Sv+UKcQoAAACohFKCSLGjlABQnlICAAAAAJBn+SslzD88eRF3ltDVGafIu+63n02eYZb6jZaOU8XW/X9/Te6fpX4LpQQAAADoD6UEkWJHKQGgPKUEAAAAACDP8ldKSFzA3ReGju43/548wyz1Gy8bp4qt+42/JffPUr/58nEKAAAAqIRSgkixo5QAUJ5SAgAAAACQZ/kqJXR3Jy/g/iLD4xBDQdkL8jdbLk4VW/ebTyf3zzKrfAwAAABgsCgliBQ7SgkA5SklAAAAAAB5lq9SQmdH8gLu3gwbEYcYCrpfezJ9jlNSv8UKcarYyr5bxCZKCQAAANAfSgkixY5SAkB5SgkAAAAAQJ7lq5TQ3pq8gLs3wxeMQwwF3a8+nj7HKanfanycKrbut55J7p+lfuNl4xQAAABQCaUEkWJHKQGgPKUEAAAAACDP8lVKaG1KXsDdm1Ej4xBDQffLj6XPcUrqt1kpThVb99vPJvfPUr/R0nEKAAAAqIRSgkixo5QAUJ5SAgAAAACQZ/kqJTTVJi/g7s2YUXGIoaD7xUfT5zglDdutHKeKreed55L7Z6nbUCkBAAAA+kMpQaTYUUoAKE8pAQAAAADIs3yVEho+T17AnaV23EJxiK+rvr4h/rfq6Xr+keQ5ZmnYYdU4VWw9/3ghuX+Wug2WilMAAABAJZQSRIodpQSA8pQSAAAAAIA8y1cpoe6T5AXcWWoXU0r4ul587rlw0AH7h5/OP3/8k+rpevah5Dlmadhp9ThVbD3vvpjcP0vd+kvGKQAAAKASSgkixY5SAkB5SgkAAAAAQJ7lq5RQ+6/kBdxZapdaOA4NfZ2dnb3vVvD5Z5+FDz/8MEyaNKk3H0yeHD7+18e9f15XVxcaGxtDW2tb73w52d9n89nt33rzzfDSCy+Ep//6ZLj3zjvDBeeeG/b65W5h6cUX+88P9L79zTniLaun65kHkueYpWGXNeJUsfW891Jy/yx16yklAAAAQH8oJYgUO0oJAOUpJQAAAAAAeZavUsLnk5MXcGepXXZMHBpa2tvawsUXXhA23WjDMG7smPCT+eYLc3xjtml+wFZpZp9ttt7bZsn+x+c555i99z9Ts+XynW/NGZ9d9XT97d7kOWZp2G2tOFVsPf98Obl/lrp1l4hTAAAAQCWUEkSKHaUEgPKUEgAAAACAPMtXKeHTSckLuLPULj82Dg0Nzc3N4eiJE3v/B+Kpf5iWh3z329+Kz7J6up66O3mOWRp2XztOFVvPpFeS+2epW2fxOAUAAABUQilBpNhRSgAoTykBAAAAAMizXJUSej55L3kBd5baFReJU/n3+muvhcXGLTLND9HylB9897vxmVZP15N3Js8xS+Oe68WpYuuZ9Gpy/yx1ay0WpwAAAIBKKCWIFDtKCQDlKSUAAAAAAHmWr1LCv95JXsCdpW7lcXEq3z788MMwcsTwaX6AlrfMM/f347Otns4nbk+eY5bGvdePU8XW8/5ryf2z1K2plAAAAAD9oZQgUuwoJQCUp5QAAAAAAORZvkoJH76ZvIA7S91qP49T+bbFpptM88OzPGbeH8wdn231dP75luQ5Zmncd8M4VWw9H7yR3D9L3RpD4/MZAAAA8kIpQaTYUUoAKE8pAQAAAADIs3yVEia/nryAO0vdGvn/zfI3X3/9ND84y2tWHb9ifMbV0/nYzclzzNK430ZxqtjKlmxWV0oAAACA/lBKECl2lBIAylNKAAAAAADyLF+lhEmvJi/gzlK31uJxKp+6u7vDYuMWmeYHZ3lI9j9SL/izn4V11lgjnHDsseG5Z56Jz7i6Oh+9MXmOWRoP3CROFVvPh28l989St9qicQoAAACohFKCSLGjlABQnlICAAAAAJBn+Sol/PPl5AXcWerWXTJO5dPdd9wxzQ/NvirZD9NWWXHFsNcvdwuHH3JwOP7oo8NxRx31lYWGnbbdNhy47z5hv732CrvvsnPYYeutwrprrhEWXmhU7/8AnbrN1PnZsGHhn++9G5/ljNP5h+uT55ilccKmcarYej56O7l/lrpVx8UpAAAAoBJKCSLFjlICQHlKCQAAAABAnuWrlPCPF5IXcGepW3+pOJVPWVlg6h+afTnDfvLj8Ntzzg7Nzc3xFtM6euLE5O2ywsJXaWxsDH946KGw5267hv/50f9L3j7LKiuuEDo7O+OtZozOh69JnmOWpoM2j1PF1vOvd5L7Z6ldaZE4BQAAAFRCKUGk2FFKAChPKQEAAAAAyLN8lRLeeS55AXeWug2XjlP5NHLE8Gl+aDZ1FvzZz8Jbb74ZJ9Oefuqp5G2XX6ayvT+YPDlstdmmyfvIkpUeZqSOB69KnmOWpkO2iFPF1vPxu8n9s9SOV0oAAACA/lBKECl2lBIAylNKAAAAAADyLFelhO63nklewJ2lfuNl41T+1NXVTfMDsy/n3jvvjJNfrbu7O8w37w9LbjvXnN/sfUeESu2/914l95Flnrm/H15/7bU4VX0dD1yRPMcsTYdtFaeKrefTfyb3z1K74tg4BQAAAFRCKUGk2FFKAChPKQEAAAAAyLN8lRLefDp5AXeW+s2Wj1P5k/qheF/WWWONODV9KyyzdPI+Kik1TO2QAw9M3s+G664TJ6qv477LkueYpWniNnGq4D6dlNw/S+0KSgkAAADQH0oJIsWOUgJAeUoJAAAAAECe5auU8H9/TV7AnaV+ixXiVP5ccM450/zAbOrceN21cWr6dthm6+R9HHHoIXGicltvvlnyvm6+/vo4UV0d91ySPMcsTUdsG6cK7rP3k/tnqV1+TBwCAAAAKqGUIFLsKCUAlKeUAAAAAADkWb5KCa8+kbyAO0v9VuPjVP4csM/e0/zArC/z/mDu0NbaFqem79QTT0zez3prrRknKvfxvz4O8//4xyX3teRiP48T1dVx10XJc8zSdOT2cargPp+c3D9L7XJKCQAAANAfSgkixY5SAkB5SgkAAAAAQJ7lq5Twyl+SF3Bnqd9m5TiVP1/1rgTjl1s2TlTmkQcfTN7PT+efP070z8SDD0re3/133x0nqqf9jguT55il6Zgd41TB/fvD5P5ZapdeOA4BAAAAlVBKECl2lBIAylNKAAAAAADyLF+lhBcfTV7AnaVhu1XiVP5ssuEG0/zArC9bbbZpnKhMY2NjmHOO2ZP39fprr8Wpyn36ySfh29+co+S+ttli8zhRPe23n588xyzNx+4Upwqu5qPk/llqlxodhwAAAIBKKCWIFDtKCQDlKSUAAAAAAHmWq1JC1wt/SF7AnaVhh1XjVP6st/Za0/zArC8HHbB/nKjcwguNSt7X9VdfFSf6Z6nFFyu5r2H/+5PQ3d0dJ6qj/dZzk+eYpfn4XeJUwdV+nNw/S+2SSgkAAADQH0oJIsWOUgJAeUoJAAAAAECe5auU8NzDyQu4szTstHqcyp8N111nmh+Y9eXoww+PE5VbfeWV0vc1cWKc6J9dd9wheX+vvvxSnKiO9t+fnTzHLM2/2S1OFVzdJ8n9s9QusVAcAgAAACqhlCBS7CglAJSnlAAAAAAA5Fm+SgnPPpi8gDtLwy5rxqn82XSjDaf5gVlfjjj0kDhRuW233CJ5X9tssXmc6J/LL744eX/XXHFFnKiO9pvOSp5jluYTdo9TBVf/WXL/LLWLKSUAAABAfygliBQ7SgkA5SklAAAAAAB5lq9SwtP3JS/gztKw21pxKn+232rLaX5g1pdf7b9fnKjcob+akLyv8cstGyf658Xnnkve32EH/SpOVEf7DacnzzFL80l7xKmCa/g8uX+W2kWVEgAAAKA/lBJEih2lBIDylBIAAAAAgDzLVynhb/ckL+DO0rD7OnEqf46aeNg0PzDryw5bbxUnKnfBuecm7+tnw4bFif6ZNGlS8v6yd3eopvbrT02eY5aWk/eKUwXXWJPcP0vtuFFxCAAAAKiEUoJIsaOUAFCeUgIAAAAAkGf5KiX89a7kBdxZGvZYN07lz9WXXz7ND8z6svwyS8eJyj38wP3J+8ry73//O05V7uN/fZy8r1XHrxgnqqPt2pOT55il5bR94lTBNdUm9+/NmJFxCAAAAKiEUoJIsaOUAFCeUgIAwBDR3R263/hb6Lj74tB63sGhaeI2oWHnNULdBkuF2hXHhtolFvoiyy4c6tZaLNRvPT40HrhJaDll79B+w+mh65kHeq83ya2uztD95tOh466L4n5bf7Hf+kv+d7/FpmS5MdPud+pU+zXWxDvLIfvZz34zj/2G9n4AU+SrlPDEHekLuKekce8N4lT+PPv009P8wKwv887zgyn/1uiOU5X5YPLk5H1lue3mm+NU5V587rnkfa0wgMJEf7Rdc1LyHLO0nL5fnCq4lobk/r0ZrZQAAAAA/aGUIFLsKCUAlKeUAACQXz3vvdR7nUzjvhuG2kUXSl8n0p8MGx7qt105tJzzq9D17IO9RYeZ6T/77bdR7wWzyefcn9hvhrJfP2O/Gcp+/UzO9gP4slyVEjr/cmv6xXRKsv/HPa/a29rCt785xzQ/NOtL9s4H/fWjH86TvK9DDjwwTlQuKzKk7msg7+LQH21X/iZ5jllaztw/ThVca1Ny/96MWjAOAQAAAJVQShApdpQSAMpTSgAAZiktDSF8Oin0fPhWb8Jn73/xZ3ny+eTeC03rtxqfvi5kEJP9Bu3sF4Bmv2F7hsn2u/rEGbPf+EXsN9jsN2ixXxXYb9AyU/YDKCNfpYTHfp988czSuN8v4lQ+jRs7ZpofmvVl0436X6ZYfNFxyftac7VV40Tl9ttzz+R9rbbS+DhRHW1XHJ88xywtZ/W/XDEktTUn9+/NSKUEAAAA6A+lBJFiRykBoDylBACgcHp6Qvebfw/tt58fWk7bp/eXldatv2SoGTsqfZ1Flil/l81ksy2n7Rva77ggdL/1TO99zSjZhZ/Nx+wUakYsmH6OVU7DL9cKnY/eGJ/N4MvOpHe/kTNpv92m7Penm+KzGXz2q27s9/XYr7qxH0D15auUMOVFMfWCmaXxgI3jVD7tttOO0/zQrC9zfGO2cPcdd8Spymyx6SbJ+/rBd78bamtq4lRlll5i8eR9bTnlMaqp7bLjkueYJXv7oFlCe2ty/95M+ccpAAAAUDmlBJFiRykBoDylBACgEGo/Dh13/i40Tdw61C67cPp6igGkdvkxU+5zm9BxzyUh1H8WH2xw9fzj+dB06FbJx58Zqd9qxdD551vis/v6evc7zH4zKvbrH/vN2Nivf4q+H0B/5KuU8Mcbki+UWRonbBan8umu22+f5odmU2e+eX8Y7rzt1jg5fScce2zyfrIce8QRcWr67r3zzuR9ZJl48EFxqjpaLz0meY5ZWs87OE4VXEdbcv/eDB8RhwAAAIBKKCWIFDtKCQDlKSUAAENWd3fofOzm0HTQ5jPm3QVGLdhbHuh84vYwKO+gUP9Z77syZNd5JB9vJqdxnw1Cz7svxic7ANl+p+8Xan6a4/3+8UJ8sgNgv5ka+02H/WZq7Acw+PJVSnjk2uQLZJbsHyd51j3lH1ELLzRqmh+cTZ255vxm77spvP/++/EWX+3xxx5L3keW7N0Ssr+fnn//+99h3NgxyfvIcvnFF8fJ6mi96MjkOWZp/e0hcargOjuS+/dm2PA4BAAAAFRCKUGk2FFKAChPKQEAGHJam0L7jWeEunUWT183MQNSt+HSof3W80Job41Pqn+yMkXdquOS952rjFwwtF16bAhdnfGZV2ZI7XfZcfb7EvvlJPZLsl9OMsD9AAYqX6WEh65OvzhOSdMhW8ap/DrhuK9+h4O+/HDuucNev9ytbLEgKzgsNOUbQur2WbL/0fmJv/w5Tpd67ZVXwlKLL5a8bZY5vjFbeO/dd+N0dbT+7ojkOWZpveCwOFVwU76Zp/bvzfxKCQAAANAfSgkixY5SAkB5SgkAwJDR1Rnabz4rVxdr1q25WOi466LK3zmhtSk0n7RH8r4qysgFQ8POa4SWU/fp/Vh0PXFH6H7z6dDzr3dCqP04hLpPQvjs/dDz3kuh69kHQ8c9l/ReS9N44Cahdrkx6fusIA07rR56Jr8elyhjsPY7bd+p9vv7tPt9Oql0vwmb2q9M7BfZr3zsZ78BpOL9AL6mXJUSOh64MvmimCV7a7W86+zsLFsG+HIO3HefeMtSR0+cmLxNX7J3Xthi003CtVdeGSZNmhT++d674a7bbw8brbdumHOO2ZO36cuKyy4TH6V6Wi+YmDzHLFlhYZYw5R+zqf37AgAAAFROKUGk2FFKAChPKQEAGAqyCyjrN18+eY1EHtKw/Sqh+5W/xGebll20Wb/NSsnbl0vdyuN6LzLtevLOENqa470NQE9P6H7jb73vfFC/zcrJxyqX2qUX7r3I9av0fPBGqN96fPK25VK70iDvd9lxU55H/z/Ovftlz+Er2C8d+1XIfmVjvwLsV+b7A8BgyFcp4f7Lky+IWZombhOn8u2vjz8evvOtOaf5AdpX5YRjj423KvX5Z5+FeX8wd/J2Xze/OeaY+CjV03r+oclzzNJ60ZFxqvhS+/cFAAAAqJxSgkixo5QAUJ5SAgCQa831oeXkvZLXRgwowxcMtcuOCXWr/bw32X/P/iw5298MGx5azj0ohPbW+OT/q/ulP4XaFcemb5fM8N53N+j88y1Tbtwd72VwZb9BO/vY1o5bKPH4X5EpO7bfdGa8h//qfvmxULtCzvZ765nQcsreoWbsqMTjf0V69zsr3sN/2e/Lsd/XZb9E7Fdh8rxf6fcHgMGSr1LCPZekXwynpOmI7eJU/h1y4IHT/ADtq3LzDdfHW6Ttu8ceydt9nQxfYIFQX98QH6F6Ws87OHmOWVovOTpOFV9q/74AAAAAlVNKECl2lBIAylNKAADyqvv1p0L9L5ZJXhcx3fx0RGjYftXQcsb+oeOui3pLAeHzyb2/DbpE9mdT/i6byWZbTt8v1G+7cqgZNiJ939NJ/VbjQ8+7L8Y7D6Hrr3f148LO4b2/XDW7IHSGqfnoi18Q2o+LT1svnBhvPGW/J+/M/36/td/Usd9XxX6Dzn4lKfx+FxwWbwwwuPJVSrj74uSLYJamI7ePU/nX3d0ddtx2m2l+iJbKa6+8Em+RVldXF0YtOCJ524HmwvPOi/deXS3nHJQ8xyzZW8zNKlL79yX5j2gAAAAgSSlBpNhRSgAoTykBAMijjvsuCzVjRiavifjKjFwwNB2yZei4//IQ6j6J9/Q11P6r95egNv5q81Azon/vplC72EKh8083hc7Hbws1oyq7bVaE6H7x0fjgM17Px++GpqN2SD63VLJ3hej/fn+Mjzbj9Xzynv2miv2mjf2qy37TZlbYD2Cw5auUcOfvki+AWZqO2TFODQ1ZMeH4o48O3/32t6b5YVpfvjfXXL0z0/PoIw+Heb73veR99DcbrLN2RY85GFrOnpA8xyxtVxwfp4qvZv7hyY9BltDVGacAAACA6VFKECl2lBIAylNKAADypvXio5LXQnxV6lb/eWi78jch/PvDeA9V8Omk3l+UWTt+keRz+FoZueAXzz8n13p0PnF7qFt10fRzHUiy/a46IbvgKT7CzNW732o/Tz/XgcR+M5T9+hn7zVD2+29aLzk63gpgcOSqlNB++/nJF78szcfuHKeGlueeeSZss8XmvSWEqX+otsiYhePE9D38wP3hx/P9aJrb9zcrr7B87zsvzCgtZx6YPMcsvf9Im0XUDCtTSujsiFMAAADA9CgliBQ7SgkA5SklAAC50dMTWk7dO3kdRCp1K48L7TefFUJHW7yDGaC1KbRdd0qoXX5s8jn1N3XrLhm6X3sy3nmO1P4rNB64SfI59ye53a/mI/tVEPvNJParKPabSfqxX/sdF8YbAXx9+Sol3Hpe8oUvS/Pxu8SpoWnSpEnhoAP2Dz8bNqz3h2prr7F6/JvKPP3UU2HM6IWm+cFcJZl9ttnCHrvsHJqbm+M9zRgtp++XPMcsbVefGKeKr2b4iOTHIMsM/Qc3AAAADHFKCSLFjlICQHlKCQBAXjSftEfyGoiSDF8wtJ53cAhNtfGWM0HdJ6Hl1H1Czfxf/Qslp5eGPdbtvfg/t3p6QutvD0k+90oyJPab8nmUeu6VxH4zmf3Kxn4z2aywXyXfH0YsGLqefyTeCODryVcp4ZZz0i98U9L8693i1NDW3d0d/vr44+H+u++Of1K5rFhw2EG/Cj+Zb75pfkD3VVlx2WXCbTffHG89Y7Wctm/yHLO0XXNSnCq+7Jt26mOQJbS3xikAAABgepQSRIodpQSA8pQSAIA8qPTizfpNlgvd//fXeKuZr+u5h0Pdeksmn2u5NE3cZsj8wsn2m86a8pz7V74Ycvv1s1xiv/ywX2nslx+zxH7T+f5Qt+q4ED6fHG8BMHD5KiXcnL0Apl/4mk/YPU6RlRPuuPXWsN9ee4UVllkmjB45MgxfYIGwyJiFwwbrrB0OPuCA8MRf/hynZ46WU776rfrarz81ThVfzcgypYS2GfvuFQAAADCUKSWIFDtKCQDlKSUAADNb++/PTl778OU0H7dLCK1N8VY50vB5aDp0q+RzTqXpyO2y3zwabzw0tN9+/pTnXtmFtU1Hbh9CV2e85dDQfscFU567/bLYL3/s99/YL38q2a9xwiZxGmDg8lVKuPGM5AteluaT9oxTDAXZeaXOMUv7DafHqeKrGVWmlJDHf4QDAABATikliBQ7SgkA5SklAAAzU9ff7w81w0ckr334T+YfHtquOSneIr9aLzoi/fy/lPabzoy3GFrarj05uc+XEzo74i2GlrbrTknu8+XYL5/s90Xsl0/2m/K9744L4zTAwOSrlHD9ackXuywtJ+8VpxgKsne2SJ1jlqH6D7eBqBk9MvkxyBJaGuIUAAAAMD1KCSLFjlICQHlKCQDATPPppFC70iLJ6x7+k5+OCB33Xx5vkH/tt5yT3uNL6fngjXiLoaXl1H2S+0ydnneei9NDj/3sl2f2s1+eTW+/2mUXDuHzyXEaoP9yVUoo18bKXhAZOpp/88vkOWZpv/msOFV8NWPKlBKaauMUAAAAMD1KCSLFjlICQHlKCQDAzNI4YZPkNQ//ybARoePBq+L00NFy5gHpfb6UIamzI7nLlzNk2a83Q5b9ejNk2a83Q9aU/Rp2XSu5U1+yX0YNMFD5KiVcc1LyhS5Ly+n7xSmGgubjd02eY5b2W8+NU8VXO25U8mOQJTTWxCkAAABgepQSRIodpQSA8pQSAICZoePO3yWvd5g62bsODFW1K07nHSCmpPnYneP00NL13MPJfaZO5yPXxemhx372yzP72S/Pej58K9QuOTq5V2+GDR/S7wYBzFz5KiVcdUL6hW5KsoYyQ0f2j7LUOWZpv+23car4ahddKPkxyBIaPo9TAAAAwPQoJYgUO0oJAOUpJQAAM1zNR6F2uTHJ6x360nLmgXF46Ert9eX0fPrPOD20TO+3YWcZyhp2s99QZj/75VnR92u/44LkTn1pOnybOAnQP/kqJVzx6+SLXJaWs4b+P2RmJU3H7Jg8xyzZN7VZRe1iZUoJ9Z/FKQAAAGB6lBJEih2lBIDylBIAgBmt5eS9ktc69KXhl2uH0NUZp4ewhs+T+305Q1JPT3KXqdP5l1vj8BBkP/vlmf3sl3PZ9/HUXr2Zf3joee+lOAlQuXyVEi4/Lv0iNyUt5/wqTjEUNB21Q/Ics2Rv7zerqF2iTCmh7pM4BQAAAEyPUoJIsaOUAFCeUgIAMCNlFyLW/HRE8lqHLLVLjg49H70dp4e+zj/fktxz6nS/8pc4PbS033JOcp+pM5TZz355Zj/75Vn3q49P2WF4yU59aTl17zgJULl8lRIuPTb5Apel9byD4xRDQdOR2yXPMUvHPZfEqeLL/iGe+hhkCbUfxykAAABgepQSRIodpQSA8pQSAIAZqemYHZPXOfSl/fbz42Rx1K25WHLXqTNUpXaZOuHzyXFyaErtNHXsl2+pnaaO/fIttdPUsV++NR26VXKvLLWLLRRCc32cBKhMrkoJrRcflXyBy9L620Pj1OB7/LHHwuUXXxyuuuzScM0VV4Trr74q3HjdteHmG64Pt950U7jj1lvDXbffHu69885w/913hwfvuy888uCD4dFHHg6P/fGPvbf/6+OPh6f/+mR45umnw/PPPhteeuGF8OrLL4XXX3stvPXmm+Ef77wT/vneu+GDyZPDx//6OHz+2WehtqYmNDY2hrbWttDZ2Rm6u7vjMxr6miZukzzHLB33Xhqniq92qTKlhJqP4hQAAAAwPUoJIsWOUgJAeUoJAMCM0jP59bLvktCw8xpThnridIG0tyb3nTo97zwXh4eW9lvPTe7Tl8Z9N4qTQ1P7recl9+qL/fLNfvbLs6Lv1/3qE8m9+jIr/fJpYHDkq5Rw0RHJF7csrRccFqcG3y47bD/ND7xmZmafbbbe/2H529+cI3znW3OG7801V/jBd78b5pn7+2HeeX4Q5pv3h+F/fvT/wk/mmy/M/+Mfh2H/+5Pw0/nnD8MXWCAs+LOfhZEjhoeFRi4YRo8cGcaMXigssvDoMG7smLDo2LFhsUXHhSV+vmg49ogj4ubV03TY1slzzNJx/+Vxqvhql104+THIEv79YZwCAAAApkcpQaTYUUoAKE8pAQCYUVrOnpC8xqEv3S/+MU4WT7nds98mHdqa4+TQk9pp6gx1qZ2mzlCX2mnqDHWpnabOUJfaaeoMdamdps5Ql9pp6gx1DbutldwrS+MBG8cpgMrkq5Rw4cTki1uW1gsPj1ODb6dtt53mB15Fz2477Rg3r56mQ7ZMnmOWjgeujFPFV7vcmOTHIMtQf/smAAAAmJGUEkSKHaUEgPKUEgCAGaK9tex1Do0TNo2DxfXlnduuOSn+zdDWuPcGJbv9J2NGxamhy35Dm/2GNvsNbR13X5zeLabtqhNC95tPF/NdkoBBl69SwgWHJV/YsrRedGScGnw7bLP1ND/wKnp232XnuHn1NB28RfIcs3Q+fE2cKr7a5cuUEj57P04BAAAA06OUIFLsKCUAlKeUAADMCJ2PXJe8vqEvXc8/EieLq+Xcg77Y9e/3xz8php5P3pvmLOvWWCx0/fWu+LdDn/2GNvsNbfYb4ppqe8sVU++YSnYdZNNR24fOh64OobUp3hhgWvkqJZx3cPIFLUvrJUfHqcG3/VZbTvMDr6Jnz912jZtXT+OEzZLnmCX7R+ysonaFscmPQZbw6aQ4BQAAAEyPUoJIsaOUAFCeUgIAMCM0Hb5N8vqGLPXbrhynGKpaf3tI6PnH8/H/Kh77DW32G9rsN7Q1/mrz5Pf+r0rtYguF5l/vGrpf+Uu8B4Av5KqU0Nc2TqXt0mPj1ODbdsstpvmBV9Gzzx67x82rp/HATZLnmKXzjzfEqeKrXfGrSwk9n/4zTgEAAADTo5QgUuwoJQCUp5QAAFRdR1vvRYap6xuytN90VhwEAIok+x6f+t5fSRp2Wyt0/uXWeE/ArC5fpYRzJiRfuLK0XX5cnBp8W2++2TQ/8Cp69ttzz7h59TTuv3HyHLN0/ummOFV8teMXSX4MsvR8/G6cAgAAAKbn/8/evcdLOa//H//Pd9vbttnY9ra3XVi1khIl0ZFISiohlfOxHYVQEiWkA0rKKUlESJFI5RAhhyiEdnIolZC05rDWrNMcru/6jM9sa9U198xarVnrnntez8fj/fj9vts195rPfdc0a+77PTelBEK8HUoJAOCMUgIAAMi0yEeL1Wsb4jm0kUjBj3YSAAB4SeTDl/V//6uR4CVdJPLJ63aLAHKVu0oJk69VX7BMSmfdYadqX7+zzqxywsvrufrKQXblmVM4uJd6HE3Cb8+zU97nP6GFug9MYj99a6cAAAAAAEAqlBII8XYoJQCAM0oJAAAg00oeHqle22ASvKKbnQIAAJ4Tjar//tckRaMvFPl1i90wgFzjrlLCPUPUFyqT0ifutFO174ctW2TtF1/I52vWyCerVsmqlStl5QcfyAcrVsi7y5fL22++GT/x/carr8rSV16RJYtelkULF8rCF16QBfPny/Nz58q8Z56RZ556UubMni1PzpolT8ycKTOnT5dHH35Ypj/4gDw0bZo8MGWKTJ08Wabcc49MmjhB7h4/XibeeadMuON2GTvmVrlj9GgZc8stcuvIkXLLiBtl5PBhMuKG62X4dUPlhmuukeuuHiLXDr4qXioYPHCgDLr8Mhl46SVy+cUXyaUXXiAXn3+eXHTuuXJB/35yXr9zZEDfs+N3geh7Zh85+4zecmavntKn5+nx55VphVeerh5Hk/C7z9sp7/N3digl/PiNnQIAAAAAAKlQSiDE26GUAADOKCUAAIBMKxzcU722waT00TF2CgAAeJH2739N42vfXMKvzbZbBpBL3FVKuGuw+iJlUjp7nJ1CNij8z2nqcTSJrFhgp7zPf9JR6j4wiW392k4BAAAAAIBUKCUQ4u1QSgAAZ5QSAABAppkLCLVrG0wiq1+zUwAAwIu0f/93N6GxV4iUFNmfACAXuKuUMPFK9cXJpGzORDuFbBAc2F09jiaRD16yU97nP/lodR+YxLaut1MAAAAAACAVSgmEeDuUEgDAGaUEAACQUb9uUa9riKdhI5HioB0EAABepL4HqJSy+VPtNaF5u/w3pwTPO0FiP35jfwoAr3NVKSE0/j/qC5NJ2dN32ylkg+BlXdXjaBL5cJGd8j5/F4dSwg9f2SkAAAAAAJAKpQRCvB1KCQDgjFICAADIpMinb6jXNZj4T29jpwAAgFf5T2utvg9IJCG2cY0U3zVYCpo1Uee0+E86SqLrP7JbAOBl7iol3HmF+qJkUvbsJDuFbBC85BT1OJpEPlpsp7zPf0pLdR+YxLass1MAAAAAACAVSgmEeDuUEgDAGaUEAACQSeVLH1evazApvPoMOwUAALwqePmp6vuARHbxy6bfygl5jdX5neM7tqlE17xlHwzAq9xVShh7ufqCZFI2d7KdQjYIXtRFPY4mkVVL7ZT3+bs6lBI2fWmnAAAAAABAKpQSCPF2KCUAgDNKCQAAIJPKnr5bva7BJHTH5XYKAAB4VeHgnur7gESSiX27WoJXdFMfs3N8xxwu0c+X20cC8CJ3lRJuv1R9MTIpm3+fnUI2CF54knocTSKfvG6nvM/frZW6D0xim76wUwAAAAAAIBVKCYR4O5QSAMAZpQQAAJBJJTNGq9c1mBTfd72dAgAAXlXtOyVUFotJ2Zy7pKBJvvrYyvG1bSax7z6xDwTgNe4qJYy5WH0hMil7fpqdQjYInneiehxNop8ts1Pe5+9+jLoPTGLff26nAAAAAABAKpQSCPF2KCUAgDNKCQAAIJNKpg1Tr2swKXlklJ0CAABeFeh1nPo+IJF0RP/7vvi7Jv8S50TMNZWyY6t9FAAvcVcpYfRF6ouQSdmCB+wUskFgwAnqcTSJrnnLTnmf/7TW6j4wiW1cY6cAAAAAAEAqlBII8XYoJQCAM0oJAAAgk0qm3qBe12Bi7qIAAAC8reDgvF3eA1RO2n7dIsGLTla3UTnBgd1FImH7IABe4apSQtGoC9QXIJPyFx+yU8gGgX4d1eNoEv3iHTvlff4eDqWEDZ/ZKQAAAAAAkAqlBEK8HUoJAOCMUgIAAMikkgduVK9rMCl5aKSdAgAAXlU2b4r4T2mpvhfwd2lpp9JUHJTCwT3VbVWOef8BwFvcVUq4+Xz1xcek/OVH7FTte+C+++SGa66RYUOHyogbrpeRw4fJLSNulFE33SRjbr5ZHpw61U7qftm2LT4z/f77ZcaDD8rM6dPl8UdnyOzHHpM5Tzwuzzz1pMx9eo7Mf/ZZWTB/vix84QVZ9OKLsvill2TpK6/I60uXypuvvybLly2Td5cvl/fffVdWvv+erFq5Uj5ZtUrWfPqpfPn5Glm3dq18vX69fPftt7Jp0yb5YcsW+fmnn+XX7dvF7/dLYWGhlJaUSjhc/w2ywDkd1ONoEl37np3yPv/px6r7wCT23ad2CgAAAAAApEIpgRBvh1ICADijlAAAADKp9LHb1OsaTIonX2unAABAzikpEvFvs/9HNZSGpHBQD/W9xf/SME8iq1+zDwDgBe4qJdw0QH/xqUj5ohl2qvad1KljlRNeO6dliyPtpM6UCLTH1Xf+sMce8Q+p9/7TH+Uve+0l++69t+y/zz5y791322eeOYGz2qnH0SS67gM75X3+nm3UfWAS+3a1nQIAAAAAAKlQSiDE26GUAADOKCUAAIBMMt+OrF3XYFI0+kI7BQAAUA2FBRLo30l9f5GIv0freIEBgDe4q5Qwor/6wmNSvnimnap9J3boUOWE18455uij7KTO3N1Ae5xbc8+ECfaZZ07gjOPV42gSXb/STnlfoPdx6j4wiX6zyk4BAAAAAIBUKCUQ4u1QSgAAZ5QSAABAJoXffEa9rsEkOLC7nQIAAKie2I/fiK/jkep7jERKHhxhpwFkO3eVEob3U190TMqXzLJTte+E9u2qnPDaOa1bHm0ndW+/+ab6OLdm8l0T7TPPnEAvh4vxv/7YTnmfYzkjh/YDAAAAAAC7i1ICId4OpQQAcEYpAQAAZFL0v++r1zWY+Ds7f5EnAACAk8jKV6SgYSP1fUY8TfMltvVrOw0gm7mrlDCsr/6iU5Hwa7PtVO3r2Pb4Kie8dk6bVi3tpE47Ke7mTLnnHvvMM8d/ehv1OJrEvvvETnlfoE9bdR+YRNd/ZKcAAAAAAEAqlBII8XYoJQCAM0oJAAAgo4p86nUNiciOrXYQAACg+orvu159j5FIaMzFdhJANnNVKaHwurPUFxyT8OtP2ana1/6446qc8No5x7U+xk7qXl+6VH2cWzN18mT7zDPH3721ehxNYhs+s1PeFzjLqZSw0k4BAAAAAIBUKCUQ4u1QSgAAZ5QSAABApvm7H6Ne22ASXv6cnQIAAKiBshLx90z+RdcFhzaS2KYv7DCAbOWuUsLQPvoLTkXCy562U7Wv3XFtqpzw2jltj21tJ3VLX3lFfZxb88CUKfaZZ47/1FbqcTSJff+5nfK+wNnt1H1gEv3qQzsFAAAAAABSoZRAiLdDKQEAnFFKAAAAmVY0or96bYNJ8ZTr7BQAAEDNRN57UX2fkUho/H/sJIBs5a5SwjVnqC82JuHlc+1U7TupU0f52377yf777CP77r23/GWvvWTvP/0x/gHvH/bYI15acLJk0ctVTpi5PQ9OnWqfeeb4T2mpHkeT2KYv7ZT3Bfq2V/eBSXTdB3YKAAAAAACkQimBEG+HUgIAOKOUAAAAMq30qQnqtQ0m5gsZAQAAdlfhkN7qe414mjcR8f1sJwFkI3eVEgb31F9sKhJ+e56dcp/SklLZuGGDfL1+vaxbu1bWfvGFfL5mjXyyapWsWrlSVn7wgXywYoW8u3y5vP3mm/GT6K8vXRq/w4IpNCxauFAWvvCCLJg/X56fO1fmPfOMPPPUkzJn9mx5ctYsefzRGTJz+nR59OGHZfqDD8RLBeZuB1MnT5Yp99wjkyZOkLvHj5eJd94p426/TcaOuVXuGD1axtxyi4y66Sa5ZcSNMnL4MLnx+utk2NChsvL99+wzzxz/yUerx9Ek9sNXdsr7Auc4lBLWZv44AAAAAADgFZQSCPF2KCUAgDNKCQAAINOiX32oXtuQSGzjGjsJAABQM9E1b6nvMxIpe3aSnQSQjdxVSrjqdPWFxiT87vN2CtnAf0IL9TiaxLZ+bae8L9Cvo7oPTKJfrrBTAAAAAAAgFUoJhHg7lBIAwBmlBAAAUBecvoCy5KGRdgoAAKDmggO7q+81TILnn2inAGQjd5USBp2mvtCYRFYssFPIBr6OR6rH0ST207d2yvsC/Z1KCe/aKQAAAAAAkAqlBEK8HUoJAOCMUgIAAKgLxXddpV7fYOLv0lIkEraTAAAANRN+/Un1vUYisR++spMAso2rSglODajIBy/ZKWQDX/vm6nE0if3yvZ3yvsCATuo+MIl+8Y6dAgAAAAAAqVBKIMTboZQAAM4oJQAAgLoQ+eR19fqGRMqXzLKTAAAANVReKr52ya8vLZsz0Q4CyDbuKiVc3lV9kTGJfLjITiEb+No2U4+jiWzfbKe8L3DuCeo+MIl+vtxOAQAAAACAVCglEOLtUEoAAGeUEgAAQF0J9GqjXuNgEujXUSQWs5MAAAA1Exp7hfpew6Tw2j52CkC2cVcp4dJT1BcZk8hHi+0UsoHv2CPU42giO7baKe8LnudQSljzlp0CAAAAAACpUEogxNuhlAAAziglAACAulI6e5x6jUMi3C0BAADsrvA789X3GSa+loeLRKN2EkA2cVcp4eIu6ouMSWTVUjuFbOA7pql6HE3E95Od8r7g+Seq+8Ak+tkyOwUAAAAAAFKhlECIt0MpAQCcUUoAAAB1Jvir+I45XL3OwcTftZVISZEdBgAAqIHioBTkN1bfa5hE139kBwFkE3eVEi46SX2BMYl88rqdQjbwHZX8F1QJbLdT3he80OHP9Kdv2CkAAAAAAJAKpQRCvB1KCQDgjFICAACoSyXThqnXOSRSMvUGOwkAAFAzwYtOVt9nmJQvfNhOAcgm7iol8K3ynlHQvIl6HE2ksMBOeR9FGwAAAAAAagelBEK8HUoJAOCMUgIAAKhTvp/F17qpeq1DPIc24joeAACwW4onXqW/z6hI8X3X2ykA2cRVpYTAuSeoLzAm0TVv2SnvKCwslLfffFOm33+/3HDNNXJW717S4fjjpM0xraTlUS3kmKOPkuNbt5YuJ54gfc/sI4Muv0zG3HKLLJg/X3bs2GG34k4FTfLV42gioYCd8j6nNl9k9Wt2CgAAAAAApEIpgRBvh1ICADijlAAAAOpa6eNj1WsdEvF3OyZeXqiO2Oa1Ujx+kP2/AABALit77l71PYZJ0Yj+dgpANnFXKaF/R/UFxiT6xTt2KruZIsLM6dOlZ/ducsC++1Y50Vad/GGPPeSIw5vIBQP6y6KFCyUajdqf4A4FjRqrx9FESorslPcFL+6i7gOTyKpX7RQAAAAAAEiFUgIh3g6lBABwRikBAADUufJSCfRqo17vkEjh4F4ikbB9QBLhcgmNH1TlcdGvP7b/EQAA5KrIey9WeX9QOcGLTrJTALKJu0oJ/TqoLzAm0bXv2ans9MOWLfECwYH771fl5FptJe+QQ+SmYTeIr6DA/sT6ZW7Vpx1HE/OLa64IXuJUSlhqpwAAAAAAQCqUEgjxdiglAIAzSgkAAKA+mC9b1K53qJzQ2Cvs9E782yRwVjv1MeYLHgEAQG6LfrNKfZ9g4u/R2k4ByCbuKiWcrf8yYhJd94Gdyi7mDgZ3jxsn/zroH1VOqmUqhzZoILNmPGJ/ev0paJCnHkeTlC15Dwleeoq6D0wiHy22UwAAAAAAIBVKCYR4O5QSAMAZpQQAAFBfiiddo17zUDnFk6+10xXKSiR4QWd1rnIAAEBui23bqL5HMPG1a2anAGQTd5US+rRVX2BMoutX2qns8eXna6TNMa2qnEyrq1x47gApLCy0z6TuaccwEYnF7JT3BS/vqu4Dk8jKV+wUAAAAAABIhVICId4OpQQAcEYpAQAA1JuyEgkM6KRe91A5xROvktLHblf/mxb5dYv9AZl1Qvt20v64Nmqm33+/nQIAAHUusF19j2Dia3m4HQKQTdxVSuh9nPoCYxL9+mM7lR1eW7JY/v3Pf1Y5kVbXaVfxC9SOHTvsM6pD0ah6DBPJJcErTlX3gUnkw0V2CgAAAAAApEIpgRBvh1ICADijlAAAAOpTbMs68bVtpl77UNMUjb7Qbj2z9v7TH6v8vlk5t4y40U4hW9XnF7YCAHZTkU99jxBP8yZ2CEA2cVUpwX/6sfoLTEVi331ip9zPnCQ/8ID91V9o6jr1UkwIl6vHMJ6GeXYoNwQHdtP3Q0UiH75spwAAAAAAQCqUEgjxdiglAIAzSgkAAKC+RT5eIgX5jdXrH2qaukApwZvC4bCMGjFCup7U2f4vAICss2Or+v7AxNfmCDsEIJu4q5RwWmv1BcYktuEzO+VuGzds2K07JJgyQ9P8fDmy2RHxNGncSP759wPV2XTT67Tu9tnVkdKQegzjyWtkh3JDcGB3fT9UJPLBS3YKAAAAAACkQimBEG+HUgIAOKOUAAAA3KB86ePxL6PUroGobkK3X2a3mlmUErxn0YsvSovmzeLHsP1xbez/CgDINrFNX6rvEUz8Jx9tpwBkE3eVErq1Ul9gTGLff26n3CsajcqpXU7e5ZeYZGnwr3/JWb17yQNTpsjbb74pv2zbZre0q1+3b5fly5bJjAcflCsuuViOPKKpus1kmTD2DrulOlAcVI9hPPmN7VBuKPzPafp+qEjk/YV2CgAAAAAApEIpgRBvh1ICADijlAAAANyifOHDUtCgZsUE3/HNJPbdJ3ZLdYNSgnds2rRJ+vY5Q/6wxx7/O4aUEgAge0U+fUN9v2AS6NfRTgHIJu4qJXRtqb7AmMQ2r7VT7jVp4oQqv7wkS/vjjpMF8+fHSwy7Y82nn8rggQNl/332UX9O5ZiTeOvW1tE+LPKpxzCepvl2KDcUDnIoJbz3op0CAAAAAACpUEogxNuhlAAAziglAAAA14jFxNehuXodRLIE+rYXKSywG6hblBKyn7m+asIdt8s//37gLseQUgIAZK/yJY+p7xtMCgf3tFMAsom7SgknH62+wJjEfvjKTrnT9xs3yN/222+XN7+V0/iww+Tp2bPtI2rPd99+Kxf076f+zMo5s1cdvVAHf1WPoYmvRRM7lBsKr+yh7geT8IoX7BQAAAAAAEiFUgIh3g6lBABwRikBAAC4RfH4Qeo1EMkS27bRPrJ+UErIfheff556/EwoJQBA9ip5eKT63sEkdOcVdgpANnFXKaFzC/UFxiS29Ws75U7DrxuqvvlNpMPxx8kPW7bY6cyY/dhjjndNMB9Yf7Z6tZ3OIN/P6jE08bU83A7lBtPY0/aDSfjd5+0UAAAAAABIhVICId4OpQQAcEYpAQAAuEHJ1BvU6x+0lM2/zz6qflFKyH7mS1i142dCKQEAslfRsHPU9xAmpbPH2SkA2cRVpQRfpyPVFxiT2E/f2in3CYfDkp93mPrm1+S41sdIIBC005n14vPzHX+hGjxwoJ3MoIIf1WNo4mvd1A7lBsdSwjvz7RQAAAAAAEiFUgIh3g6lBABwRikBAADUt7K5k9VrH3ZOoG97kR1b7aPqH6WE7EcpAQC8yd/5KPW9hEnk/YV2CkA2cVcpoUNz9QXGJPbL93bKfeY88bj6xtfk4IMOknVr19rJujHm5pvV52JyWMOG8RJFRv26RT2GJr7jj7BDuaFwSC91P5iE355npwAAAAAAQCqUEgjxdiglAIAzSgkAAKA+RT5aLAV5jdRrH35PnpQ+cad9hHtQSsh+lBIAwHti332qvJf4PeLfZicBZBN3lRLaNlNfYExk+2Y75T59+5yhvvE1mTl9up2qO9FoVLqceIL6fEyWLHrZTmbIL5vUY2jia9fMDuWGwqt7q/vBJLz8OTsFAAAAAABSoZRAiLdDKQEAnFFKAAAA9eaXTeLrdKR63cP/cmgjKV80wz7AXSglZD9KCQDgPaWzx+nvKSoSOLudnQKQbdxVSmhzhPoiY+KmW7vtrOVRLdQ3vi2aN4sXBOrDa0sWq8/JZMQN19upzIj9vEE9hibmbhi5pPCaM9T9YBJePtdOAQAAAACAVCglEOLtUEoAAGeUEgAAQH0pHNpHvebhf2nYSMqXzLLT7kMpIftRSgAA7wlecor+vqIixXcPsVMAso27Sgmtm6ovMibi+8lOuUtpSan8Za8/qW987x4/3k7Vj3YVb7y153XKSZ3tRGbEfvxGPYYmpj2fSwqvTf7LefjNZ+wUAAAAAABIhVICId4OpQQAcEYpAQAA1IfyFx9Sr3eonLJ5U+y0O1FKyH6UEgDAW2Kbvqh4D5G3y3uKRCIrFthJANnGXaWEloerLzImEthup9zlnbfeUt/0mqxbu9ZO1Y/h1w1Vn9eRRzS1E5kR27pePYYm/pOOslO5oXDomep+MAkve9pOAQAAAACAVCglEOLtUEoAAGeUEgAAQJ0r+FF8bZup1zskUjz5WjvsXpQSsh+lBADwluL7rlffV5j4jm0qEi63kwCyjatKCQXNm6gvNCZSWGCn3GX6/ferb3oPbdDATtSfuU/PUZ/bgQfsbycyI7ZlnXoMTfxdjrZTuaHwurPU/WASfmOOnQIAAAAAAKlQSiDE26GUAADOKCUAAIC6Vjx+kHqtQyLBK7qJRMJ22r0oJWQ/SgkA4CFFPvG1OUJ9b2ESGnu5HQSQjdxVSmiar77QmEgoYKfc5e7x49U3vR3bHm8n6s/GDRvU52ZSWFhop2rfb7fX0Y+jv2tLO5Ubiq4/W90PJuHXn7JTAAAAAAAgFUoJhHg7lBIAwBmlBAAAUJdiG9dIwaGN1GsdTHytm0rsx2/stLtRSsh+lBIAwDtKH7tdfW+RSPSzZXYSQDZyVykhv7H6QmMiJUV2yl3uGD1afdN7ykmd7UT9McUD7bmZ/PzTz3aq9sV/OVWOoYm/Wys7lRuKbnAqJTxppwAAAAAAQCqUEgjxdiglAIAzSgkAAKAuFY2+UL3OIZGyF+63k+5X01KCr6BAZk6fLuf3O0faHddGGv77YNl/n31kz//bQw7Yd19p8K9/SZtjWknfPmfIPRMmyPcbN9hHZr9QKCQvPj9fRtxwvZzW9RRp0byZHNawoRyw31/j6993773ln38/UI44vImc2KGDXDCgv0ydNEnWfvGF3ULtckMpwVyDNXfOHBk8cKCc0vlEad60qRx04N/kL3vt9b8/E4c0+Lcc37q1nH1Gb7l73Dj58vM19tHusX7dOhlzyy3Ss3u3+BrMcfzzH/esWMef5J//+LsceUTT+H8bddNN8dmaWvPpp3LTsBukW5cucnh+YznwgP3jv9P8bb/94r/XtDqqhfQ/+yx54L77ZNOmTfZRADzP97PjXRIC/TvaQQDZyl2lhLzkLWspL7VT7jLhjtvVN70ndmhvJ+rP1q1b1edmktE7JXz3qXoMTfw9Wtup3FA0rK+6H0zCr822UwAAAAAAIBVKCYR4O5QSAMAZpQQAAFBXYlvWOd4lIXhxl4qhmJ12v+qWEj5fs0YG9D07fvG09phkMRemm4vVzcX82WrpK6/IWb17yYH7V2/tlXPM0UfJzTcOl1+2bbNbTV9Zaakc1bz5LjEX/2s/y8QURbTHJPLJqlV26zVjPpM0JYOa7hNTUjClFbO22vSvg/6h/jxTEtEsWfSydDnxBPnDHnuoj9Ni/kx3PamzrHjnbbuV1BbMny+d2rdTt5cs+/x5L7mgfz9Zt3at3QoAryq+a7D63iKR8pcfsZMAspW7SgkN8tQXGxOJhO2UuzwwZYr6him/UZ6dqD9vvv6a+txMwzWTYt+uVo+hib9nbt02rWjYOep+MClf+ridAgAAAAAAqVBKIMTboZQAAM4oJQAAgLpSfO9Q9RqHRKKfLbOT2SHdUoK5O8Cgyy+Lf2O8NludmLsLfL1+vd2y+63++GM5+YRO6lpqGlPquPrKQRIIBO1PSa20pFTd1u7k3eXL7darx5QZzAX52jZrkvy8w+TRhx+2W9996ZYSzBfamlKFNptuzO8i5q4ZTjZv3ixn9OihPj7dmM+CHpw61W4RgNdE17zleH1w/MuuXXqNMID0uauUoLzYJOLWlvUbr76qvlEyMW/s6tPYW29Vn1emP7SOrv9IPYYmgd7H2ancUHRjP3U/mJQvmWWnAAAAAABAKpQSCPF2KCUAgDNKCQAAoE6UlYivbTP1GgeTwqFn2sHskU4pYc2nn8a/VV+bqWkOPuig+J0H3G7unDlywL77qmuojTRp3CjtYoBbSgmjbrpJ9t276ucUtZXTTu1ao7tI7CydUoK5w0Hjww5T52qS/mefZbdcldnHeYccoj6mJrnhmmvslgF4RigggV7Hqe8tEilfNMMOA8hm7iklxGLqi00ibuUrKFDfIJnMnD7dTtWPZA1U0+TNpOhXH6rH0CTQp62dyg1FI/qr+8GkfMljdgoAAAAAAKRCKYEQb4dSAgA4o5QAAADqQvj1p9TrGxKJfPK6ncweqUoJ5stI//3Pf6r/fXez/z77xLfvVg/cd5/j/qmtHLDfX2XRwoX2pyZX36WEwsJC6dm9m7qd2kzTJk3id6fYHalKCaYQY+5Woc3sTq6/5ur49hOWLHpZDty/9n9OfV9zB6B2hW69WH1fkUjwgs6u/dJyANXjnlJCuFx9wYmnYSM75E6HNWyovkHq1L6dnah73337rfxlr73U5zXkP/+xU5kR/e/7+nGsSKBvezuVG4pGDFD3g0n54pl2CgAAAAAApEIpgRBvh1ICADijlAAAAOpC0U3Jr3EInHuCncouThfdD+h7tvzzH39X/1ttxXyD/A9btthn4x6vL10qf/7jnupzzkTMRfRrv/jC/nRdfZYSAoGgnNihvbqNTOSQBv+WlR98YH969TmVEj5euTJjf67Nn5m333wz/hzef/dd+effD1TndjcHHfg3Wb9uXfznAMhuZXMmqu8r/peGeRL9vPp3tQHgTu4pJZSV6C86JnmN7ZA7mVtraW+QTOqr8XzVwCvU52My48EH7VRmRL9coR/HigT6/X6bsFzg9At7+SuP2ikAAAAAAJAKpQRCvB1KCQDgjFICAADIuPJS8bU8XL2+waTs2cl2MLvszp0ADjxg//hF3pdeeIEMu/Zaue7qIXLRuefGL143v7dqj9Fy8fnn2WfjDuYC/GZND1efa+WYO0j07XOGjLrpJpnzxOPxux2889Zb8ubrr8nzc+fKuNtvk3PO7JP0Avmd061LF/sMdPVVSohGo3LKSZ3Vx++cP+yxhxxz9FEyZNAgmX7//bLwhRfiP2PxSy/JtCn3xo910/x89bE7xxRWNm7YYJ9F9STb5x3bHi8tWxyp/rdEDs9vLL1O6y6XXXShDB44MF7O6dSurfxlrz+p8zvnlM4nyo4dOxzXaX5/adOqpZzZq6dcccnF8evYzj6jtxx5RFN1XsvAiscByG7xOzA1bKS+r0ikeFLVO7AAyG7uKSWUFKkvOvFUvBlys+kPPqC+OTJp3rSp+AoK7GTdMG/+k90lwfyyVdM3tOkyzTX1OFYk0L+jncoNRSPPVfeDSfmiGXYKAAAAAACkQimBEG+HUgIAOKOUAAAAMi3y0WL12oZ4Dm0kUvCjncwuNSklHNuqZfxaoFAoZLeyK/Pfbhs1Shoe/C91G5VTF9fqVMe1g69Sn2ciZk1TJ0+OX6yfDlMmuPO2MfESh7a9yqnJl7uaC9u1bZm0P66Nnaq5gZdeom5755gvrTV3IUjHM089mbIcYNKu4vmHw2H7qPQlKyWY0oT2v5vfJ0zBJHGXA82v27fLoMsvS/l3xvwMU9bR/tvBBx0ko0aMkM2bN9ut7srcpcOUJ7THV46524Mp0ADITuG358Wv+1XfV9gEzjg+ft0wAO9wTykhFFBfeOJp1sQOuZN5A3TAfn9V3yCZmKZnum/Ud5e55Vt+3mHq8zDp2b2bncyc6Gdv6sexItl6O7+aKrr5PHU/mJS//IidAgAAAAAAqVBKIMTboZQAAM4oJQAAgEwreXikem2DSXBgdzuVfapTSvjH3w6If9t9dZiywfGtW6vbq5xbR460j6hfZaWl8QvHtedoYr79ft3atXa6ej5ZtSr+7f/adhMxBYPqymQp4aUFC5JeyJ/IQQf+TebOmWMfkT6zr80dArRtVs7I4cPsI9KX7t0pTMwxNZ+tpmvm9Ony5z/uqW7LKeaaNFNsSIe5js7cQUHbTuWYchCA7FO+9HEpaORcSCholi/R9ekVvQBkD/eUEoK/6i8+FfG1ONwOuddZvXupb44SMbdvq0mztTpMy7R1y6PVn5/IC/Pm2enMiXz6hnocTYIXdLZTuaHo5vPV/WBS/tJ0OwUAAAAAAFKhlECIt0MpAQCcUUoAAACZVji4p3ptg0npo2PsVPZJt5Rg3muZi+prYseOHdKkcSN1u4l0at/OTtevuU/PUZ+fyZ/2/IO889ZbdrJmVrzztvxlr73U7ZuY4oe5WL86MlVKMM+jaZMm6nYTaXzYYbIqzbsjJDPhjtvVbSey7957V7sIkm4p4egjm8vPP/1sH5W+yy++SN1esvznskvtI6vntK6nqNtL5LKLLrSTALJF6WO3S0GDPPX9ROXwhc6AN7mnlODfpr74mPhaur+U8PmaNY5vqk06d+wgn61ebR9Ru5YsetnxDgkmzZoeXid3bIisfk09jibBi06yU7mhaNQF6n4wKV/4sJ0CAAAAAACpUEogxNuhlAAAziglAACATPO1b65e22BirgPJVumUEg48YP/dvp7HfOO+tu1EzM9wg2sHX6U+P5NTOp9op3ZPqrsDLJg/306mJ1OlhIl33qluM5ED9vtrvGRRG5z2u8l5/c6xk+lJp5Twz78fKF+vX28fUT2/bNsW/2xG2+7O6XLiCfZR1Wf+3pnfdbTtmrTbzTthAKg7sS3r1PcQWkoeuNE+CoDXuKeU4PtJfQEy8bVuaofcLZ1bbplfdsxdE8zt22qDaSif2uVk9WftnHnPPGMflVmRj5eox9EkeHEXO5UbikZfqO4Hk/IXH7JTAAAAAAAgFUoJhHg7lBIAwBmlBAAAkFG/blGva4inYSOR4qAdzD7plBKmTp5sp3dPq6NaqNtPZPXHH9vJ+nPG6T3U52YyeOBAO7V71q9b53ih+Y3XX2cn05OJUoL5Utf8RnnqNhOZfv/9dnr3hcNhxz8f5otwN23aZKdTS6eUcPe4cXa6ZlLdxcDkgH33rdbz1rQ5ppW6bZN//uPvdgqAmxXfO1R/D6EkdMdl9lEAvMg9pYQdW9UXIRPf8c3skLuZ27Ed0uDf6puknWNuedbh+OPk5huHy8r330v71mTmTerSV16JN2iPa32M/GGPPdTt75wLzx1gt5B5kZWvqMfRJHhZVzuVG0KjL1L3g0nZggftFAAAAAAASIVSAiHeDqUEAHBGKQEAAPeLrHpViu+7XoqnXJd1KRp1gXpdg4n/9Oz+pvJUpYQWzWvvmqRbRtyo/oxE5j49x07Wn64ndVafm0l1v63fScsWR/5vu//42wHS8qgWctqpXWXgJRfL83Pn2qn0ZKKUYI6Ftr1EzOeOtW3+s8+qPyuRUSNG2MnUUpUSDmvYMO1r0ZK5Y/RodduVc+45fe10zZlr2rRtm5jr6wC4V2TVUvW9Q7KYL3iWaNQ+GoAXuaeU8Msm9YXIxNeuuR1yv4UvvBB/Q6S9UXKKeUx+3mHSqX27eCu5/9lnyfkVb/bN/9vrtO7xN7vmw+Z0Gtw7p2l+vvj9fvsMMy/y4cvqcTQJXnGqncoNoVudSgkP2CkAAAAAAJAKpQRCvB1KCQDgjFICAADuFdu20fGi/mxP4dVn2JVmp1TX2dw6cqSd3H0vLVig/oxEJk2cYCfrT8/u3dTnZnJ4fuPdvpA9wXzh6qsV+WHLFvu/1FwmSgl9ep6ubi+RF5+fbydrV/OmTdWfZ9K65dF2KrVUpQRT/thdC+bPV7ddOW+/+aadrrkxt9yibjuRX7dvt5MA3CL62TL1PUOqRD59w24BgFe5ppRgfknTXohMfB2OtFPZ4e7x49U3SfWRf/79QHl3+XL7zOpG5P2F6nE0CQ7sbqdyQ2jMxep+MCl7ofZu8wYAAAAAgNdRSiDE26GUAADOKCUAAOBC4XIpnT1OfC0PV68J8EpCd1xuF5ydUpUS1q1dayd3n/nCUO1nJDJy+DA7WX8uPv889bklMuzaa+2ke2SilHDwQQep2zPJO+QQO1X7hvznP+rPNNnz//aQzZs320lnqUoJtVGq+HzNGnXbiRx04N/s5O554L771O0nsvaLL+wkgHpV8b6nZNpw9b1CuvEdc7hEP6/ba1kB1C33lBJ++lZ9ITLxdWphp7LH2DG3xt8sam+W6irmDejrS5faZ1R3witeUI+jSeGg0+xUbgjddom6H0zK5k+1UwAAAAAAIBVKCYR4O5QSAMAZpQQAANwl8uEiCZzVVr0WwGspvu96u+rs5FRKaHjwv+xU7dl376q/31bO9ddcbafqz9TJk9XnVjnmW/YLCwvtI+pfbZcS3nj1VXVbiVwwoL+drH3Pz52r/sxEHpo2zU46cyolmOvVTEFmd5mChLb9RE7s0N5O7p6nZ89Wt5/I6o8/tpMA6kvpY7ep7xFqEt/xR0jsu0/slgF4jXtKCVu/Vl+ETPwnpX97KjdZ9OKLkp93mPqGKdM58oim8tnq1faZ1K3wO/PV42hSOLinncoNodsvVfeDSdn8++wUAAAAAABIhVICId4OpQQAcEYpAQAAd4j9+I0U3TRAvQbAqyl5ZJRdfXZyKiXU1kXVlf37n/9Uf5bJ4IED7VT9+WHLlpR3jzBp+O+DZcigQfLOW2/ZR9af2i4l3DF6tLqtRKbff7+drH2m7OH0JbcDL73ETjpzKiU0adzITu2eUCikbj8Rc9eN2jD/2WfV7SdCKQGof9G176nvEWoa/6mtRH7dYrcOwEvcU0rYsk59ATLxd2lpp7LPr9u3yzln9lHfNGUiB+z3Vxlxw/XxN4b1Jbz8OfU4mhQO6WWnckPojsvU/WBSNm+KnQIAAAAAAKlQSiDE26GUAADOKCUAAFDPykvj3xLsa9FEPf/v5ZTMGG13QnZyugD/7DN626naY96zaT/LxNyBwA169zhNfX7JknfIIdL/7LPk0Ycfjl8HVddqu5Rg1qJtK5Hly5bZycw4rGFD9eeanHxCJzvlzKmU0KldWzu1e0pLStXtJzJ08GA7uXsWvvCCuv1EKCUA7qC9R9idBAd2EwmX260D8Ar3lBI2fam++Jj4u7ayU9nrmaeelFNO6hz/0Fh7A7W7+cMee8hZvXvJ1+vX259Yf8JvPaseR5PCa86wU7khNPZydT+YlD13r50CAAAAAACpUEogxNuhlAAAziglAABQfyIrFoi/Zxv1vH8upOShkXZPZCenUsKgyy+zU7XHqZRwhUtKCatWrpS/7LWX+hxT5c9/3DP+mdx1Vw+R15Yslmg0areaObVdSjCP0baVyJuvvyYr338vY2l1VAv155o0bdLEPktnTqWEXqd1t1O7J1Up4daRtfPaQCkByA6+Y49Q3yfsnPDb80RCASkc3Ev975VTMvUGu3UAXuGeUsL3n6svPCb+bsfYqexnSgPDhg6Vpvn56hup6sR8AN2x7fFy26hRrigjJITfmKMeR5PCoX3sVG4Ijb1C3Q8mZXMn2ykAAAAAAJAKpQRCvB1KCQDgjFICAAB1L/bDV1I07Bz1fL9TCq/sIaWPjsmqFA7pra7FpHjytXaPZCenUsL111xtp2pPNpQSDHNBufYcq5uDDzpIzji9hzxw333yy7Ztduu1q7ZLCYfnN1a35YYcuP9+9lk6cyolXNC/n53aPalKCXePG2cndw+lBCA7hF9/Sn2fkEjJAyPspFUaqnhPdLo6+780yJPIx0vsAwB4gXtKCd99qr/wVMTf41g75R2mKfz5mjXyxMyZMvy6odKn5+nxJuw//37gLm1k80HzIQ3+HT/Rbt5oXzv4Kpk25V7ZtGmT3Zq7hF9/Uj2OJkXXn22nckPoTodSwrOUEgAAAAAASBelBEK8HUoJAOCMUgIAAHWoNCQlj4ySgmb56rn+ZPF3OVrCr822G8kuZfOmqGsyKRp9oZ3KTk6lhJuG1f43NGdLKcG49MIL1OdZ05h9fWKH9jLu9ttk8+bN9qfsvtouJRyw31/VbbkloVDIPtPknEoJl11UO39nU5YSxo+3k7uHUgKQPbT3CaUzbrX/VVHkk8CAE9THJeLv0VqkOGgfACDbuaeU8O1q9UXHxNwGL9eUlZZKIBCsk9uc1bbwq0+ox9GkaFhfO5UbQuMGqvvBpOyZe+wUAAAAAABIhVICId4OpQQAcEYpAQCAuhF+e574T2utnuNPmvzGUjJtmEgoYLeSfcJvPqOvrSLBgd3tVHZyKiXcMuJGO1V7sqmUYIy5+WbHfVTT/PmPe0rXkzrLnCcetz+p5mq7lLDn/+2hbsst2bp1q32myTmVEgZdfpmd2j2UEgDsLPHewNfmCIl+vtz+r85iP28QX6cWVd5b7JySB2r/32MA9cM1pYTo1x+rLzgmgd7H2ylkg/Ilj6nH0aRoeO3cIixbFI8fpO4Hk7Kn77ZTAAAAAAAgFUoJhHg7lBIAwBmlBAAAMiu26UspHHqmem7fKYVX95bYxjV2K9kr+t/31fWZ+DsfZaeyE6WE1FZ+8IGcevJJ6nOujbRuebQsWrjQ/rTqq81SgrkLgbYdN2X9unX22SbnVEoYMmiQndo9lBIA7KKsxP5/qify8RIpaNhIfZ8RT5PGEtuS+rUPgPu5p5SwfqX+glORQJ+2dgrZoPyVR9XjaFI0or+dyg3FE65U94NJ2Zy77BQAAAAAAEiFUgIh3g6lBABwRikBAIAMKSmSkgdHxC+G087rJ4v/1Fbxuwt4RpFPXWcisiP1N7e7FaWE9H2wYoVcfP558u9//lN9/rsT83522LXX2p9UPbVZSvAVFKjbcVPWfvGFfbbJUUoAkG1Kpg1X32MkErr1IjsJIJu5p5Tg0LoO9G1vp5ANyl9+RD2OJkUjz7VTuaF4olMpYaKdAgAAAAAAqVBKIMTboZQAAM4oJQAAUPvCy56Olwu08/lJ0zRfSh4aGS8zeI2/+zH6misSXv6cnco+lBKqLxwOy/xnn5Xz+50jeYccoq6lphl0+WX2p6SvNksJZm3adtyUjRs22GebHKUEAFmnrEQCvY9X32fE0zBPYt9/bocBZCv3lBK+XKG/2FQk0K+jnUI2KH9punocTYpuPt9O5Ybiu65S94NJ6VMT7BQAAAAAAEiFUgIh3g6lBABwRikBAIDaE9u4Rgqv7q2ex3dK4XVnSWzzWrsV7yka0V9dt0nxlOvsVPahlLD73nnrLbnx+uukU/t2ss+f91LXVp1Mm3Kv3XJ6arOUYPxpzz+o2zLp2b2bnXI3SgkAslHk/YXq+4xEQuP/YycBZCv3lBK+eEd9oTEJ9O9kp5ANyhY8qB5Hk6JRF9ip3FB812B1P5iUPlk7b84BAAAAAMgFlBII8XYoJQCAM0oJAADUglBASqbeIAX5jdVz+Mni79Fawm/PsxvxLvPFitr6TQJnt7NT2YdSQu0qLCyUec88I/+57FI5tlXL+PtUba1OOfigg+SXbdvsFlOr7VKC0wX9x7U+xk65G6UEANmq8Ooz1Pca8TTLFwlst5MAspF7Sglr3tJfaCoSPO9EO5XbduzYIU/MnCkXnjsg/ib4yCOaSovmzeJN5KuvHBRvJrtB2Qv3q8fRJDT6IjuVG4rvHqLuB5PS2ePsFAAAAAAASIVSAiHeDqUEAHBGKQEAgN1TvvRx8Xc5Wj13nzTN8qVkxmiR0pDdirdFv/pQ3w825g4T2YhSQmb9sGWLTJ08WU7vdqrsv88+6rq13HzjcLuF1Gq7lGCutdK2ZXJogwZ2yt0oJQDIVk5fXm5S9sw9dhJANnJNKSHy6Rvqi4xJ8ILOdip7lZWWyvJly+In0Ktr44YN0v/ssxx/UUqkSeNGct3VQ8Tv99tH172y+VPV42gSuu0SO5Ubiu9xKCU8caedAgAAAAAAqVBKIMTboZQAAM4oJQAAUDOxb1dL4ZU91HP2Tika3k9iW9fbreQO/8nJixslD420U9mFUkLd8RUUyLjbb3PcB4kcc/RR9lGp1XYp4ZTOJ6rbMjHvu82XxrodpQQA2Sw4sLv6XsMkeNFJdgpANnJPKWH1a+qLjEnwopPtVHaJRqPy/Ny5clbvXnLAfn+Nv1Hq0/N0+1/T8+orr0jDfx+8yxuuVMk75BB5YV793D6wbN4U9TiahG6/1E7lhuJJ16j7waT08bF2CgAAAAAApEIpgRBvh1ICADijlAAAQDUVFkjxlKFSkNdIPV+fLIFebSTy3ot2I7mn+K6r1P1i4u/SUiQStpPZg1JC3fv5p5+lw/HHqfsgkT/t+QcpLCy0j3BW26WEQZdfpm4rkVkzHrGT7kUpAUA2C782W32vkUhsyzo7CSDbuKeUsGqp+gJjEry4i53KDqaMMGnihHgxYOc3SuZkebrMm6qDDvzbLttIN+YD6gl33G63VnfKnp2sHkeT0NjL7VRuKJ58rbofTEpn3WGnAAAAAABAKpQSCPF2KCUAgDNKCQAApK/8lUfF37mFep4+WXwtmkjpY7dXPLjUbiU3RT55Xd0/iZQvmWUnswelBGfmwvMV77wtn69ZY/+X2rFp0ybHC+dN3nnrLTvtrLZLCdMffEDdViLn9zvHTmbGD1u22P9fzVFKAJDVwuXia9tMfa9hUvb03XYQQLZxTynho8XqC4xJ8LKudsr9zC28up7UWX2TZGKKCun4dft2ad60qbqN6mTP/9tD5j49x261bpQ9c496HE1C4wbaqdxQfO9QdT+YxD/QAAAAAAAAaaGUQIi3QykBAJxRSgAAILXo+o8keMWp6vl5pxSNPFdiP31rtwJztwhtP5kE+nUUicXsZHaglPC7pa+8InePGyeXX3yRnNL5RGmanx+/Y4F5bpm4EP+ic8/dZR9UzoL58+2ks9ouJWzevDl+PZW2PRNzbVc4nJm7gpiyxj5/3kv+stdecnh+Y+nUvp30PbOPXHf1EJlyzz3y2pLFdtIZpQQA2S409gr1vYZJ4dA+dgpAtnFPKeHDl9UXGJPgFd3slLuZOySc2KG9+gYpEfOm1rxpS6XfWWeqj69J/vn3A2XNp5/aLWde2Zy71ONoUjy+dt74Zov47SCV/WBS+thtdgoAAAAAAKRCKYEQb4dSAgA4o5QAAICDwHYpvnuIFBzaSD03nyyBs9pKZOUrdiNIKJ09Tt1fiWTb3RIoJfzu2FYt1edl0rrl0Xaq9kwYe4f6sxJ5Yd48O+mstksJhtO+MDEFgUwYft1Q9ecl0rvHaXbSGaUEANkuvPw59X2Gia91U3Mxrp0EkE3cU0p4f6H6AmMSHNjdTrnbyOHD1DdHOyfVmyXz382Hy9pja5qjj2wuoVDI/oTMKn1qgnocTYonXmmnckPxlOvU/WBSOnOMnQIAAAAAAKlQSiDE26GUAADOKCUAAKArX/iw+DoeqZ6TTxZfy8PjF95LuNxuBVUEfxXfMYer+87E37WVSEmRHXY/Sgm/Mz9fe14mf9hjD/ls9Wo7WTvG3HKL+rMSeXf5cjvp7KzevdTHm5jPB2vCHHtte4kceUTT+JfT1qYdO3ZIw4P/pf68RB5/dIaddkYpAUDWCwWkIK+x+l7DJPrNKjsIIJu4p5SwYoH64mJSOKiHnXKvN19/zfEXmcqZO2eOfZTu0gsvUB+3cw7cf7942SC/UV78lwNtpnLG3nqr/QmZ5dSaL75rsJ3KDcX3Xa/uB5PSGXVzPAAAAAAA8AJKCYR4O5QSAMAZpQQAAKqK/vd9CV7SRT0X75Si0RdK7Jfv7VaQTMm0Yer+S6Rk6g120v0oJfzuyVmz1OeVSG0/v75n9lF/jok5LoWFhXbS2TkO2zF3PKiJzZs3y1/22kvdZiJDB9fuNU6DLr9M/TmJHHTg3+JFgHRQSgDgBcELOqvvM0zKX37ETgHIJq4pJYTffV59cTEpHNzTTrlXx7bHq2+MtDjd4su8oXN642hywH5/leuvuVp8BQX2USLvv/uunHZqV3U+kUMbNEj7zevuKH18rHocTYonXW2ncoP5RVzbDyYlM0bbKQAAAAAAkAqlBEK8HUoJAOCMUgIAAJbvZymecKUUNMxTz8MnS6BfB4msetVuBClV7Gdf66bqvozn0EYS/WyZHXY3Sgm/8/v98o+/HaA+NxNzkf7KDz6w07tn69atcuAB+6s/x6RNNcoEF/Tvp27DpGl+vp2qvgF9z1a3mcie/7eHzH3a+Ytn0/XSggXy5z/uqf6cRP5z2aV2OjVKCQC8IDR+kP4+oyKmIAkg+7inlLD8OfXFxaRwSG875U5vvPqq+qaocsztt8ydCjZt2mQfpXvmqSfVxyey7957y+tLl9rpXb0wb57sv88+6mNNnpg5005mTuljt6vH0aR48rV2Kjc4fXtAySOj7BQAAAAAAEiFUgIh3g6lBABwRikBAJDzYjEpe36a+No1U8+/J4u5sL7s6btFImG7IaTL6QspTfzdjomXF6ojtnmtFI+vnQum05XtpYR1a9fGv2HfKZ+vWWOnU7vkgvPV55ZIyxZHys8/Ve+4as44vYe6/URuHTnSTqZmLtbXtmFiihShUMhOVo/Zt+Y6LG27iRy4/367XUwwF9Wb68a07SdiyiKmyJEuSgkAvKDs2UnqewyTohED7BSAbOKeUsJbz6ovLiaF15xhp9zpwnMHqG+KTExr9oZrrom3jdPR/+yz1O0kMnjgQDuZnCk2/GGPPdTH9+zezU5lTunMMepxNCmeMtRO5YaS+4er+8GkZPotdgoAAAAAAKRCKYEQb4dSAgA4o5QAAMhl0S/ekeAFndXz7k4J3XapyPbNdiuotvJSCfRqo+7bRAoH90pd+AiXx4sIlR8X/bruLjLO9lLCa0sWq9uqHHNRd7rWfPpp/FombTuJtG55tKz94gv7iOqJRqNy8fnnqdtNxFzoX50L8G8adoO6nUTG3Hyznay+VNs2MXc4GDvmVvuI6ln80kty8EEHqdutnOHXVe96KkoJALwgvOKFKu8PKid4SRc7BSCbuKeUsOxp9cXFpHDomXbKfcyb6UMbNFDfFJlMnTTJTqYWDofl3//8p7odE1M0+Hr9ejvtrMepp6rbyDvkEDuROSUzRqvH0aT4vuvtVG4oeeBGdT+YlDxc81+KAAAAAADINZQSCPF2KCUAgDNKCQCAnFTwo4TGXiEFDfLUc+7JEhjQSaKfLbMbwe6IrHpV3ceVY46Ryr9NAn3aqo8JXlx3FxpSStjVBf37qdupnL/tt198/1TnrglLFr0sbY5ppW6vcm68/jr7iPRMm3Kvup1E/rTnH+Saq66M3zHCXMdl/LJtmyxftkx27NgR/7+TMfPtjmujbnfnHHP0UTL/2WftI52ZuzCY/ZyqAGJiPuMsKy21j0wPpQQAXhD96kP1fYKJv0drOwUgm7inlPD6k+qLi0nR9WfbKfcxbyK1N0QmZ/bqaafS8+Lz89XtJNL+uOPsZGpLX3lF3YbJD1u22KnMMHcA0I6jScm0YXYqNziXEtK/FR0AAAAAALmOUgIh3g6lBABwRikBAJBTolEpmztZfMcfoZ5rTxYzX/bcvfHHo/YUT7pG3d+VUzz5WjtdoaxEguenvrNFXaGUsCtfQYHk5x2mbmvnmN/PT+1ysgwbOlRmP/aYLFq4UN5dvlxeX7o0foH+PRMmyIXnDpDmTZuqj9855i4MoVDIPpP0mJ+lbUuLKQGY986J/9s851S+37hBGh+W3v4wMV8Ie+45feXeu++WuXPmyNtvvhk/TnNmz47f8eDkEzrFixLaY3eO+fLa9evW2WeSPkoJALwg9vMG9T2Cia9DczsFIJu4p5Tw6hPqi4tJ0bBz7JT7PDlrlvqGyGTFO2/bqfSYN+nadhKpzq3AzF0XTGtZ2066rd2aMhfba8fRxFykn0tKHhyh7gcT898AAAAAAEB6KCUQ4u1QSgAAZ5QSAAC5wtzhIHDuCeo59qRpkCehO6+I31kBGVBWEr/7hLrvK6V44lVS+tjt6n/TIts32x+QWZQSdItefFH23bvq7+KZzsEHHRS/m0F1mRKD+ZxA22aq3DTsBrsVZ+bCd1M20LaRqRx04N/id5eoCUoJADwhsF19j2Dia3m4HQKQTVxTSihfMkt9cTEpGt7PTrmPabhqb4jMLxmJW4Kly6mFbD5sNs3c6ujUrq26rUz8UlVZyYM3qcfRpCTHLsSnoAEAAAAAQO2glECIt0MpAQCcUUoAAHje9s0Suu0S9dy6U4IXniTRL96xG0GmxLasE1/bZuoxqGmKRl1ot55ZlBKSM19qWtOL/aubQxr8W1a+/579ydV3Vu9e6nZT5ewzetstpPbl52ukRfNm6nZqO4c2aFDtL7utjFICAE8I/qq+RzDxtWhihwBkE/eUEhbPVF9cTIpGDLBT7nPG6T3UN0TmNl3VsfKDD9TtJNLmmFZ2Mn2XXniBuq3+Z59lJzKj5P7h6nE0MRfp55KSh29W94MJpQQAAAAAANJHKYEQb4dSAgA4o5QAAPCsSFjK5twlvmObqufVk8XXrpmUPT9NJBazG0KmRT5eIgX5jdXjUdPUBUoJzl5asCDjdwg4sUN7Wb9unf2JNbP2iy/idxbQtu+U6l5vFQgE49dV/WGPPdTt1UY6d+wg69autT+xZiglAPCEgh/V9wcmvtZN7RCAbOKeUsLLj6gvLiZFI8+zU+7TplVL9Q3R1EmT7ER6zC862nYSqckbxuuvuVrd1hk9etiJzCiZNkw9jiYlj4yyU7mhZPot6n4wMeUNAAAAAACQHkoJhHg7lBIAwBmlBACAF0VWvSqBc9qr59OTpmGeFE+4UsT3s90K6lL50sfjx0A9NtVM6PbL7FYzi1JCar6CgvgXn5r3nNr2axpTdqitC9eNBfPnywH7/VX9Wcliigw1sWjhQjk2yTVhNU2Df/1Lpk251/6E3UMpAYAXxDavVd8jmPhPPtpOAcgm7iklvDRdfXExKbr5fDvlPkce0VR9Q/T07Nl2Ij2mFaxtJxHTTK6uUSNGqNvqfkoXO5EZxfddrx5Hk9IZt9qp3GBKGNp+MDHlDQAAAAAAkB5KCYR4O5QSAMAZpQQAgJfEtm2UolEXqOfRnRK8pItE//u+3QrqS/nCh6WgQc2KCb62zST23Sd2S3WDUkL6vvx8jVx39RBpmp+v/px0Yu4w0OH442TyXRMlFArZLdeeD1asiH8mqP3sZPnu22/to6vPFCF6du8mB+y7r7rtVDH7o2Pb4+NlhNrcH5QSAHhB9LNl6vsFE1NcBZB93FNKePEh9cXFpGjUhXbKfZL9MlGdEoFpHP9lrz+p2zE58ID9pay01E6nb9jQoer2epx6qp3IjOIp16nH0aR05hg7lRtKZoxW94NJydQb7BQAAAAAAEiFUgIh3g6lBABwRikBAOAJ4XIpnT1OfC0PV8+hJ4uv45HxL7qES8Ri4mvfXD1WyRLo216ksMBuANng3eXL5Z4JE+TCcwdI++OOkyMObyKHNPi3/G2//WTP/9sjfp3TP/52gDRp3EhO7NAhPvfg1Kny/cYNdguZtejFF+Wyiy6Mfz7Y8N8Hy7577x0vAJjPExoe/C85+sjm8TKBKVls2rTJPqrmAoFg/Atqr75ykJx68klyVPPm8WLAPn/eq8rPNfvJlBDMc5t+//2yft06uwUAwM7Kl8xS3zeYFA7uaacAZBPXlBLKFjygvriYhG6tflO4rjQ+7LAqJ8sSmfv0HDuR2uOPzlC3kUi3LjW7s8HlF1+kbu/MXpl9wS6edK16HE1KH7vdTuUGc2cIbT+YUEoAAAAAACB9lBII8XYoJQCAM0oJAIBsF1n5igTOaqueO0+aQxtJ8T1DRALb7VbgBsXjB+nHK0liv3xvHwkAAPC7kkdGqe8dTEJjr7BTALKJe0oJ86eqLy4modsusVPu07xp0yonyxKZOT39lv6Avmer20hk7Jhb7WT1nHZqV3V7NbkdXHUU33O1ehxNSp+4007lhtJHx6j7wcTcUQIAAAAAAKSHUgIh3g6lBABwRikBAJCtYj9+I0U3DVDPmTsleMWpEl3/kd0K3MJ8+aJ2vLSUzb/PPgoAAGBXRcPOUd9DmOTadaaAV7inlDBvivriYhK6/TI75T6dO3aocrIskRuvT++C82g0Gv8QWdtGIl9+vsZOp89s9+CDDlK3N/bWmpUc0lV812D1OJqYWzHmktLHblP3g0nxlKF2CgAAAAAApEIpgRBvh1ICADijlAAAyDrlpfHz5b4WTdTz5cni79xCyhfPtBuBm5Q9d696zHZOoG97kYIf7aMAAAB0/pOOVt9LmETeX2inAGQT95QS5k5WX1xM3HwrlnPP6VvlZFkiZ/ToYSecLV+2TH18Iq1bHm0nq8dpu3Nmz7ZTmVE88Sr1OJqUPjXBTuWG0sduV/eDSfG9lBIAAAAAAEgXpQRCvB1KCQDgjFICACCbRN57UQK92qjnyZMmr9FvX+xXWGC3AjeJfLxECg5tpB+7RBrk8a3GAAAgLbGNa/T3Ezbi+8lOAsgm7iklPDtJfXExCY37j51yn5HDh1U5WZZI0/z8+N0KUhnyn/+oj09k2NCaXbj+n8suVbdnsmrlSjuVGaHxg9TjaFI25y47lRtKZ92h7geT4snX2ikAAAAAAJAKpQRCvB1KCQDgjFICACAbxH74SoqGnaOeH3dK4ZU9JPbdJ3YrcJ3tm8XX6Uj12P0vhzaS8lcetQ8AAABwVvrkeP09RUUCZ7W1UwCyjXtKCXPuUl9gTIrHD7JT7rPoxRernCyrnBefn2+ndGWlpfEPkLXHJlKTAsE3X38dP2mnbe/QBg3SKkvsjtCdA9XjaGLKJ7mk9PGx6n4wKZ50jZ0CAAAAAACpUEogxNuhlAAAziglAABcraxESmaMloJm+eq58WTxdzlawq8+YTcCtyoc2kc9fv9Lw0ZSvmSWnQYAAEgteGlX/X1FRYonXmmnAGQb15QSSp+aoL7AmBRPvMpOuU9pSakceMD+VU6YJdK65dFSWFhoJ3d1wzXXqI9LpEXzZnYyfabocPIJndTtmfTtc4adzJzQ2CvU42hSNneyncoN5taE2n4wKZ50tZ0CAAAAAACpUEogxNuhlAAAziglAADcKvz2PPH3aK2eE0+a/MZSMm2YSChgtwK3Kl/4sH4MK6Vs3hQ7DQAAkFps89qK9xB5u7ynSCS84gU7CSDbuKeUMHuc+gJjUnzXYDvlTmf26lnlhFnldD2ps2zcsMFO/u7JWbPkT3v+QX1MItcOrl4ZY8eOHdLj1FPVbSXy0LRpdjpzQrdfph5Hk1z7ZdTxz/XdQ+wUAAAAAABIhVICId4OpQQAcEYpAQDgNrFNX0rh0DPVc+FOKby6t8Q2rrFbgav5fhJf22bqcUykeNK1dhgAACA9JVNvUN9XmPiObRq/CxeA7OSeUsLjY9UXGZPiSdfYKXd6bcniKifMds7f9ttPhg4eLM889aRMv/9+6dm9m/xhjz3U2UTMh8vr1q61PyG1uXPmSPOmTdVtJXJogwaOd26oLaExl6jH0aTs+cyXItyk9Mnx6n4wcXvZBgAAAAAAN6GUQIi3QykBAJxRSgAAuEZJkZQ8NFIKmjRWz4Mni//UVhJe9rTdCLJB8YQr1WOZSPDyU0UiYTsNAACQhsIC8bU5Qn1vYRK64zI7CCAbuaeU8Njt6ouMSfFk9zer2x3XpspJs93N6d0qfnlzEAqF5M3XX5NhQ4dK65ZHq9vYObeNGmUfnVmh0Repx9GkbMEDdio3lD41Qd0PJsV3Ve9OGAAAAAAA5DJKCYR4O5QSAMAZpQQAgBuYUoEpF2jnv5OmSeN4icGUGZA9Yt9/LgV5jfRjWhFf66YS2/q1nQYAAEhP6aw71PcWiUQ+fcNOAshG7iklzByjvsiYFE+5zk6515JFL8ue/+d894N08+c/7imrVq60W9YNHjhQfWyymA+q6+IuCUbRqAvV42hS/uJDdio3lM2ZqO4Hk+KJV9opAAAAAACQCqUEQrwdSgkA4IxSAgCgPsU2rpHCq3ur572dUnjdWRLb9KXdCrKJ05dRmpS9cL+dBAAASJN/m+NdEgL9OtpBANnKPaWEGbeqLzQmxfddb6fczdy1oPKJs5pmzM032y0mN/muiepjtZgPql98fr59ZOYV3XyeehxNyl+abqdyQ9mcu9T9YGJudQgAAAAAANJDKYEQb4dSAgA4o5QAAKgXoYCUTBsmBfmN1XPeyeI/rbWE355nN4JsE9u6XgoOTX6XhODFXSqGYnYaAAAgPcUTr1LfWyRS/vIjdhJAtnJNKaFk+i3qC41JybThdsrdotFote9gsHMuu+hCuzVn5s4M2uO13DNhgn1U3Si66Vz1OJqUL5php3JD2dN3q/vBpHj8IDsFAAAAAABSoZRAiLdDKQEAnFFKAADUtfCrT4i/y9Hque6kaZYvJTNGi5SG7FaQjYqnXKcfX5voZ8vsJAAAQHqin70pBQ2Tlx793Y8RiYTtNIBs5Z5SwsMj1Rcbk5IHbrRT2eGO0aPjHw5XPomWTs49p2+82JCOrVu3qtuonAP23Vdmzaj79ljRiAHqcTQpXzzTTuWGsmfuUfeDSWj8f+wUAAAAAABIhVICId4OpQQAcEYpAQBQV2LffSKFV/ZQz3E7pWh4v/g37CPLlZeKr31z9RibFF7bxw4CAACkKRSQQK/j1PcWieTal10DXuWeUsKDI9QXG5OSB2+yU9lj+bJl0ql9uyon0pLliMOb1Kg8cPBBB6nbMzmqeXN5d/lyO1m3zIcN2nE0KV8yy07lhrJnJ6n7wSR05xV2CgAAAAAApEIpgRBvh1ICADijlAAAyLjCAimeMlQK8pJ/g62WQK82EnnvRbsRZLvwsqfV45xIZNWrdhIAACA9oTGXqO8rEgmef6JILGanAWQz95QSHrhRfcExMXdRyFamGHDzjcOly4knSN4hh8g//naANPz3wdL22NZyzVVXyqIXX5RwuGa3nTmu9TFVTtSZ5OcdJlMnT67xNmtD0Q191eNoYm7xmEvK5k5W94NJaCylBAAAAAAA0kUpgRBvh1ICADijlAAAyKTyVx4Vf+cW6nntZPG1aCKlj90e/2Z9eEfRyHPV420S6N/JTgEAAKSnbM5d6vuK/6VBnkS/eMdOA8h27iklTL1Bf9GpSMkjo+wUKjuzV8/4CbqGB/9Lzj2nr8x75hkpK63/X/gLrztbPY4m4defslO5oey5e9X9YBIae7mdAgAAAAAAqVBKIMTboZQAAM4oJQAAMiG6/iMJDuymns92StFNAyT24zd2K/CMcLn4WjdVj7lJ2bOT7CAAAEBq5lrRgobOd+EqnnSNnQbgBa4pJRTfd736omNSOuNWO4XKPlixQlatXCnRaNT+L+5QOPRM9TiamFv95ZKyeVPU/WASuuMyOwUAAAAAAFKhlECIt0MpAQCcUUoAANSqwHYpvmeIFBzqfJHYzgn0aSuRDxfZjcBrIquWqsc9noo/K/LrFjsJAADgLPz2PCnIb6y/r7AJnHG8SEmRfQQAL3BPKWHKUPWFx6R05hg7hWxQeM0Z6nE0Cb/1rJ3KDWXz71P3g0no9kvtFAAAAAAASIVSAiHeDqUEAHBGKQEAUFvKFz4svo5Hquewk8XX8nApnT0u/k368K6Sh29Wj79J8PJT7RQAAICz8qWPS0Ej50JCQbN8ia5faR8BwCvcU0qYfK3+4lOR0ll32Clkg8LBvdTjaBJe/pydyg1l86eq+8EkdBulBAAAAAAA0kUpgRBvh1ICADijlAAA2F3R/74vwUu6qOeunVI0+kKJ/fK93Qq8rPDq3uqfAZPSGbfaKQAAgORKH7tNChrkqe8nKqd80Qz7CABe4p5Sgrk1oPLiY1L6xJ12Ctmg8Kqe6nE0Cb/7vJ3KDWXPT1P3g0lozMV2CgAAAAAApEIpgRBvh1ICADijlAAAqDHfz1I84UopaJj64rDKCZzTXiKrXrUbQS7wdWiu/lkw4c8CAABw5N8mRcP7qe8jdk7JAzfaBwHwGveUEu4arL4AmcRvA4isUTioh3ocTSIrFtip3FC24AF1P5iEbr3ITgEAAAAAgFQoJRDi7VBKAABnlBIAANUWi8W/RM/XPvmF5lp8rZtK2Zy7RCJhuyHkhB1b1T8P8TTIEykO2kEAAICqIu+9KP5TWurvI3ZK6PZL7aMAeJF7SgkTr1RfhExKn5pgp5ANggO7q8fRJPL+QjuVG8oWPKjuB5PQaEoJAAAAAACki1ICId4OpQQAcEYpAQBQHdEv3pHghSep56mdErrtEpHtm+1WkEuiny1T/0yY+Hsca6cAAAB+F9u6XopGnqe+f9BSNOqCijcdUftoAF7knlLC+EHqC5FJ2dN32ylkg+Dlp6rH0STy4ct2KjeUv/iQuh9MikZfaKcAAAAAAEAqlBII8XYoJQCAM0oJAIC0FPwoobFXxL/ZXjtHnSyBAZ3iF6Ujd5UvmaX+2TApHNLbTgEAAIjEfvxGiu8aLAVN8tX3DlrMe1QKCYD3uaaUELqz4hdj5cXIpOzZSXYK2SB4aVf1OJpEPlpsp3JD+cKH1f1gEm/+AQAAAACAtFBKIMTboZQAAM4oJQAAHEWjUjZ3sviOP0I9N50sZr7suXu5QAzxLwvV/oyYhG6/zE4BAICcVfF+MfLBS7/dGSGvsfqeIVlKHhllNwLA69xTShh7ufqCZGJ+eUb2CF7cRT2OJpFVS+1Ubih/abq6H0yKbjnfTgEAAAAAgFQoJRDi7VBKAABnlBIAAMmYOxwEzj1BPSedNA3yfvu22h1b7VaQ68zFguqflYoU33e9nQIAALkktnltvJyovT9IJ76Wh0v49afs1gDkAveUEm6/VH1hMimbN8VOIZU1n34qX36+RtatXSvr162T7779Vr7fuEE2b94sW7dulVAoZCczJ3jRyepxNImsfs1O5Ybylx9R94NJ0c3n2SkAAAAAAJAKpQRCvB1KCQDgjFICAGAX2zdL6LZL1HPRTgleeJJEv3jHbgT4Tcm0YeqfF5OS6bfYKQAA4CXRL9+VkvuHS/Gka+N3QAj066i+F6hJguedILGNa+xPApAr3FNKGHOx+uJkUvb8NDsFJ9FotMqJOy1jbsn8L4vB8zurx9HEfEtDLilfNEPdDyZFI8+1UwAAAAAAIBVKCYR4O5QSAMAZpQQAwP9EwlI25y7xHdtUPQ+dLL52zX679iIWsxsCflcy9Qb1z41JyYzRdgoAAHiJ03WeNU5+4/gdmCRcbn8KgFzinlLC6Iv0F6mKlC14wE7BSTgcrnLiTssdozP/y6LTrSGja96yU7mh/JVH1f1gUnTTADsFAAAAAABSoZRAiLdDKQEAnFFKAAAYkVWvSqBfB/X8c9I0zJPiCVeK+H62WwF2VfLAjfqfn4qUPDzSTgEAAC8JnNVO/be/pim8tg93RwBynGtKCUWjLlBfqEzKX3zITsFJKBSqcuJOy9gxt9rpzAn076QeR5Ncuw1k+eKZ6n4wKRpBKQEAAAAAgHRRSiDE26GUAADOKCUAQG6LbdvoeE1FsgQv6SLR/75vtwIkV/roGPXPkEnx5GvtFAAA8BL/qa3Uf/urG/OeM/LhIrtVALnMPaWEm89XX7BMyl+abqfgJBAIVjlxp2Xc7bfZ6cwJ9OuoHkeT6Jcr7FRuKF/ymLofTIpG9LdTAAAAAAAgFUoJhHg7lBIAwBmlBADIUeFyKZ09TnwtD1fPOSeLr+ORUr7wYbsRILWyeVPUP0smRaMvtFMAAMBLzHtG7d/+dFN0w9kS+XiJ3RoAuKmUcNMA9YXLpHzRDDsFJ76Cgion7rRMvPNOO505gbOT39Ynuu4DO5UbypfMUveDSdGN/ewUAAAAAABIhVICId4OpQQAcEYpAQByT2TlKxI4q616rjlpDm0kxfcMEQlst1sB0hNe9rT+Z6oiwYHd7RQAAPAS31HVK75WSaPGdisA8Dv3lBJG9NdfvCpSvnimnYKTX7dvr3LiTsvd48fb6cwJ9En+wUh0/Uo7lRvKlz6u7geTouGUEgAAAAAASBelBEK8HUoJAOCMUgIA5I7YT986fqljsgSvOFWi6z+yWwGqJ/rf99U/Vyb+k462UwAAwEtMoVX7tz+dBAd2s1sBgN+5p5QwvJ/64mVivm0eqW3durXKiTstkyZOsNOZE+h9vHocTaJff2ynckP41SfU/WBSNKyvnQIAAAAAAKlQSiDE26GUAADOKCUAQA4oL5XSx24XX4sm6vnlZPF3biHlrzxqNwLUUJFP/fOViBT8aAcBAIBXBK/opv67Hzi7nRTfd70UDj1L/e8moTsus1sBgN+5p5QwrK/64mViLuxGaps3b65y4k7LvXffbaczx9+zjXocTWLfrrZTuSH8+pPqfjApuuFsOwUAAAAAAFKhlECIt0MpAQCcUUoAAG+LvPeiBHolP8+uJq+RFE8ZKlJYYLcC7B5/92P0P2sVCb8z304BAIBcUXhVT/V9gUnZnLvsFAD8zjWlhMLrkreqwq8/ZafgJBQKyawZj8jM6dNlxoMPykPTpskD990n06bcK1MnTZLJd02UT1atstOZ4z+ttXocTWIbPrNTucH82dX2g0nR9ZQSAAAAAABIF6UEQrwdSgkA4IxSAgB4U2zreika3k89n+yUwit7SOy7T+xWgNpRdGPyP4vFU663UwAAICeUl4qvxeHq+wKTyOrX7CAA/M49pYShfdQXL5PwsqftFLKBv1vy9nzs+8/tVG4IvzFH3Q8mpogDAAAAAADSQymBEG+HUgIAOKOUAAAeU1YiJTNGS0GzfPVccrL4uxwt4VefsBsBalfpk+PVP3cmgb7t7ZSHRaNS9sw9UjrrDvs/eAzry26sL7uxvuzm9fUlEflwkfqeIJ4mjePvZwFgZ+4pJVxzhv4CVpHwW8/aKWQDf9dW6nE0iW360k7lBlOo0faDSeHQM+0UAAAAAABIhVICId4OpQQAcEYpAQC8I/z2PPH3aK2eQ06a/MZSMm2YSChgtwLUvui6D/Q/fzae/BLKIp8U33P1Lmv1DNaX3VhfdmN92c3r60tD8YQrd1l/IsGB3ewUAFTlnlLCkF7qC5iJ+aUc2cPfpaV6HE1iW9bZqdwQfvMZdT+YmLuDAAAAAACA9FBKIMTboZQAAM4oJQBA9jNf4Ge+uE47d+yUwqt7S2zjGrsVILP8Jx2l/jk0KXl4pJ3KftH1H6lrTMR8O3Q2Y32sz81YH+tzs9Tre9lOelx5qfg6HKnuA5Ncu2sEgPS5p5Rw1enqC5hJ+N3n7RSygb9z8l9SY1u/tlO5wdzlQ9sPJubuIAAAAAAAID2UEgjxdiglAIAzSgkAkMVKiqTkoZFS0KSxet44WfyntorfmR+oS8XjB6l/Hk3MF1RKNGons1wooK6xcrIa67ODWYr12cEsxfrsYJby+vrSFH71CXXtiXjy7kkAaoV7SgmDTlNfwEwiKxbYKWQDX6cW6nE0if30rZ3KDeHlz6n7wcR8owUAAAAAAEgPpQRCvB1KCQDgjFICAGQnUyrwd2ulni9OmiaN4yUGU2YA6lpk1av6n0ub8qWP28nsp62vcmTHVjuZnbQ1VQ7rczdtTZXD+txNW1PlsD5309ZUOVLwo530ruBFXdS1mwTOPcFOAcCuXFNKCA7srr6ImUTeX2inkA2cbt0T27bRTuWG8Nvz1P1gUjikl50CAAAAAACpUEogxNuhlAAAziglAEB2iW1cE/+SOu08sVMKh54psU1f2q0A9cN/+rHqn0+TQP9OFX/AY3Yyu5XOHqeuMRF/11Z2MjuxPtbnZqyP9blZ6RN3qutKxNzNyssiHy1W151I2bOT7CQA7Mo9pYTLu6ovYiaRDxfZKWQDX7vm6nE0kV822ancEH5nvrofTAoH97RTAAAAAAAgFUoJhHg7lBIAwBmlBADIEqGAlEwbJgX5jdVzxMniP611/AvvADdIdbFp+ZJZdjL7aeurnNjPG+xkdtLWVDmsz920NVUO63M3bU2Vw/rcTVtT5WT7+pwEL05+lwRfiyYige12EgB25Z5SwqWnqC9kJqZ9hezha3OEehxNsv32TNUVfvd5dT+YUEoAAAAAACB9lBII8XYoJQCAM0oJAOB+4VefEH+Xo9Vzw0nTLF9KHhklUhqyWwFcILBdfMccrv+ZrUj8G6JLiuxwdiv8z2nqGisnm7E+1udmrI/1uVlwYHd1TZXjReWLZ6prTaT4niF2EgB07iklODSsIquW2ilkA1/rpupxNBHfT3YqN4RXvKDuB5PCq063UwAAAAAAIBVKCYR4O5QSAMAZpQQAcK/Yd59I4ZU91HPCTikado7EfvjKbgVwl5KpN6h/bhMx/90TioPq+iqnfNEMO5yFWB/rczPWx/rcLJ31vfKoHfYI38/i69RCXWs8+Y0ltvVrOwwAOveUEi46SX8xq0hk9Wt2CtnA1zJ5Y1782+xUboisWKDuB5PCQafZKQAAAAAAkAqlBEK8HUoJAOCMUgIAuFBhgRRPGSoFeY3U88HJEujVJn4eGXA130+OX0hZ0LCRRD9bZoezW/CyrvoaK0WKfHY6+7A+1udmrI/1uVnwUm+vb2dFN5+vrjGR4rsG20kASM49pYTzT1RfzEy88otMriho3kQ9jibmg5lcEnl/obofTMxtrAAAAAAAQHooJRDi7VBKAABnlBIAwF3MN+P6Ozt8k6wSX4smUvrYbRUPLrVbAdyt9PGx6p/lRPyntoqXF7Jexd9JbX2V42tzhB3OQqyP9bkZ62N9bpbO+o5vZoezW9mCB9T1JeI7tqnIjq12GgCSc00pIXDuCeoLmkl0zVt2CtmgoGm+ehxNJBSwU7kh8sFL6n4wCQ7sbqcAAAAAAEAqlBII8XYoJQCAM0oJAOAO0fUfSXBgN/X8r1OKbhogsR+/sVsBskR5qQR6H6f+mU6kcHBPkUjYPiB7lc64VV1f5ZS//Iidzj6sj/W5GetjfW7m9fUZ5trcgibJr/c0KXv6bjsNAM7cU0ro31F9QTOJfvGOncp+oVBIVr7/nry2ZLEsevFFeX7uXHlh3jxZ+MIL8f978UsvyauvvCKvL10qb77+mixftkzeeestef/dd+OP+3jlSln98cey5tNP5cvP18i6tWtl/bp18t2338r3GzfI5s2bZevWrfLr9u3iKyiQQCAY/5nhcFii0ah9FplVkN9YPY4mUlJkp3JD5MOX1f1gYj6sAgAAAAAA6aGUQIi3QykBAJxRSgCAehbYLsX3DJGCQxup536TJdCnrUQ+XGQ3AmSfyOrXpKBBnvrnO5HQHZfb6ewV2/SFurYqyW+ctX+fY99/rq+pclifa7G+irA+12J9Fcnm9VX8++frcKS+LpvgRSeL1NF1pwCyn3tKCf06qC9qJtEvV9ip7PLzTz/LpIkT5IL+/eTEDh0kP+8w2fP/9qhycq2u89KCBfbZZU5BnkMpoazETuUG84ZD2w8mwStOtVMAAAAAACAVSgmEeDuUEgDAGaUEAKg/5QsfFl9H54u1do6v5eFSOnucSLjcbgXIXsX3DlX/nFdO8aRr7XT2iW1dL/6urdR17RzfUYdL5NM37COzQ+yHr8Tf7Rh1PTuH9bkP6/s9rM99WN/vycr1pfPvX/MmEvvuU/sIAEjNPaWEs9vpL2wVia77wE5lB3PngnPO7CN/2WuvKifS3BBzJ4ZMc2rJe+G2fdURWfmKuh9Mgpd3tVMAAAAAACAVSgmEeDuUEgDAGaUEAKh75jqF4CVd1HO9TikadYHEtm20WwE8oLxUguedoP55r5ziiVeJxGL2QdkhtnGN+E9pqa4nWeIXnmbJN2LH15dm4SIR1ucerG/XsD73YH27JuvWl8a/f2ULHrCPAID0uKeU0Ket+sJmEl2/0k6534L58+WA/f5a5QSam/LqK6/YZ5o52jFMJNt+Ad1dkY8Wq/vBJHgZpQQAAAAAANJFKYEQb4dSAgA4o5QAAHXI97MUT7hSChom/zI+LYFz2ktk1VK7EcBbzLdF+9o1U//sV07RsHNEQgH7KHeLrH5NfG1Tr0lNo8ZS/tJ0uyV3iq+vXXP9+acK66t3rM8hrK/esT6H5GfB+la9mta/f6GxV9hHAED63FNK6H2c+uJmEv36YzvlbnNmz5Z9/uy+uyNUzmtLFttnmyGxmHoME8k1kY+XqPvBxHyrBgAAAAAASA+lBEK8HUoJAOCMUgIA1IFYTMpeuF987at3EZqvdVMpm3OXSCRsNwR4kyndmIsttb8HlRPo215i331qH+VOZXMmSkFe6rWkSvFdgys2VmK36h5lT98dv/BXe87VCeurH6wvvbC++sH60otr15fmv3/Bgd3jd0oCgOpyTSnB37ON+gJnEvt2tZ1yrydnzZK9//THKifO3Jg3X3/NPuMMiYTVYxhPgzw7lDtMs1DdFxUJXkwpAQAAAACAdFFKIMTboZQAAM4oJQBAZkW/eEeCF56kntd1Sui2S0S2b7ZbAbwv/OoT6d1FpHkTKXt2Urzs4yaxnzdI4TVn6M+5hgn06yjRdR/Yn1C/4usbeqb6PGsa1ld3WF/1w/rqDuurfly1vp++TfvfP3P3L/Fvs48EgOpxTynhtNbqi5xJbMNndsqdNm/eLAcfdFCVk2ZuzfJly+yzzpCyEvUYxpPXyA7lDnM7J3VfVCR40cl2CgAAAAAApEIpgRBvh1ICADijlAAAGVLwo4TGXhH/gj3tnG6yBAZ0kuhnGT73DrhU+UvT0/47E7zkFIn+9337yHoULpfSpyaI75im6vPcOYEzjpfYj99I4dW91f++S/IaS/Hka0WCv9ofWMcq1me+/drcuUV9fjsl0KetxLauZ32JsL7MYn1Vwvp2Si6s796hIoHt9gfWsYr1xf/9a3m4/vx2ilmf/LrFPhgAqs89pYRurdQXOpPY95/bKXe6oH+/KifM3Jx33nrLPusMKSlSj2E8+Y3tUO6IfPK6vi8qErzoJDsFAAAAAABSoZRAiLdDKQEAnFFKAIBaFo1K2XP3iu/4I9Rzucnia3OElM2dHH88kMvKF88U88WU2t+TXdIgT4puuUBi331qH12HImEpf/kR8fc4Vn9uSsw3W//vgsyyEika1led0+Jr11xKZ48TCQV+e3ymmfUtmiH+09uoz0dLoF+H3+/wwvqqhPXVMta3S1hf8uTE+p64s27XZ/79q876+lf69w8Aasg9pYSuLdUXO5PYpi/tlPt8v3GD7PPnvaqcMEuW/LzD5Nxz+srYMbfKk7NmyetLl8ZLAm+/+Wb8xPobr74qS195RZYselkWLVwoLy1YIAvmz5fn586Vec88I8889aTMmT07/tgnZs6UmdOny6MPPyzTH3xAHpw6VR6YMkWmTp4sU+65RyZNnCB3jx8vE++8U8bdflv8Z94xenT8rg4ZVfEPp3YM42mab4dyR+TTN/R9URFz+08AAAAAAJAeSgmEeDuUEgDAGaUEAKg95g4HgXNPUM/hJk2DvPgdFWTHVrsVAJEVC8R3THrfvBxPxd+jwqFnSXjFC/FiT/j1JyX87vN2a7Xsl01S+tjt4u+a/AtStRRedfqu39Zd8VyLxw9S55PF17aZFN93vcQ2fWE3Usu2b/5tfadWc31X9mB9aYT17SbWp4b1pRfPr6/NEVI8pWJ9mfqSbrO+x8dWf31Deu26PgCoAfeUErocrb7gmcR++MpOuY+50L/yyTItx7ZqKS/Mm2cf4XGFBeoxjKd5EzuUO8wHWuq+qEjwgs52CgAAAAAApEIpgRBvh1ICADijlAAAteDXLRK67VL13K1TzHnd6Bfv2I0AqCz6zSrx90z/W5gT8Xc+qsr/7Tu+Wfwbnc0FnjUV27w2fieTwsE9peDQNO/iUCnF9wyJf7N0MmXPTpaCRo3VxzoleFEXKZ11h0TXf1TxJGN2a9VnvtDVPIfCwb1qtr67WR/r2zWsLz2szzmsb1LN1nfhSfGCRHT9yt1b3w9fxe8AFl9fXvWfR/Gkqx3XBwDV4Z5SQucW6oueSWzr13bKfXp271blZNnOueyiCyUczqEXbf829Ria+FoebodyR/SzN9V9YRI87wQ7BQAAAAAAUqGUQIi3QykBAJxRSgCA3RAJS9nTd4vv2Kbqedtk8bVrJmXPT9uti8SAnBD8VYpuPl/9e7Q7Md8mXTTsHCl58CaJfPJ6/KJL883Z0a8+lMiHi6T8pelS8sAIKbqhr/hPTv5FqKnia91Uwq/NtotxZq4B8Xer3rdPV475BvDCIb3j3wJe9sL98btNRP/7fnxdsS3rflvfug8k8sFLUr7w4d/Wd/3Z4j9p99ZXvmSWXYEz1ucc1sf6qhvW9zvPr2/NW+Lvfoy6nXRiynnx9U2pWF/F+8/4+r5c8dv6zL9/33/++79/Zn0V/zYWVfwbuVv//lX8Oxt+9Qm7AgCoHa4pJfg6Ham++JnEfvrWTrlP3iGHVDlZVjndT+ki0d1ocWcl30/qMTQx/1Dnmujny9V9YWJuCQoAAAAAANJDKYEQb4dSAgA4o5QAADUTWfWqBPp1UM/XJk3DPCmecKWI72e7FQDpKF/yWLzMo/69cmkKr+4tsR+/sStIU2GBhMYNVLfnthQO6SWxrevtE08T63NNWJ+C9bkmrE+RTeuryb9/AJAG95QSOjRXXwBNYts22il3+fLzNVVOlFXOAfvuK999694yRcbs2KoeQxPTrss15jae2r4wCQzoZKcAAAAAAEAqlBII8XYoJQCAM0oJAFA9sV++l6LRF6rnaZ0SvLhL/Ft3AdRQwY8SGntFvNyj/R1zS/xdjk7726+TMXdvCPTrqG6/vmO+Obt88Uz7TGuG9dVfWF9qrK/+wvpSi6x+zb3ri//795h9pgBQ+9xTSmibvC0t2zfbKXd59OGHq5woq5y+fc6wUzmm4lhpx9DEHONcE/3yXXVfmAT6d7RTAAAAAAAgFUoJhHg7lBIAwBmlBABIU7hcSmePE1/Lw9VztMni63iklC982G4EwO6Krl8phUPPVP++1Wd8xx8hpY/dJlJSZJ/pbopG468d/lNbqT+vrmO+LLR05hiRUMA+wd3E+uo0rK+aWF+dhvVVUywm5S9NF3/3Y9SfV9eJ//tn1ldb//4BQBLuKSVUvLBrL4gm5tv33WjinXdWOVFWOU/M3L3GXLYyd7XQjqGJuRtGrol+uULdFyamEQkAAAAAANJDKYEQb4dSAgA4o5QAAKlFVr4igbPaqudmk+bQRlJ8zxCRwHa7FQC1Kbr2PSm65XwpyGuk/x2so/i7tYoXlqSwwD6zWhYuj198Wl/fjO3v2pL17Q7Wl9Gwvt3E+jKaOlnfy4/Ev7xY+/mZjv+UivU9cadI8Ff7hAAgs9xTSmjdVH1hNBHfT3bKXW4ZcWOVE2WVs27tWjuVW2I/faseQxNfpyPtVO4wv2Br+8Ik0K+DnQIAAAAAAKlQSiDE26GUAADOKCUAQHLmHHXRyHPVc7JOCV5xavzb3AHUgV82xS+KDJzTXv37mJE0bxJ/bQi/+3z8G6vrSvSzZRK68wrHL2etlSTW9878+DeO1xXWV0thfRnB+moprC8jomvektC4geJr20x/XrWVZvlSNKK/hN+eV6frAwDDPaUEh9snin+bnXKXMbfcUuVEWSJ//uOeFa/nufmCHtusrYOPAAD/9ElEQVT6tXoMTfydW9ip3BH97/vqvjAJ9G1vpwAAAAAAQCqUEgjxdiglAIAzSgkAoCgvldLHbhdfiybq+dhkMeety1951G4EQF2Lff+5lD45XgoHnab+Hd2dBM44XkLj/yPhN58RKSmyP7GehMsl8uEiKZ58rQQGdJKChnnqc65O4usbN/C39YUC9gfVE9ZX7bC+OsT6qh3WV4ci4fgdvoqnXCeBc0+I37lLe87VSaBXm3ihI/zGnPpfH4Cc5ppSgmmgaS+YJhm7Pc5umnzXxConyhLZ58972YncE/vhK/UYmvi7HG2nckf0qw/VfWESOLudnQIAAAAAAKlQSiDE26GUAADOKCUAQFWR9xdKoPdx6nnYpMlrJMX3DnXt9QdATorFJPbtailfMkuKJ16p/921Mdec+E9tFf+7H7zoZCm64WwpvusqKZtzl0Q+fFnE97PdqEuFAhL55HUpe+5eKZ50TfxbrIOXnhK/dsSs63/r69NWghd3kaJhfSvWN9iubxHrq2+sj/W5GevL/vV9+oaUzZsSL2LE13dZ19/W182ur+L/NcWK+Pqu/+3fv9KnJkjkg5dECn60GwKA+ueeUkLTfPWXChPzwutGb77+WpUTZZVTWlJqp3JLbNOX6jE08Xdtaadyh7ndp7YvTAJntbVTAAAAAAAgFUoJhHg7lBIAwBmlBAD4TWzreika3k89/+oU843s5sJnAAAAAACQGe4pJeQ3Vj8cMKn3W6olYYoHf9lrryonyxJZ/NJLdiq3mNvsacfQxDT2ck10/UfqvjAx7UwAAAAAAJAeSgmEeDuUEgDAGaUEADmvrERKZoyWgmbJv+xQi//koyX86hN2IwAAAAAAIFPcU0rIa6R+SGBiPmBwq9Ytj65ysiyRoYMH24ncEtvwmXoMTfyntbZTuSP69cfqvjAxt1QCAAAAAADpoZRAiLdDKQEAnFFKAJDLwu/MF3+P1uo516TJbywlU28QCQXsVgAAAAAAQCa5p5TQIE//sKAiEgnbKfcZ8p//VDlZlki749rYidwS++4T9Ria+Hvm3j6JfrNK3Rcmgd7H2SkAAAAAAJAKpQRCvB1KCQDgjFICgFwU27xWCq87Sz3X6pTCIb0ktnGN3QoAAAAAAKgL7iklKB8WJCKxmJ1yn2++/lr+stefqpwwM/nDHnvI++++a6dyh+OdAXLwIvzYt6vVfWES6JWbxRUAAAAAAGqCUgIh3g6lBABwRikBQE4pKZKSh0ZKQdN89TxrsvhPbSXhZU/bjQAAAAAAgLrkjlJCLKZ+aJCI2/U9s0+VE2aJnNrlZDuRO6LrV6rH0CTQp62dyh2Od444/Vg7BQAAAAAAUqGUQIi3QykBAJxRSgCQK0ypwN+tlXp+NWmaNJaSB0fEywwAAAAAAKB+uKOUEAnrHx6YNMizQ+618oMPZJ8/71XlpFkiU+65x07lhui6D/TjWJHA2e3sVO6IbfhM3Rcm/h6t7RQAAAAAAEiFUgIh3g6lBABwRikBgNfFvv9cCq/urZ5XdUrh0DMltulLuxUAAAAAAFBf3FFKKCtRP0CIJ6+xHXK3u8eNq3LSLJE/7fkHmXzXRDvlfdG17+nHsSKBfh3sVO6IbVyj7gsT/2mUEgAAAAAASBelBEK8HUoJAOCMUgIAzwoFpGTaMCnIb6yeU00Wc641vPw5uxEAAAAAAFDf3FFKKClSP0iIJz87SgnGmb16VjlxVjkjbrheotGonfSu6Bfv6MexIoH+He1U7jDf6KHtCxN/92PsFAAAAAAASIVSAiHeDqUEAHBGKQGAF4Vfmy3+Lker51KTplm+lDwySqQ0ZLcCAAAAAADcwB2lhFBA/0DBpGm+HXI/X0GBtDmmVZWTZ5XTssWRMm3KvfE5r4queUs/jhUJnHuCncodsU1fqPvCxN+tlZ0CAAAAAACpUEogxNuhlAAAziglAPCS2HefSOFVp6vnUJ1SNOwcif3wld0KAAAAAABwE3eUEoK/qh8qmPhaHG6Hat8v27bJ9ddcLcOuvVaGXzc0fjeDm28cLqNGjJBbR46UMbfcImNvvVXuvG2MTLjjdpl4551y9/jxMvmuiTLlnntk6uTJ8sCUKfLQtGky/cEH5NGHH47/bwcfdFCVE2g7Z9+995bWLY+O31lh2NChMnP6dHlpwQJ58/XX5IMVK2TlBx/I6o8/ls9Wr5bP16yRtV98IevXrZNvvv5aNm7YIJs3b5atW7fGn/+OHTskEAhKKBSSstLSer8bQ/SzZepxNAmef6Kdyh2xTV+q+8LEfyqlBAAAAAAA0kUpgRBvh1ICADijlADAEwoLpHjKUClo1Fg9f5osgV5tJLJigd0IAAAAAABwI3eUEvzb1A8XTHwtM1dKMBf7Vz7R5aXs+X97yJ/2/IPs/ac/yj5/3it+Eu9fB/3DrjxzIp+8rh5Hk+BFJ9mp3BHbvFbdFyb+U1raKQAAAAAAkAqlBEK8HUoJAOCMUgKAbFe+eKb4O7dQz5smi69FEyl97LaKB5farQAAAAAAALdyRynB95P6IYOJr3VTO1T7zF0IKp/o8nrMHRoyLbJqqXocTYIXd7FTucPcPlTbFyb+LkfbKQAAAAAAkAqlBEK8HUoJAOCMUgKAbBVd/5EEB3ZTz5c6peimARL78Ru7FQAAAAAA4HbuKCXs2Kp+0GDia3OEHap9n61eXeVEl9ez/z772JVnTuSjxepxNAleeoqdyh2xrevVfWHiP5lSAgAAAAAA6aKUQIi3QykBAJxRSgCQdQLbpfieIVJwaCP1XGmyBPq0lciHi+xGAAAAAABAtnBHKeGXTeoHDia+ds3tUO1b/fHHVU50eT0H7PdXu/LMMR8QacfRJHh5VzuVO2Jbv1b3hYn/pKPsFAAAAAAASIVSAiHeDqUEAHBGKQFANil/abr4Oh6pniNNFl/Lw6V09jiRcLndCgAAAAAAyCauKCXEtm1UP3gw8XU40k7Vvo9XrqxyosvrOfCA/e3KMyfy/kL1OJoEB3a3U7nD3FJU2xcm/s4t7BQAAAAAAEiFUgIh3g6lBABwRikBQDaIrvsgfvd87dyoU4pGXRC/ZgAAAAAAAGQvd5QSfvpW/fDBxNcpcxdur3z/vSonuryegw78m1155kRWLFCPo0nhoNPsVO5w+rPtP4FSAgAAAAAA6aKUQIi3QykBAJxRSgDgav5tUjzxSilomKeeF02WwDntJbJqqd0IAAAAAADIZu4oJWz9Wv0QwsTf+Sg7VftMKeHA/feTA/b7a/wk1z5/3kv+stef5M9/3FP2/L89qpwE80L++Y+/25VnTvjd59XjaFJ41el2KnfEft6g7gsTc8tSAAAAAACQHkoJhHg7lBIAwBmlBACuFItJ2Qv3i699c/V8aLL4WjeVsjl3iUTCdkMAAAAAACDbuaOUsGWd+mGEib9LSztVP6LRqITDYQmFQhIIBMVXUCC/bNsmW7dulc2bN8v3GzfIN19/LevXrZN1a9fKl5+vkc9Wr5bVH38sH69cGS8+rHjnbXnnrbdk+bJl8sarr8prSxbLq6+8IotfekleWrBAXnx+vrwwb57Mf/ZZmTtnjjw9e7bMeeJxmf3YYzJrxiMyc/p0mfHggzL9/vvlgfvuk2lT7pWpkybJ5Lsmyj0TJsjd48bJhLF3yJ23jZGxt94qt40aJWNuvllGjRghN984XG4adoPceP11cuvIkXZVmRN+e556HE0Kh/SyU7kj9sv36r4w8XVobqcAAAAAAEAqlBII8XYoJQCAM0oJANwm+uW7ErzwJPU8qFNCt10isn2z3QoAAAAAAPAKd5QSNn2pfiBh4u/ayk4hG4TfelY9jiaF15xhp3LIL5vUfWFivjEEAAAAAACkh1ICId4OpQQAcEYpAYBrFPwooTuvkIIGeeo50GQJDOgkkU/fsBsBAAAAAABe445Swvefqx9MmPi7HWOnkA3Cy55Wj6NJ4dA+diqHbN+s7gsTX7tmdggAAAAAAKRCKYEQb4dSAgA4o5QAoN5Fo1L23L3iO/4I9dxnsvjaHCFlcyfHHw8AAAAAALzLHaWEDZ+pH1CY+E9rbaeQDcKvP6UeR5PC686yUznk1y3qvjDxtaWUAAAAAABAuiglEOLtUEoAAGeUEgDUp+hnb0rg3BPUc55J0yBPQmOvENmx1W4FAAAAAAB4mTtKCd+u1j+oqIi/Zxs7hWwQfm22ehxNiob1tVM5ZMdWdV+YmG8RAQAAAAAA6aGUQIi3QykBAJxRSgBQL37dIqHbLlXPdToleEFniX6+3G4EAAAAAADkAleUEqJff6x+WGES6H28nUI2KF8ySz2OJkXD+9mpHFLwo7ovTMytSgEAAAAAQHooJRDi7VBKAABnlBIA1KlIWMqevlt8xzZVz3Mmi69dMyl7fppILGY3BAAAAAAAcoU7SgnrV6ofWpgE+rS1U8gG5YtnqsfRpGhEfzuVQ3w/qfvCxNe6qR0CAAAAAACpUEogxNuhlAAAziglAKgrkdWvSaBfB/X8ZtI0zJPi8YPi50YBAAAAAEBuckcpYd0H+ocXFQmc3c5OIRuUL5qhHkeTopsG2Kkc4t+m7gsT3zGH2yEAAAAAAJAKpQRCvB1KCQDgjFICgEyL/fK9FI2+UD2v6ZTgxV0kuvY9uxUAAAAAAJCr3FFK+HKF+gGGSaBfRzuFbFD+8iPqcTQpuvl8O5VDAtvVfWHia0kpAQAAAACAdFFKIMTboZQAAM4oJQDImHC5lM4eF/9CNe2cZrL4Oh4p5QsfthsBAAAAAAC5zh2lhC/eUT/IMAn072SnkA3KX3xIPY4mRaMusFM5JPirui9MfEdRSgAAAAAAIF2UEgjxdiglAIAzSgkAMiGy8hUJnN1OPZeZNIc2kuK7h8S/nA0AAAAAACDBHaWENW/pH2hUJHDuCXYK2aBswQPqcTQJjb7ITuWQwgJ1X5j4WjSxQwAAAAAAIBVKCYR4O5QSAMAZpQQAtSn207dSNPJc9RymU4KXd5Xo+pV2KwAAAAAAAL9zRSkh8ukb6ocaJsELOtspZIOy56epx9EkNOZiO5VDinzqvoinOaUEAAAAAADSRSmBEG+HUgIAOKOUAKBWlJdK6aw74nd0V89fJon/hBZSvmiG3QgAAAAAAMCu3FFKWP2a+uGGia/jkVJ812ApnnSNFE++VoqnXCfF910vJdOGS8kDN0rJgzdJycMjpeSRUVI641YpnTlGSh+7XU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fJPveLA/jjOVS9zldrLUp47OGX6logFBOfjv3G623pFWoXi+ZjAUfuNSYjX933R3UvqAAAAGYWRQkAwLgUJdTm1pseD6unGczrnfJACkUJ46tlwNmhX/1x9ufVJDfQckHxMc2f2LT6gUe1Js5m/vijL6dXnbniTbC11zwq+x4smDhjVD1mIZuJigyyXGWlw9NSM1sjFCXEmQNzrzVWRs8CXUktRQkTGTSw4JN+cmJ/PZmzupWz9cjv9eU/v5NetTaLSlFCHLDztZHvxtzPJ5I4QOjuXz+Vturdwqrddvpetu1EEgca5QYiVaMRixLOOeOmug6eGp04OGOi2tu6J3U20UqJxztx0F5R03GMGJ9+lPtZpcRBOHGQST3EAo7ca1TKc8+8kZZsXGePfCZy214pCxamxiKa+ASLXNtKKXIeUkTRooQ4EGivz03O4KP4hL+fXzt+gWMlihLGTr2LEr5x6KXZn08k8ckZt9z4WGn9Ufys1OMJPbnU64k9zXSOXcsg3rh/H//YxGZ0r5T45KRq90lRwvyZ7KKEqMj3Q0wcNFtEIxUl6M/epT+rPUX6s0q+ftBPsuuezMRzvt/c+WTaguKmoyjhVzc9XnpSSG79k5H4dNh6nJ/UUpRw8w2PlCZXyLWZaOJ1x3jtoVaxYHqiT7SsJdt+6pSFnq4JAABQpigBABiXooTiYkFCHMyRW2+9EgfhKEoYX9EBZ0UG6i6YODB+cHAwvXLes0+/UZqBNLf8ZCQOtHrkwRfTq89MB33lwuy+53LNFfelpRgt3sSKAx9z71kucTavRUEjFCXUMutcNZ/5okUJcabA3M+qyZabn5hetbI4o2EcQJBbfjKy0frHhpdefDu9enGLSlFCnNk997N6JA5giH1PHFi74yQOZF9t1SNK371FNVpRwkQ+g9VmIk+WiCZrgHQ1if31eMdgC5quY8T4HZprUykT/b1EcQbOOCgvt/5cPvPp09KSja3oAJzcILWD978o27ZSNvv4CWnJ+ioy6DQOyprsz1s8Lqym2DpHUcLYqWdRwqEH1F4oNV7icdmfX3ir1HcVuY5SNPFpJ3H24YlotnPsooN4p2L/4vdoLEYdj6KE+TMVRQlFB0jH7/ve3upnsG6UogT92bv0ZxNPtf1ZzonHXJtd51RkrTWOmlegU9RUH3tdetFvC11DrFfiOdVEn+hVtCghHg/X6+ktlXLEQZekrSsmTu4Qi5Vz65yK7LrDGYXPwQEAgEWDogQAYFyKEor54+OvhFVX+Xp2nfVMvNF41pzqB6gpShg/++557oRmeTpk/4vSq+bFAWEbfvTY7LKTmXjTphlmu63FvXc/U/Ws0XHQK3mnfvtn2fesUooOvm1W012UEAdFF33iTvw8xBuT4ykyuDYO2JxIod1pJ16fXjXvySdeDWtMYUFCOXEW0VpndlsUihKKDtStJfvt/cNJm6l0dPba9ez0DlSvkYoSrrjkd9mf1TvrjBwD1Torf/yc59Y5lYmDiYuYrmPEok/AiU+pmaiirxnbN7oiv7+YWMCQ87vfPJ1tP1Z+fcef0tL1U3Qm7KnIKisfHh57pPhsw4oSxk69ihKm4nv68yP9z2Q8MWnBTOQ8rRnPsYsM4o2TUcRiqNzP6p1zzxz/XEZRwvyZiqKEC35we/a1x0q8TlKtRihK0J+9S39Wv1TTny0ozoafW9dUJr4/RYqKyqby2KvI73wyEu+5xOP3WhXp52NBQnxSbO5n9Uy8x1NLQdNkFnNVm6MOuTRtDQAAwN8oSgAAxqUooXrxxkHR92siKXLzUFHC+Ckyg2wuYw1QijMHfWab07LLTUW2/sRJpdmoZ5pq39M4UPvB+19ISzFaR3t3WHekv8u9b5Vy96+fSkvPbNNdlHDsEVdkX2esrL/eN9PSYytSlDCRvjF+9uKslJW0t3VP6ffmgtlz17PSlhSzKBQlzLT8/t5iMyo2SlFCnIEyzrqa+9lk5MRjr01bWL044+l0zJS5YOKxe5FZUafrGDH2e0UKveLMnHGZiYizWObWnUv8e6u1YGsqHVZwEM4Zp/wiLbmwTTY6PrtMpXxln/PSkvXTiEUJMfG9KTo4TlHC2KlXUcJMS3zaZFHNeo5dZEDnVD5JLBYnjjfjsaKE+TMVRQm/ufPJ7GuPlSJPWWqEooSZFv1ZPo3Wn4020D9Yeppibl1TnSLn92VTdex1yy8fm/B5UT0Snyrx1J9eS1tVTJF+fir/ZuNT0Iq473fPZtcz1Yl/DzP9Cc0AAEBxihIAgHEVHSwYbzzFwY6TmTirci0muyjh+KOuyq6rEaIoYXLzsY8ek14x75QTrssuV23iwN44W2nuZ9Um/n3OJL+66fHsfubyxT2q//tf1Bzz9cuz71mljPe3PpNMZ1HCjT97qOqngIzO3rufk9Ywtvhdmlu+3okDK8Yy0dkq4w3Qic5c96Pv35a2pnqKEt7Nqit/vaa/06KJ339FBkzlcviBF6d3oTqNUpRQbWJRQJw1cqK/jzg7Z1HxiRe5dVWTuL1xu+PvuB4DXIrMYD+dx4jxyQu5tpVSZHDhgmKBQZGikS/sVt33yHSKg+biU0Ry259L/Nv6yystaemFnXTctdnlKiUWldT6VJFK6l2UUI9zh3KKnkMoShg7U1mUMGXf0yPHYhMtTttv7+LFPs16jl3vWabL36X1KBC88fqH01bmKUqYP1NRlPDmG+3Z1x4r4z2pbrRmKUrQn40d/dnCGa8/G+38c4s/kWTNkWPR+ESz2A/Ec/LvnXpjOGvOL0u/ywO/fEHpKV255cZL/Ft/7dXWtGXVmYpjr1iIPh1PuKyUeL+qs7M3bV31ivbz4yWeZ6y26hETPpeNheFFCtHj019y6xkr8Wmh8f7QMUdcUfqeiH+v8bj4W0dfXfr3j657dHa58bLLDmekrQIAAHiXogQAYFzTOYNxpdQya1A0mUUJcRBhrTdN4qOy42C5OMg6PjK7p7u/dLH/lhsfK80CGn+eW65IFCVMbuLA7kri7E21zHIcBwaeedqN4ZmnXp8382/827jjV38sPaI5zpybW65SYvunn3y9tJ6ZoNoBEfHG0B8ffyUtxWh33fZE4Rtnp367tv63GU1XUUIcfFr0811OvJlejakqSjj3zMrvSfz7yy0zXrb91CmlwQ8vvfh2WtO7A8jjo/XjAJCig1Xid2zRWcEX1aKElVc6vHRcctftf5o3c3acVTL2sXFQfr0GwMZ8drs54YpLfhfefmtu6XWi+H0aZ/KvpRBl4w2PS2upTjMUJey643dLx2CvvPxOWuu72x2LmmoZpFBOkZkO49920c9cfKJLHATx2MMvLTSD6ct/fqc0gCj+ncXBHbnlx0qR76jpPEa86RePZNtWSvx91uqi8+7MrrNSfnrl/WnJxnX5xXdnt71Sxhso8/yzbxb+Oz7njJvS0vVRj6KEeNxy1px3zx3Kn63YJ/zuN0+HIw++pDR4LrfceInHJPGzWS1FCWNnMosS4jlnHDQcZ+mO541R/FuI54AnHH1VWL2GfrVSttvqO+GSC39dGjBdFq9lxP69lteJs1oX0czn2PUYxBsHDp54zLWlmZJHf5fGY7JYaFXr7M77f/FHaU15ihLmz1QUJURFz9m/flD129WoRQn6s/GjPxs74/Vno8W/gdw6conHbPF8qxpxUqVY8Jtbz1iJ70cRU3HstdtOtZ9fxsS/1ziJRuw347neF3Y7u3SOnmtbbeIkF0XVoyghHnPHa12jn9YQr4vEp8rGbaq1QKHaQvRYtFLkNeIkAtVO8BWvq9VyL9DTEgAAgNEUJQAA41KUUJ1D9r8ou57xEpcbb6bNOFNOLFooOlhmdBQl1J44E2t8/+KsYcd/46rw5S/8cKHZg+LAukqK3vCIv+fTT/75fDfjcmLhyjZbnpJdR6XUMmNbI7r5huoH8+2/z8zY53qLN66LFjzFGduKDt5uZlNZlBA/73EgbhyInVt3NYmDCN54vS2tcWz1KEr4yDpHl/qUOCjk2COuKN1gjo/RL/88Fuq99WZHesWFFR3UFAdqVHOTNvb7RW9ux30oYlEsStj5M2fMVwiSE2/Cx34it3y1iQPR49/nWOIN9XXXKtZ/xe/WODi3Wo1clBD/vmNhyHgu+MHtNR07nl1gsPVxR16ZXUelxOOp8sCy8cRii6IDteMxV7Wm8xgxDhyLxRmj242V2L8XmTlztCIFKnHQehxQ0+hikUFu+yulmu+OHbY5LbtspWy5+YlpyfqYSFFC7HfPO/vWtKbK4jHCl/asbSDWEQddktYyvmY+l4yDy+J30OjEQWe59VTKV0bOPRZcx+iM9V06kUG8cUBlPD8cy8MPvFjqt3LLV5v4pJCfXHBXWmNePJaJT4nJLT9WRhfZjaeZz7EnMog37kec0bhcHFpJLCSq5VreeEWc8fhjwb/p+DefW1elxM/UgusYnenUqEUJRYvKilz/a8SiBP3Z2NGfVZdqi9LjNflqB3jHgfW1zM4fz9lz66uUj3+sWEH9ZB97XXNFbdeP4vt66Fd/POZEMfGzHK/b5pavJnfe+se0puoU/byNTnxSRCyOHk/cplquixz4pfPTGsYWz21yy+dS5Bi+rKO9O+xY8Npk7PMBAADKFCUAAONSlDC+OHAtzh6cW89YKTLoK4oXnWsZXBajKKF44s2TOCtXpcFz11/7QNj6kyeXBhZWEge2FPmdxbZXX35vWnp8cdviQNHcunKJg4T/8kpLWrp5xZnSc/u3YOL+jncze1EUZ9WKNzlz79lYiZ+HRUnRooQ44Pvi8++qmNiHx5v2cRbj+Ej/OGvxF/f4fqkfqeU7ZMEUKcCJA35y66gmcVtjAUZuEEQczHrpRb8tPRZ+9zFm9o4zXubWXSnxNasZhF0WZ7ksMsAzFuiMNxhitEWtKCHOYjjeoJeyou/N6Ky6ytdLgxKqUcuTNu69+5m09PgatShh+61PLVQc9oOzfpVdz1iJBbPV2miDY7PryCVue7V/R2VxttYis0DGQWzVmu5jxGOOuCK77kqJ3yNFxb/jIjPvFvndT5c/v/BWoWPr+GSVagqS4pOGcsuPlfvueS4tPXG1FiXEGZzjkxCK+Mahl2bXNVbi61T7PTmTziWjouuv9VpFVOsg3lio09dX3e/ngh/ckV1HNYn9SSxArMaD979Q+NpFfIpMNZr9HLvWQbyxQC3OYFyt119rW6hQbrzE77eixWlFB9sWOS6eao1alLDR+tUfb8XsOs4TgkZrtKIE/dnY0Z/l15dLtf1ZfLJEbvlcYjFIraotDI3vTTwuHG9CgNEm89grFlMXOecrJ/ZbD9z3fFrL+OL1nnXX/kZ2XWPlU1sUKxSutSghFicVeZLIr+/4U+F+o9pz2fg0nNzyudR6TTw+sTLeG8utc8HEArFYnA8AAFCmKAEAGJeihPFddF71M9SUU3RW5rLvf/fm7PrGi6KE4okDa6sx+nHNC4qDFHPrrpQ4S1hRcfBtkdl2Tz7+p2nJ5hRnk8/tVy5FHte+qIg3lmoZ+BZnxa9mUN9MUrQoYToTB5M8/ujLacvHV2tRQnyd+B0xnnjzf6ybn/E7Kbf+SokzvhcV++Y4yD23vlwuufDXacnxLUpFCRt+9NiKA69z4syRq692RHZd4+WKn4w/6+Bon9qi2Gf0p1fen5YcXyMWJcSBHbEPL+oTmxbr88cqKBotbkssWImzkI434CIOCirSR422207VH7/H96ha032MGJ/4kVt3pcQnHhQVj9Fz66qUagfnTacTj7k2u+2VEgeAVSM+iSLOmJxbR6V8rcDgzPHUWpQQi/xqEWdCzq1vrFTbRytKmNqihPjkoCLFarE4rOjAznJioVsRRZ8AFq+rVKPZz7FrHcQ73ozuOT/6/m3ZdY2VogMYFSVMvk02Oj77+pWy47Zz0pLja6SiBP3Z+NGf5ddXKdX0Z3FbcsvmMpGihFhYu2CxdXwKSvy8xr4kFtnE85OiRdzRZB57XXnJ77LrGCvxXLfI00LK4rlTLU8miQXh1aqlKCFOkvGHxyo/7aGSOFA/t75KiZ/Tanxht3Oyy+cykYl64mQkC64vXh+K99fifa34BI3nn30ztQYAAPgbRQkAwLgUJYwvDhLKraNS4uOeq535K6foI3RjFCUUS71m+IkDuXPrzyXeeKnl5lNU5NHNW25ebBapRlPkZnC1M24vKuIN/loH2l93VfWDeWeKZipKiE9dKKLWooTjj6qtoG601pau0ux/ufXnEmdXr1WRwat77npWWmp8i1JRQtFCgajocVFMfAJOUUUHOxUZfNSIRQnVzri6oCIDbWK2Hun7ioqFK3G29nPPvCUcvP9FYbutv1OaWb28zr13Pye1LO7k43463/aNlVgQU63pPkaMqn3yU0yc0bejvTstWZ0iA1biE5SawYYFZ4suMgtvfHpRbh2VsurKX69bwWYtRQkTebJF/C5ea42jsuutlDiIqxqKEqa2KKHowNpov72LDZKLidcw4mzJRcQnyuTWVSmnnXh9WnJszX6OXcsg3s999rtp6WLivhedeTrO7lyEooTJV/S4schxdSMVJejPxo7+bHL6s/POrn4f4hMDaikSL/vWN68pJRbLF3kSwngm89iryPlKTDwfm8i+PfbwS4We9BYT75NUq5aihGo/zwuKRfm59VVK3O9q7LbT97LL53Lgl85PSxUXzxfiZD/x2Dn+jcUibgAAgGooSgAAxqUoYWzxRtboQVfV5IpLfpeWrs0jD76YXe9YUZRQfeJsv3H22om673fPZtdfKWec8ou0ZHFxVvIiNzObdSajPz7+SnZ/cilyU2pREAsStv7kydn3arzEQXqLomYpSogzZxYdqFpLUUIcfFlk5spK4ndgbv2VcvXl96Yli3vrzY6qb2jHGbJ7e6srGFxUihLibKW1DHypZRBSHChTVJxNMreuSplzUvUzWzZaUUIcsFyrOEtlbp2VssmGx6clJ+65Z94o9TePPVLbUxKiIrOixoKnak3nMWJZLOLIvU6lFJlVNhaKrLLS4dn15BIHSDW6X930eHbbK2Wdgn1YLGDIrWesxL/PeihalLDC8oeGN15vS0vXpkjBT0w816iGooSpK0qIx2bxCUVFFR1cG3PWnBvT0tUrerx53JFXpiUrmwnn2LUM4q31qShRfKpRbp2V8oufPpiWrI6ihMlX9OlgRQaVN0pRgv5s/OjPJqc/K1rAHWeKj0/CKPI0wck2WcdeRZ/sFlPLpAYLKnq9JSY+iaIaRfv5VVY+fEKD8ddes1gRcDXnLkUKz2N23fG74a7bnkhLAwAATD5FCQDAuBQljO3B+4sNaFpjtSMm9JSEsqKDZRUlVJ+dtj89LT0xRQf6PP3k62nJ2nxln/Oy682llsGfjeCwA36c3Z9cFsWZ/SuJM7nVOsB+g498sy4D0ZtRMxQlxBuksVCtqFqKEuKA9nqIM7Xl1p9LHHRZbaFAJTtsc1p23bnceesf01JjW1SKEr60Z3WzYi/o9JN/nl1fpcSB3rXMOFl0gPLJx/80LTm+RitKiMcUExEHeuXWm8tH161u4PFUiceZue2slGpN5zFiWZx9sshMoPFcplrXXFGsn3/mqYkdh06F2Cfltr1SDj/w4rRkdWKxedEZeLfZsvhTXnKKFiXstevZacnavfznYgVLMdUMUlSUMHVFCXGm3FoUKfYqJxaZFfXAfc9n11Up3zj00rRkZTPhHLvoIN5YYDURxxxxRXa9lVJ0Eg1FCZPvE5sW+44oUszaKEUJ+rPxoz+bnP4sFknklh0vq616ROnY9PKL7y4d00+nyTr2Ktq/1+vJvHFgfjwnzb1GpXzv1OqKjYr287EAYCK23eo72fVWSjXXReI5Tm7Z8bLR+seGow65NNzxqz/WNPkEAABAtRQlAADjUpQwtjg7Um75SomPFq+HogMiFSVUn7PPuCktPTG771z931ucOWmiityMPegrF6almkecNa/ap5LER6rzrjiLbtGBbuXEAeF3//qptKZFT6MXJcSBrLG/rkUtRQk/v7bYrKmVFBmMvfXI72Cijj/qquy6czn129UdXywqRQnV3thfUNHBQZt9/IS0ZDFFnxx1wtFXpSXH12hFCTff8EhasjYf/9hx2fXmEp+Q0QjijK7XX/tA6clHue2slGoHWEznMeJo8WlEudfKJfb71T4Zp8iAmzhYptEVLeCIue+e59LS1Tvy4OJPeqmlOHBBRY/VLr1oYudfZZ/a4sTs+iulmqJfRQlTV5RQ6xNOrrr0nuz6KqXWYrWXXnw7u75KqaaQaCacYxcdxFvrYO2ys+b8MrveSrnkwl+nJaujKGHyFb0uW6RgrlGKEvRnY0d/9q7J6M/i0xVjkXxu+Wqz3LKHhE9veXI45uuXhxuvf7imp35MxGQde237qVOyy1fKeWffmpacuNgn5F6jUnbbqbri7aL9/GknXp+WrE3Rp3u89mprWrKy88+9Pbtskay6ytdL71mcUOL39z5fKs4GAACoF0UJAMC4FCWMLc5+lVu+Umod4Leg39z5ZHb9laIoofo89vBLaemJWX+9b2bXn0scEDRRt/zysey6c4k3y5rND876VXZfcjnlhOvSUvUXC5HiTaXJyOuvtaVXqY84A24c7Jt7j6pJsz5Ro14auSghDhqO3wO1KlqUEG/SVzsQdixxkHEsdsm9Ri71mAm6yOCLfar8rlxUihJqLUSJs0Xm1lcpe+56VlqymDhjd259lXLckVemJcfXaEUJsT+fiPi9n1tvLmutMX1FCX98/JVwzhk3lT77caBEbvvGy2QWJdTrGHG0OHAp91qVUs3gqtjXVlvIGfP9796clmxccRtz214p8Ry2Fg8/UKzYKSY+yWuiihYlPPWn19KSE3PI/hdl118p1XznKEqYuqKEn1xwV1qymKL9zo7bzklLFhOPHXPrq5RDvzr+Z2kmnGMXHcQbi6UmIhYx5dZbKUXPARUlTL446ULu9SulyGe2UYoS9GdjR3/2rsnqz+JkCLnla038XMXrSV8/6Celay+1PBWwiMk49ornVEUKgmNhRjyHrpf4FLfc61RKtYU7Rfv5n109safwfm2k38ytt1JiAdR4anna2XiJT/7Y+TNnhJOOuzbcdfufSueTAAAAtVKUAACMS1HC2Pbd89zs8pUSH5FbDz3d/aUL/rnXyEVRQnWJg2Xr8Qjj3t6B7PorpdYbo6M99sjL2XXnMp0DDmtV7WCtOHg6DuqdLHHgQe5165F4061enn36jbDh+sUGL4zORAZUzRSNWpQQZ1Sc6ADlokUJH/voMWnJiXn80er7qZj99zkvLVm7ONN6bt25VDvYY1EpSqh1APZPr7w/u75KqXVwSnwSTG59ldKsRQlxUMtEfbbA0wbWWP3ItNTkevON9nDjzx4qDXyI/VocSJLbnqKp1nQdIy4ozkoZZ+3NvWYu1RTxxIKi3LK5xP2KM8Q2uqLfyfHvqlZFCwTWWO2I0rH/RBR5zViwUy/nnnlL9jUq5dAqCjAUJUxdUcJdtz2RliwmXpPIra9Svrrvj9KSxeXWVynjDeKdKefYRQfxFv2bXVAcUJlbb6Vc8IM70pLVUZQw+YoeI33us99NS46vUYoS9GdjR3/2rsnqz879XrHjoaIpP0nhW0dfXSqArbfJOPYqWqj7iU2/nZasn6J9XzUD+ov28w/e/0JasjZFn8JW7fXsXXc4I7t8vbLKyoeXztHjZ6OapzcAAACMpigBABhX0aKEi8+vbXarqTAZRQnxxlBu+Ur58wtvpSUnboOPVD+rlqKE6rLhR49NS05MnL00t/5GSss7nWlrG9+9dz+T3Ydc6nGzdizNUJQQZ5ouMsBxwcRHztN4RQnx+/jqy+9NWzcxRYsSdtjmtLTkxNz0i0ey62+UxJnFq7GoFCX85ZWWtGQxRQZEx9T6dJs442RufZXSrEUJ66w18ULCOKAgt+5cJqMoIQ7m//UdfwqnnXh96clARWaGLZpqTdcxYk78+8m9Zi5xxtLxnlyz/xd/lF02l1qfVDKVHnmw+NMLnnvmjbR0caef/PPsOsfKRM+BixQl1PoUiJybbyj2vRw/v+NRlDB1RQmx2LMWsT/Ora9Sjj6s2HfcaLn1Vcp4g3hnyjl20UG8tc4gX1ZkdvQYRQn57c5lqooSijxpLma/vasv7G6UogT9WeNlUerP4sQ/8Vg/t47JyCYbHl8qoJ3oZBNlk3HsFX9XuWUr5cAvnZ+WrJ9YYJV7rUq589bxJ4Iq2s/Xek2k7Pijrsqut1KqLUq4+9dPZZefjPz/7Z35k1XFFcf/nyQoO0QiYdEkJiEiYbEgCBaLKWOoaIq12GYQh30fNhGQpZgQBgoRQXAAicAEsoEIITBlgJKlogKWEjRUvcz3pSczDKfv7XOX93ru/X6qvr/NOX3fvPf6dr97vqfR/AdNDnDySFwjNiGEEEIIISQf0JRACCGEkFBoSghG20kzrIhIg6agzWdTwoenr4p5bUrTlDDw6fkmMh7a/2E5hAKvtsLE37wpvgZJb6yuM1Hp4LspAd3M4nSbnjp+q8lEfDAldGw/qfD8sOWFXdv/WOymnRRaU8KLo9aYyHigKEDK75NQkBBGXkwJUbvCo/u9lM8mdOqOAgplpHw2tVVTwpN9Kk1UdEY/Vy3mlpSUKQHd99eteq9oiEBnd2mspIWCCVfKtUaUgJlQGtOmrRvta298b7s1vodSnKTtW4+bSH/Rrr2e6F1ZeHfv6cjatukDMW+QBsc072n2lOi0mxTaLrjDBi8xkXaytJcEPpsSrl+7bSJ1HDt6Qcxn04LXor8mzMtSTklhRbxZ2WNri3hh9owDOtBLeW2iKUG+bkmlMCXc+vwrcewgaZoM+GJK4Hzmn/I2n6GBguY9TkL4/mHewV4gDmmsvZYt2CvG2jS3cqeJTI7f/nqDOJZNLqYX7Tz/n2/inZRXVVEr5rXJ1ZQAJr28ScyRpvB7M17TndvJPd8ihBBCCCGEZA+aEgghhBASCk0JwaC7kRQvSVMo5QKKo6RxJPlsSkBHNCmvTWmaElD8mwTaI8XLIbzPbQEUYvdo/D5Kr6G10D047QcjPpsSTtU3FItJpdwumjaBhoSWpGFKwH0AD54faTehWKTbo/vUQt9eFYV+T1UVC/1eGru2WESyfk1dscDi66/T6UKmNSXgYWcSrFike7BdDrk8BM6DKeHb3xpvovRoTQlRO2bmxZSA+SEuY0euFHNLimtKQIdKdFPXFLklJc3ntlxrRBsD+s0Tx5U0eri9Wz2K6qUYSV06T0ntPpMUKATq3jW62bKUilNoqzEluBgDXLn88afiGDYN6r/ARNrJ0l4S+GxKiNrwQFvEW71kn4nUk2QRb1b22Noi3kMHwjs/B3H08Hkxr000JcjXLakUpoSTJxrEsYOEPZcrvpgSOJ/5pzzOZ9pC/KSEPQyasUT9PTONtdfsGTvEWJvifLds4LcxaSybVi8Lb3agmedxSk1c5s7aKea2SWNKwD4J+wIpT9qCCR6/WxJCCCGEEEKIBE0JhBBCCAmFpoRgevecKcZLwsO+JNH88OyzKUHboTNNU8K4F9yPuQ+iZrO+w2qp1RY64wJNcd2IoctMVHr4akpAsULXzlPEvC6aNW27yUSa0JoSXB6A+oLWlIAH0kmwsGq3mN8n4bsURh5MCTB5RUVrSsA9Mwp5MSWgWD0uWAdKuSVFNSVcOH+98T7svtZOQ5rCkXKtEW3gHiKNKwnfT3xGJTQdRV9RFBeWi5otx8Rr91FxTpvSmBKGD0nOlHDj+m1xDJtcTmnI0l4S+GxKiGoq0hbxrllxwETqSbKINyt7bG0RL96vOGjfb5oS5OuWVApTAk5HksYO0p6d7t3ofTElcD7zT3mcz8CqpfuLJgEpX9pCw4oopyaksfbC/laKtSlqo4EgtL8fLZ77lom0o5nncXJpXLT3SI0pAeCkTzQEkHKVQmh+4LvJnRBCCCGEEFJ6aEoghBBCSCg0JQTzg77uJyVA9+4l90MtikKkMSSlaUrYsuF9ExmN+uOXxLw2pWlKSKobeJQHx6WWz9/Vlowft1G8fkkrU+jM1RofTQn4nMcxJCyaE/7gLo/QlNAsbQGfjXmv7hLz+6QjdefM1drJgykhzgN4rSlhR029idSRF1PC4GcWmqjopG1KeHvXnwtdOkW/DwVJUxSkMdOUa41oA59nXL80tiRbMZHr6VKQy3xXboY/u1S8dh/13W5Tix1Lo6AxJbicVuDK9Ws6U8LA/vNNpJ0s7SWBz6aEqOiLOqN3wk2yiDcre2xtES9Ow4sDTQnu+GhKeHX6dnHsIF375JaJDscXU0JUOJ+lpzzOZ01gjaz9vT8pff97M9SF6WmYEqpm1oqxNqVhStD+fuSyxtPM8zhVLi5pmxKawAk5HTtMEnOmrTEjVhZPOSaEEEIIIYSQJmhKIIQQQkgoNCUE0/+n7sYACIUfSaF5b9I0Jby57rCJjMaR9z4S89qUpimhYkqNiYwHOopJ+X3SxtfjvW+lAg/kpOuXFPXhjQbfTAln/nalWAQn5QsTHqqvXt52CulLDU0JzXq9+qCJjAc610n5fdKhA2fN1dqhKSEYrSkBn8co5MWUMGSA36YEGBJwQoGUK4pgQsD8O23C1sK775wuFrhIfyep/aPpmRKSWiMG8YLifRr9XLWJakazpu7Ts8JE+cvljz8tW6faqMLJDlHQmBJ+9uM5Jio+fz93TRzDpqGDFptIO1naSwKaEqIXdYIki3izssfWFvHifhUHmhLc8dGUgHlXGtumx7pPNZFu5M+UwPnMVXmcz1oCo+kbq+sKP3pC91wkCWFdqCnyTsOUsGTeHjHWpuoUmsRMn6g7rcHlJBTNPB/1BMGWlMqUAGBIw+8ScZrWRBVP3yWEEEIIIYS0hKYEQgghhIRCU0IwwwYvEeNtOv2XyyYyPppC5DRNCXhIE4d9e/4q5rUpTVNCVUWtiYwHjsuX8vukOB3iSsXJEw3itUtCgWcp8MmUcOkfNwqPPzZdzBUmFB+4PIjMMzQlNCtuwWATOM1Eyu+TDu47Y67WDk0JwdCUEE5WTAm4b3XqMFnM46pOHScX19PoBIw14Rd37prs/wP3KilOErpDulKuNWIQMHhIY0uCAQOf05bgNAfpbyXNmup/4cicSl2HVh+Ez3IUNKaEJA0lmrU2NGr4ChNpJ0t7SUBTgj9FvFnZY9OUQFOCKyiK1na+HjlsuYl2g6YEdzifPUyWTQktgQESe2nsk6Rx0pCmMUQapgQU+EuxNs2t3Gkik+OVxjlHGsumms0fmEg7WTYlNIFTuvF8DifOaeb4OMKJfw0Xb5orIIQQQgghhOQdmhIIIYQQEgpNCcGMGVEtxtuEI7qT4OqVz8T8NqVpSli1dL+JjMbvthwT89qUpilhYdVuExmP+mMXxfw24eEWHs6XUrc+/8pcrb9oitHQQasU+GJKuHH9duHJPpVinjDhYdFbtX8ymYgNmhKaFbXzc2uQR8pv0+zpvxfnrzT15Zf3zNXaoSkhGJoSwsmKKUFrzm0SThrDPb7++KXQLqBYO0s5JMHg4Eq51ohB4H+hMRtu2/Rg4Y3mdCnNvFQu+vaqEK/dZ6Fg8eKFG+YVuKMxJeD0CBSqJsH+t3UF/S4FqVnaSwJ8V6Q8NtGU8CBJFvFmZY9NUwJNCa7srj0ljhukFYveMdFu0JTgDuezh8mLKaEJrL9ghhw/bmOhd8+Z4phJCet6V9IwJeA3QynWppcbP6NJ84shur3m8T9cMJF28mBKaMm/bn5RPPUEp+xhryyNmZTC5j1CCCGEEEJIfqApgRBCCCGh0JQQjPZB28zJ20xkPHbU6ApK0zQlaAs7WoPuT1Jem9I0JcR9LU1oTSMvjV1rIklLUIgp/b8kobtwKfDBlPDvu98UBvSbJ+YIEwqNDzh0gic0JbRU1KLx1hypOyfmt8nXI+BpSgiGpoRwsmBKOHTgrBgfpOeHLVefGoaTWqRckrp0nmKiwinXGjEMmCyl8SXBHN0EinCkv5H0TL+5JspftPsRn6SZa5rQmBKgs2eumsh4aO9ns2fsMJF2srSXBLiHS3lsoinhQZIs4s3KHpumBJoSXHlxlO56IO3pizQluMP57GHyZkpoDeaz5Qv3Fvc4XRv3IdI1xNGp+gYzUjBpmBJgspVibfrJD18zkcnRTXkyBQrww8ibKaEl9+/fLxw+eLZ4Yt7Pn55faPedCeI1RFWvx92NNIQQQgghhJBsQ1MCIYQQQkKhKSGYzeuPiPE2Dew/30TGAw8Dpfw2aUwJ2iKzqopaExkNxEt5bdIUkmgLzqqX7DOR8enUwb0D0dBBi00UaQKF94+0c3tAgofDd27fNZHp4oMpYezIlWJ8mNAV6+jh8yYLCYOmhGYldbLGzRt3xPw2oYjeR7RFnDQlBIumhGD5akrQFspNm7DVROrQFBxrCkfKuUYM4sPTV8XxJbV/dOL/T3fB/1f6G0krFu0txvjMr8asFa+9LQinXYSdANIarSlh/Zo6ExmPcb9cJ+a3acuG902knSztJQFNCf4U8YIs7LFpSqApwYUr//xMXTDa76kqE+0OTQnucD57mLybElpz8kRDcZ0xZsTKQs8e7qef2eS6pkjDlACw15DiJeEkL+yhk+L8R5+I49iEkytcyLMpoTXYR+LkD5gUnh24qNCxwyTxmjTy+R5PCCGEEEIIKRWFwn8BhZWCf3iJEukAAAAASUVORK5CYII=</raw>
    </picture>
  </region>
  <region id="25" left="27" top="1062" width="123" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Abutment geometry</p>
    </text>
  </region>
  <region id="26" left="36" top="1089" width="67" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Abutment </p>
    </text>
  </region>
  <region id="27" left="45" top="1116" width="97" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Abutment stem height</p>
      </description>
      <input>
        <e type="operand">h.stem</e>
        <e type="operand">9.5</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="28" left="261" top="1116" width="103" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Length of abutment</p>
      </description>
      <input>
        <e type="operand">L.abut</e>
        <e type="operand">21.5</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="29" left="468" top="1116" width="90" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Abutment stem thickness</p>
      </description>
      <input>
        <e type="operand">t.stem</e>
        <e type="operand">30</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="30" left="45" top="1197" width="76" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Abutment footing thickness</p>
      </description>
      <input>
        <e type="operand">t.ft</e>
        <e type="operand">30</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="31" left="261" top="1197" width="77" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Abutment Footing heel to stem</p>
      </description>
      <input>
        <e type="operand">B.fth</e>
        <e type="operand">4</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="32" left="468" top="1197" width="96" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>AbutmentFooting toe to stem</p>
      </description>
      <input>
        <e type="operand">B.ftt</e>
        <e type="operand">2.75</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="33" left="45" top="1278" width="116" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Height of backwall</p>
      </description>
      <input>
        <e type="operand">h.bkwall</e>
        <e type="operand">3.25</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="34" left="261" top="1278" width="109" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Thickness of backwall</p>
      </description>
      <input>
        <e type="operand">t.bckwall</e>
        <e type="operand">12</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="35" left="468" top="1278" width="213" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Total footing width</p>
      </description>
      <input>
        <e type="operand">B.ft</e>
        <e type="operand">B.fth</e>
        <e type="operand">t.stem</e>
        <e type="operator" args="2">+</e>
        <e type="operand">B.ftt</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">9.25</e>
      </result>
    </math>
  </region>
  <region id="36" left="396" top="1350" width="181" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Height from bottom of footing to beam seat</p>
      </description>
      <input>
        <e type="operand">h.bmseat</e>
        <e type="operand">t.ft</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">12</e>
      </result>
    </math>
  </region>
  <region id="37" left="45" top="1359" width="127" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Height of *effective* soil above footing(passive side)</p>
      </description>
      <input>
        <e type="operand">h.soilp</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
      </result>
    </math>
  </region>
  <region id="38" left="396" top="1431" width="152" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Distance from face of abutment to centroid of the Girder reaction</p>
      </description>
      <input>
        <e type="operand">e.grdrstm</e>
        <e type="operand">12</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">in</e>
      </contract>
      <result action="numeric">
        <e type="operand">12</e>
      </result>
    </math>
  </region>
  <region id="39" left="45" top="1440" width="221" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Height of soil above footing(active/atrest side)</p>
      </description>
      <input>
        <e type="operand">h.soila</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">12.75</e>
      </result>
    </math>
  </region>
  <region id="40" top="1512" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="41" left="18" top="1548" width="69" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Wing Wall</p>
    </text>
  </region>
  <region id="42" left="27" top="1584" width="123" height="29" color="#000000" bgColor="#ff0000" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Wing wall stem height</p>
      </description>
      <input>
        <e type="operand">h.wwstem</e>
        <e type="operand">20.75</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="43" left="252" top="1584" width="103" height="29" color="#000000" bgColor="#ff0000" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Length of wing wall</p>
      </description>
      <input>
        <e type="operand">L.wing</e>
        <e type="operand">20.5</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="44" left="450" top="1584" width="103" height="29" color="#000000" bgColor="#ff0000" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Wing wall stem thickness</p>
      </description>
      <input>
        <e type="operand">t.wwstem</e>
        <e type="operand">24</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="45" left="27" top="1647" width="83" height="29" color="#000000" bgColor="#ff0000" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Wing wall footing thickness</p>
      </description>
      <input>
        <e type="operand">t.wwf</e>
        <e type="operand">30</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="46" left="252" top="1647" width="84" height="29" color="#000000" bgColor="#ff0000" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Wing wall Footing heel to stem</p>
      </description>
      <input>
        <e type="operand">B.wwfh</e>
        <e type="operand">4</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="47" left="450" top="1647" width="103" height="29" color="#000000" bgColor="#ff0000" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Wing wallFooting toe to stem</p>
      </description>
      <input>
        <e type="operand">B.wwft</e>
        <e type="operand">2.75</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="48" top="1755" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="49" left="9" top="1782" width="93" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Loads/Forces </p>
    </text>
  </region>
  <region id="50" left="18" top="1818" width="76" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Dead Loads</p>
    </text>
  </region>
  <region id="51" left="36" top="1845" width="116" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>DC - Facia beam reaction</p>
      </description>
      <input>
        <e type="operand">R.DCfacia</e>
        <e type="operand">60</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="52" left="405" top="1845" width="97" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>DC - Interior Beam</p>
      </description>
      <input>
        <e type="operand">R.DCint</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="53" left="36" top="1917" width="117" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>DW - Facia beam reaction</p>
      </description>
      <input>
        <e type="operand">R.DWfascia</e>
        <e type="operand">2</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="54" left="405" top="1917" width="97" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>DW Interior Beam</p>
      </description>
      <input>
        <e type="operand">R.DWint</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="55" left="36" top="2007" width="153" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>DC dead load per foot:</p>
    </text>
  </region>
  <region id="56" left="216" top="2007" width="315" height="53" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.DCSpr</e>
        <e type="operand">2</e>
        <e type="operand">R.DCfacia</e>
        <e type="operator" args="2">*</e>
        <e type="operand">N.g</e>
        <e type="operand">2</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">R.DCint</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">5.5814</e>
      </result>
    </math>
  </region>
  <region id="57" left="36" top="2088" width="153" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>DW dead load per foot:</p>
    </text>
  </region>
  <region id="58" left="216" top="2088" width="295" height="53" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.RW</e>
        <e type="operand">2</e>
        <e type="operand">R.DWfascia</e>
        <e type="operator" args="2">*</e>
        <e type="operand">N.g</e>
        <e type="operand">2</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">R.DWint</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.186</e>
      </result>
    </math>
  </region>
  <region id="59" left="36" top="2160" width="129" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Weight of backwall</p>
    </text>
  </region>
  <region id="60" left="216" top="2160" width="223" height="34" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.DLabt</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">t.bckwall</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">*</e>
        <e type="operand">γ.conc</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="61" left="531" top="2160" width="219" height="48" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">X.DLabt</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">B.ftt</e>
        <e type="operand">t.stem</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.bckwall</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="62" left="36" top="2223" width="102" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Weight of stem</p>
    </text>
  </region>
  <region id="63" left="216" top="2223" width="282" height="42" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.DLabt</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">t.stem</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">*</e>
        <e type="operand">γ.conc</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.4875</e>
        <e type="operand">3.5625</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
  </region>
  <region id="64" left="531" top="2223" width="154" height="48" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2">
      <input>
        <e type="operand">X.DLabt</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">B.ftt</e>
        <e type="operand">t.stem</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="65" left="36" top="2268" width="122" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Weight of footing</p>
    </text>
  </region>
  <region id="66" left="216" top="2268" width="254" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.DLabt</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">t.ft</e>
        <e type="operand">B.ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand">γ.conc</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.4875</e>
        <e type="operand">3.5625</e>
        <e type="operand">3.4688</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="67" left="531" top="2268" width="101" height="48" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">X.DLabt</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">B.ft</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="68" left="36" top="2340" width="105" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Weight of soil </p>
    </text>
  </region>
  <region id="69" left="216" top="2340" width="252" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.DLsoil</e>
        <e type="operand">h.soila</e>
        <e type="operand">B.fth</e>
        <e type="operator" args="2">*</e>
        <e type="operand">γ.soil</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">6.12</e>
      </result>
    </math>
  </region>
  <region id="70" left="531" top="2340" width="244" height="44" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">X.DLsoil</e>
        <e type="operand">B.ftt</e>
        <e type="operand">t.stem</e>
        <e type="operator" args="2">+</e>
        <e type="operand">B.fth</e>
        <e type="operand">2</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">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">7.25</e>
      </result>
    </math>
  </region>
  <region id="71" top="2457" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="72" left="9" top="2484" width="206" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Live Loads - Traffic (Vehicle)</p>
    </text>
  </region>
  <region id="73" left="27" top="2511" width="64" height="21" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Dynamic Load Allowance</p>
      </description>
      <input>
        <e type="operand">IM</e>
        <e type="operand">1.33</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="74" left="225" top="2511" width="81" height="69" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Multiple Presence Factors</p>
      </description>
      <input>
        <e type="operand">MPF</e>
        <e type="operand">1.2</e>
        <e type="operand">1</e>
        <e type="operand">0.85</e>
        <e type="operand">0.65</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="75" left="450" top="2511" width="72" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Number of lanes</p>
      </description>
      <input>
        <e type="operand">n.lanes</e>
        <e type="operand">2</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="76" left="27" top="2619" width="217" height="30" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Axle Load - Truck</p>
      </description>
      <input>
        <e type="operand">P.LLaxelDT</e>
        <e type="operand">8</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand">32</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand">32</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="77" left="270" top="2619" width="185" height="30" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Axle Load - Tandem</p>
      </description>
      <input>
        <e type="operand">P.LLaxelTdm</e>
        <e type="operand">25</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand">25</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="4">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="78" left="486" top="2619" width="117" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Lane Load</p>
      </description>
      <input>
        <e type="operand">w.LLlane</e>
        <e type="operand">640</e>
        <e type="operand" preserve="false" style="unit">plf</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="79" left="36" top="2682" width="239" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Live Loads used for Backwall Design</p>
    </text>
  </region>
  <region id="80" left="54" top="2709" width="486" height="60" color="#000000" bgColor="#ffff80" fontSize="8">
    <text lang="eng">
      <p>Backwall - For design of the backwall will use the dynamic load allowance and the multiple presence. - Assume that each lane has the design truck axles along the abutment. Convert this to a load per foot. </p>
    </text>
  </region>
  <region id="81" left="54" top="2772" width="506" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Live Loads overriden to match loads provided by temporary bridge manufacture</p>
    </text>
  </region>
  <region id="82" left="54" top="2808" width="269" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">R.LLbw</e>
        <e type="operand">2</e>
        <e type="operand">49</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand">IM</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operand">39</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">kip</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">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">208.34</e>
      </result>
    </math>
  </region>
  <region id="83" left="54" top="2853" width="178" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.LLbw</e>
        <e type="operand">R.LLbw</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">9.6902</e>
      </result>
    </math>
  </region>
  <region id="84" left="9" top="2925" width="408" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Girder reactions - Enter as Unfactored w/out any lane factors</p>
    </text>
  </region>
  <region id="85" left="45" top="2952" width="123" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Max Unfactored Vehicle Reaction(no lane load factors)</p>
      </description>
      <input>
        <e type="operand">V.vehmax</e>
        <e type="operand">52.5</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="86" left="315" top="2952" width="116" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Max Unfactored Lane Load Reaction(no lane load factors)</p>
      </description>
      <input>
        <e type="operand">V.lanemax</e>
        <e type="operand">15</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="87" left="45" top="3024" width="126" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Min Unfactored Vehicle Reaction(no lane load factors)</p>
      </description>
      <input>
        <e type="operand">V.vehmin</e>
        <e type="operand">6.5</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="88" left="315" top="3024" width="119" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Min Unfactored Lane Load Reaction(no lane load factors)</p>
      </description>
      <input>
        <e type="operand">V.lanemin</e>
        <e type="operand">3</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="89" left="27" top="3114" width="212" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Live Loads Used for Stem Design</p>
    </text>
  </region>
  <region id="90" left="45" top="3132" width="383" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>- Use dynamic load allowance and multiple precence factor</p>
    </text>
  </region>
  <region id="91" left="45" top="3159" width="142" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Max downward loading</p>
    </text>
  </region>
  <region id="92" left="72" top="3186" width="506" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Live Loads overriden to match loads provided by temporary bridge manufacture</p>
    </text>
  </region>
  <region id="93" left="72" top="3222" width="288" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">R.LLstmax</e>
        <e type="operand">2</e>
        <e type="operand">49</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand">IM</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operand">39</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">kip</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">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">208.34</e>
      </result>
    </math>
  </region>
  <region id="94" left="72" top="3258" width="216" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.LLstmax</e>
        <e type="operand">R.LLstmax</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">9.6902</e>
      </result>
    </math>
  </region>
  <region id="95" left="45" top="3321" width="129" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Max uplift loading</p>
    </text>
  </region>
  <region id="96" left="72" top="3366" width="413" height="34" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">R.LLstmin</e>
        <e type="operand">n.lanes</e>
        <e type="operand">MPF</e>
        <e type="operand">n.lanes</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">V.vehmin</e>
        <e type="operand">IM</e>
        <e type="operator" args="2">*</e>
        <e type="operand">V.lanemin</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">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">23.29</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="97" left="72" top="3420" width="225" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.LLstmin</e>
        <e type="operand">R.LLstmin</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.0833</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="98" top="3465" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="99" left="18" top="3510" width="235" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Live Loads Used for Footing Design </p>
    </text>
  </region>
  <region id="100" left="27" top="3537" width="538" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>- Do NOT include dynamic load allowance - but do include multiple presence factor</p>
    </text>
  </region>
  <region id="101" left="45" top="3573" width="142" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Max downward loading</p>
    </text>
  </region>
  <region id="102" left="72" top="3600" width="506" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Live Loads overriden to match loads provided by temporary bridge manufacture</p>
    </text>
  </region>
  <region id="103" left="72" top="3618" width="249" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">R.LLftmax</e>
        <e type="operand">2</e>
        <e type="operand">49</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operand">39</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">kip</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">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">176</e>
      </result>
    </math>
  </region>
  <region id="104" left="72" top="3672" width="209" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.LLftmax</e>
        <e type="operand">R.LLftmax</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">8.186</e>
      </result>
    </math>
  </region>
  <region id="105" left="45" top="3735" width="129" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Max uplift loading</p>
    </text>
  </region>
  <region id="106" left="72" top="3762" width="506" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Live Loads overriden to match loads provided by temporary bridge manufacture</p>
    </text>
  </region>
  <region id="107" left="72" top="3780" width="154" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">R.LLftmin</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
      </result>
    </math>
  </region>
  <region id="108" left="72" top="3834" width="183" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.LLftmin</e>
        <e type="operand">R.LLftmin</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
      </result>
    </math>
  </region>
  <region id="109" top="3906" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="110" left="9" top="3942" width="96" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Braking Force</p>
    </text>
  </region>
  <region id="111" left="36" top="3978" width="225" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Number of lanes in same direction</p>
    </text>
  </region>
  <region id="112" left="279" top="3978" width="107" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">n.lanesbrak</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="113" left="36" top="4014" width="135" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Total Braking force</p>
    </text>
  </region>
  <region id="114" left="279" top="4014" width="114" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">BRK.tot</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">21.6</e>
      </result>
    </math>
  </region>
  <region id="115" left="279" top="4068" width="170" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.BR</e>
        <e type="operand">BRK.tot</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.0047</e>
      </result>
    </math>
  </region>
  <region id="116" left="45" top="4077" width="174" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Braking force on abutment</p>
    </text>
  </region>
  <region id="117" left="18" top="4167" width="69" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Wind Load</p>
    </text>
  </region>
  <region id="118" left="27" top="4203" width="199" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Wind Load from Superstructure</p>
    </text>
  </region>
  <region id="119" left="36" top="4239" width="122" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Longitudinal Wind</p>
    </text>
  </region>
  <region id="120" left="270" top="4239" width="117" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2">
      <input>
        <e type="operand">WS.Spr_L</e>
        <e type="operand">3.9</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="121" left="441" top="4239" width="267" height="34" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>10% of transverse wind load provided by temporary bridge manufactuer</p>
    </text>
  </region>
  <region id="122" left="270" top="4275" width="200" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.WS_L</e>
        <e type="operand">WS.Spr_L</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" preserve="false" style="unit">plf</e>
      </contract>
      <result action="numeric">
        <e type="operand">181.3953</e>
      </result>
    </math>
  </region>
  <region id="123" left="36" top="4338" width="80" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Transverse </p>
    </text>
  </region>
  <region id="124" left="441" top="4338" width="318" height="34" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Overiden to match temporary bridge manufacturerloads</p>
    </text>
  </region>
  <region id="125" left="270" top="4347" width="110" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2">
      <input>
        <e type="operand">WS.Spr_T</e>
        <e type="operand">39</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="126" left="27" top="4383" width="173" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Wind Load on Substructure</p>
    </text>
  </region>
  <region id="127" left="36" top="4419" width="150" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Trib area of abutment </p>
    </text>
  </region>
  <region id="128" left="270" top="4419" width="310" height="35" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">A.WSsub</e>
        <e type="operand">t.stem</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">*</e>
        <e type="operand">h.bkwall</e>
        <e type="operand">t.bckwall</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">ft</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
      </contract>
      <result action="numeric">
        <e type="operand">27</e>
      </result>
    </math>
  </region>
  <region id="129" left="36" top="4482" width="80" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Transverse </p>
    </text>
  </region>
  <region id="130" left="270" top="4482" width="228" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS.sub_T</e>
        <e type="operand">A.WSsub</e>
        <e type="operand">q.WS_Sub</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.08</e>
      </result>
    </math>
  </region>
  <region id="131" left="36" top="4527" width="93" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Longitudinal </p>
    </text>
  </region>
  <region id="132" left="270" top="4527" width="317" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS.sub_L</e>
        <e type="operand">A.WSsub</e>
        <e type="operand">q.WS_Sub</e>
        <e type="operator" args="2">*</e>
        <e type="operand">60</e>
        <e type="operand" style="unit">deg</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.9353</e>
      </result>
    </math>
  </region>
  <region id="133" left="18" top="4563" width="180" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Total Horizontal Wind Load</p>
    </text>
  </region>
  <region id="134" left="36" top="4590" width="80" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Transverse </p>
    </text>
  </region>
  <region id="135" left="270" top="4590" width="221" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS.T</e>
        <e type="operand">WS.Spr_T</e>
        <e type="operand">WS.sub_T</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">40.08</e>
      </result>
    </math>
  </region>
  <region id="136" left="36" top="4626" width="93" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Longitudinal </p>
    </text>
  </region>
  <region id="137" left="270" top="4626" width="228" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS.L</e>
        <e type="operand">WS.Spr_L</e>
        <e type="operand">WS.sub_L</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">4.8353</e>
      </result>
    </math>
  </region>
  <region id="138" left="513" top="4626" width="204" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">WS.L</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.2249</e>
      </result>
    </math>
  </region>
  <region id="139" top="4698" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="140" left="18" top="4716" width="153" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Wind load on Vehicles  </p>
    </text>
  </region>
  <region id="141" left="36" top="4752" width="80" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Transverse </p>
    </text>
  </region>
  <region id="142" left="270" top="4752" width="94" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL.T</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.85</e>
      </result>
    </math>
  </region>
  <region id="143" left="513" top="4797" width="197" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WL.L</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.053</e>
      </result>
    </math>
  </region>
  <region id="144" left="36" top="4806" width="93" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Longitudinal </p>
    </text>
  </region>
  <region id="145" left="270" top="4806" width="94" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL.L</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.14</e>
      </result>
    </math>
  </region>
  <region id="146" left="18" top="4860" width="109" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Wind - Vertical</p>
    </text>
  </region>
  <region id="147" left="261" top="4887" width="81" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">q.WV</e>
      </input>
      <contract>
        <e type="operand" style="unit">psf</e>
      </contract>
      <result action="numeric">
        <e type="operand">20</e>
      </result>
    </math>
  </region>
  <region id="148" left="36" top="4896" width="155" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Vertical wind pressure</p>
    </text>
  </region>
  <region id="149" left="261" top="4923" width="175" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.WV</e>
        <e type="operand">q.WV</e>
        <e type="operand">b.slab</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" preserve="false" style="unit">plf</e>
      </contract>
      <result action="numeric">
        <e type="operand">713.4</e>
      </result>
    </math>
  </region>
  <region id="150" left="36" top="4932" width="200" height="34" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Uniform load along centerlineof bridge</p>
    </text>
  </region>
  <region id="151" left="261" top="4959" width="226" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.WVabut</e>
        <e type="operand">w.WV</e>
        <e type="operand">L.trib</e>
        <e type="operator" args="2">*</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" preserve="false" style="unit">plf</e>
      </contract>
      <result action="numeric">
        <e type="operand">945.6698</e>
      </result>
    </math>
  </region>
  <region id="152" left="36" top="4986" width="174" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Vertical load at abutment</p>
    </text>
  </region>
  <region id="153" top="5004" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="154" left="18" top="5049" width="116" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Earthquake Loads</p>
    </text>
  </region>
  <region id="155" left="45" top="5076" width="155" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Minimum Support Length</p>
    </text>
  </region>
  <region id="156" left="45" top="5103" width="536" height="38" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">N</e>
        <e type="operand">8</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand">0.02</e>
        <e type="operand">L.bridge</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">0.08</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operand">1</e>
        <e type="operand">0.000125</e>
        <e type="operand">ϕ.skew</e>
        <e type="operand">2</e>
        <e type="operator" args="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">1</e>
        <e type="operand">12</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">in</e>
      </contract>
      <result action="numeric">
        <e type="operand">12.5401</e>
      </result>
    </math>
  </region>
  <region id="157" left="18" top="5184" width="83" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Earth Loads</p>
    </text>
  </region>
  <region id="158" left="45" top="5229" width="59" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Earth pressure Coeff.active/at-rest</p>
      </description>
      <input>
        <e type="operand">K.a</e>
        <e type="operand">0.5</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="159" left="270" top="5229" width="102" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Soil Unit Weight</p>
      </description>
      <input>
        <e type="operand">γ.soil</e>
      </input>
      <contract>
        <e type="operand" preserve="false" style="unit">pcf</e>
      </contract>
      <result action="numeric">
        <e type="operand">120</e>
      </result>
    </math>
  </region>
  <region id="160" left="432" top="5229" width="64" height="21" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Cohesion</p>
      </description>
      <input>
        <e type="operand">c</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">psf</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="161" left="36" top="5301" width="194" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Horizontal Force on Backwall</p>
    </text>
  </region>
  <region id="162" left="72" top="5319" width="274" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">F.EHbw</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">K.a</e>
        <e type="operator" args="2">*</e>
        <e type="operand">γ.soil</e>
        <e type="operator" args="2">*</e>
        <e type="operand">h.bkwall</e>
        <e type="operand">2</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">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.3169</e>
      </result>
    </math>
  </region>
  <region id="163" left="486" top="5319" width="180" height="44" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">Y.EHbw</e>
        <e type="operand">h.bkwall</e>
        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.0833</e>
      </result>
    </math>
  </region>
  <region id="164" left="36" top="5364" width="167" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Horizontal Force on Stem</p>
    </text>
  </region>
  <region id="165" left="72" top="5382" width="341" height="37" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">F.EHstem</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">K.a</e>
        <e type="operator" args="2">*</e>
        <e type="operand">γ.soil</e>
        <e type="operator" args="2">*</e>
        <e type="operand">h.bkwall</e>
        <e type="operand">h.stem</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="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">4.8769</e>
      </result>
    </math>
  </region>
  <region id="166" left="486" top="5382" width="225" height="44" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">Y.EHstem</e>
        <e type="operand">h.bkwall</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">+</e>
        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">4.25</e>
      </result>
    </math>
  </region>
  <region id="167" left="36" top="5436" width="265" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Horizontal Force From Bottom of Footing</p>
    </text>
  </region>
  <region id="168" left="72" top="5463" width="366" height="37" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">F.EHftg</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">K.a</e>
        <e type="operator" args="2">*</e>
        <e type="operand">γ.soil</e>
        <e type="operator" args="2">*</e>
        <e type="operand">h.bkwall</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</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="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">6.9769</e>
      </result>
    </math>
  </region>
  <region id="169" left="486" top="5463" width="264" height="44" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">Y.EHftg</e>
        <e type="operand">h.bkwall</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">5.0833</e>
      </result>
    </math>
  </region>
  <region id="170" left="36" top="5526" width="142" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Vertical Soil Weight</p>
    </text>
  </region>
  <region id="171" left="54" top="5553" width="309" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>The passive soil above the toe will be ignored</p>
    </text>
  </region>
  <region id="172" left="54" top="5598" width="147" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Soil weight over heal</p>
    </text>
  </region>
  <region id="173" left="261" top="5598" width="225" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.EV</e>
        <e type="operand">γ.soil</e>
        <e type="operand">h.soila</e>
        <e type="operator" args="2">*</e>
        <e type="operand">B.fth</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">6.12</e>
      </result>
    </math>
  </region>
  <region id="174" top="5742" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="175" left="486" top="5904" width="278" height="284" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" 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</raw>
    </picture>
  </region>
  <region id="176" left="9" top="5940" width="218" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Loads due to live load Surcharge</p>
    </text>
  </region>
  <region id="177" left="27" top="5967" width="458" height="125" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Note: Because a lab and roadway cover te abutment backfill material, no uniform surcharge will be applied. However, AASHTO requires that a live load surcharge be applied. Pertables 3.11.6.4.1.A reduction may be applied when an approach slab is used, which bearson the back wall.  AASHTO does not give direction on what this reduction may be. PER FWHA this surcharge is applied uniformaly against the backof the wall (like a normal surcharge, not a soil load). </p>
    </text>
  </region>
  <region id="178" left="36" top="6120" width="70" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Equivalent Soil height</p>
      </description>
      <input>
        <e type="operand">h.eq</e>
        <e type="operand">3</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="179" left="18" top="6183" width="194" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Horizontal Force on Backwall</p>
    </text>
  </region>
  <region id="180" left="54" top="6210" width="266" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">F.LSbw</e>
        <e type="operand">h.eq</e>
        <e type="operand">γ.soil</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K.a</e>
        <e type="operator" args="2">*</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.585</e>
      </result>
    </math>
  </region>
  <region id="181" left="477" top="6219" width="173" height="44" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">Y.LSbw</e>
        <e type="operand">h.bkwall</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.625</e>
      </result>
    </math>
  </region>
  <region id="182" left="18" top="6273" width="167" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Horizontal Force on Stem</p>
    </text>
  </region>
  <region id="183" left="54" top="6300" width="333" height="37" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">F.LSstem</e>
        <e type="operand">h.eq</e>
        <e type="operand">γ.soil</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K.a</e>
        <e type="operator" args="2">*</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</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">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.295</e>
      </result>
    </math>
  </region>
  <region id="184" left="477" top="6318" width="232" height="44" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">Y.LSstem</e>
        <e type="operand">h.bkwall</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">6.375</e>
      </result>
    </math>
  </region>
  <region id="185" left="18" top="6363" width="265" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Horizontal Force From Bottom of Footing</p>
    </text>
  </region>
  <region id="186" left="54" top="6390" width="365" height="37" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">F.LSstem</e>
        <e type="operand">h.eq</e>
        <e type="operand">γ.soil</e>
        <e type="operator" args="2">*</e>
        <e type="operand">K.a</e>
        <e type="operator" args="2">*</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</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">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.745</e>
      </result>
    </math>
  </region>
  <region id="187" left="477" top="6399" width="257" height="44" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">Y.LSftg</e>
        <e type="operand">h.bkwall</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">7.625</e>
      </result>
    </math>
  </region>
  <region id="188" top="6471" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="189" left="18" top="6606" width="103" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Thermal Forces</p>
    </text>
  </region>
  <region id="190" left="27" top="6633" width="72" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Max Temperature </p>
      </description>
      <input>
        <e type="operand">T.max</e>
        <e type="operand">112</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="191" left="207" top="6633" width="74" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Min Temperature</p>
      </description>
      <input>
        <e type="operand">T.min</e>
        <e type="operand">10</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="192" left="360" top="6633" width="90" height="27" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Thermal Coeff.</p>
      </description>
      <input>
        <e type="operand">α</e>
        <e type="operand">6.5</e>
        <e type="operand">10</e>
        <e type="operand">6</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="193" left="27" top="6732" width="93" height="35" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Area of Steel Girder</p>
      </description>
      <input>
        <e type="operand">A.g</e>
        <e type="operand">45.2</e>
        <e type="operand" style="unit">in</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="194" left="207" top="6732" width="97" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>MoE of Steel</p>
      </description>
      <input>
        <e type="operand">E.s</e>
        <e type="operand">29000</e>
        <e type="operand" style="unit">ksi</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="195" left="351" top="6732" width="142" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Effective Length of Span/Bridge subject to expansion contraction. i.e. if both ends of girder are fixed then L/2. If only one end then 'L'</p>
      </description>
      <input>
        <e type="operand">L.TU</e>
        <e type="operand">L.bridge</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">176</e>
      </result>
    </math>
  </region>
  <region id="196" left="27" top="6849" width="168" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Expansion / Contraction:</p>
    </text>
  </region>
  <region id="197" left="234" top="6849" width="228" height="31" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">Δ.TU</e>
        <e type="operand">α</e>
        <e type="operand">T.max</e>
        <e type="operand">T.min</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">L.TU</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">in</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.6748</e>
      </result>
    </math>
  </region>
  <region id="198" left="27" top="6903" width="225" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">F.TU</e>
        <e type="operand">A.g</e>
        <e type="operand">N.g</e>
        <e type="operator" args="2">*</e>
        <e type="operand">E.s</e>
        <e type="operator" args="2">*</e>
        <e type="operand">Δ.TU</e>
        <e type="operator" args="2">*</e>
        <e type="operand">L.TU</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">2078.9288</e>
      </result>
    </math>
  </region>
  <region id="199" left="279" top="6903" width="170" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.TU</e>
        <e type="operand">F.TU</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">96.6944</e>
      </result>
    </math>
  </region>
  <region id="200" left="27" top="6984" width="110" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">G.EBP</e>
        <e type="operand">0.095</e>
        <e type="operand" style="unit">ksi</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="201" left="27" top="7029" width="120" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">A.EBP</e>
        <e type="operand">12</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operand">18</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="202" left="27" top="7083" width="90" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">h.EBP</e>
        <e type="operand">3.5</e>
        <e type="operand" style="unit">in</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="203" left="27" top="7119" width="219" height="51" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">H.Ui</e>
        <e type="operand">G.EBP</e>
        <e type="operand">A.EBP</e>
        <e type="operator" args="2">*</e>
        <e type="operand">Δ.TU</e>
        <e type="operand">h.EBP</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">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">9.8192</e>
      </result>
    </math>
  </region>
  <region id="204" left="27" top="7209" width="170" height="51" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.TU</e>
        <e type="operand">H.Ui</e>
        <e type="operand">N.g</e>
        <e type="operator" args="2">*</e>
        <e type="operand">L.abut</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.9134</e>
      </result>
    </math>
  </region>
  <region id="205" left="909" top="7236" width="376" height="47" color="#000000" bgColor="#ff8080" fontSize="8">
    <text lang="eng">
      <p>UPDATE THERMAL FORCES FOR INTEGRAL ABUTMENTMy neglect if bridge meets DOT prescriptive requirementsfor integral or semi-integral</p>
    </text>
  </region>
  <region id="206" top="7335" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="207" left="0" top="7371" width="389" height="28" color="#000000" bgColor="#ffffff" fontSize="12">
    <text lang="eng">
      <p underline="true">Factored Foreces for Design - Backwall</p>
    </text>
  </region>
  <region id="208" left="0" top="7407" width="570" height="47" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>The load combiniations that will be considered are Strength I, III and V and Service IThe maximum loads will be used  as minimum loads will not control in this caseWearing surface load is small and will be neglected.  </p>
    </text>
  </region>
  <region id="209" left="18" top="7488" width="547" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">γ.STR_I_max</e>
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand" style="string">TU</e>
        <e type="operand">1.25</e>
        <e type="operand">1.5</e>
        <e type="operand">1.75</e>
        <e type="operand">1.75</e>
        <e type="operand">1.5</e>
        <e type="operand">1.35</e>
        <e type="operand">1.75</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0.5</e>
        <e type="operand">2</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="26">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="210" left="18" top="7524" width="560" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">γ.STR_III_max</e>
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand" style="string">TU</e>
        <e type="operand">1.25</e>
        <e type="operand">1.5</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1.5</e>
        <e type="operand">1.35</e>
        <e type="operand">0</e>
        <e type="operand">1.4</e>
        <e type="operand">0</e>
        <e type="operand">1.4</e>
        <e type="operand">0</e>
        <e type="operand">0.5</e>
        <e type="operand">2</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="26">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="211" left="18" top="7569" width="547" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">γ.STR_V_max</e>
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand" style="string">TU</e>
        <e type="operand">1.25</e>
        <e type="operand">1.5</e>
        <e type="operand">1.35</e>
        <e type="operand">1.35</e>
        <e type="operand">1.5</e>
        <e type="operand">1.35</e>
        <e type="operand">1.35</e>
        <e type="operand">0.4</e>
        <e type="operand">1</e>
        <e type="operand">0.4</e>
        <e type="operand">1</e>
        <e type="operand">0.5</e>
        <e type="operand">2</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="26">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="212" left="18" top="7614" width="547" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">γ.SVC_I_max</e>
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand" style="string">TU</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">0.3</e>
        <e type="operand">1</e>
        <e type="operand">0.3</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="26">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="213" left="9" top="7695" width="705" height="528" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Load Combination Function</p>
      </description>
      <input>
        <e type="operand">γ.LF#</e>
        <e type="operand">DC#</e>
        <e type="operand">DW#</e>
        <e type="operand">LL#</e>
        <e type="operand">BR#</e>
        <e type="operand">EH#</e>
        <e type="operand">EV#</e>
        <e type="operand">LS#</e>
        <e type="operand">WS_L#</e>
        <e type="operand">WL_L#</e>
        <e type="operand">WS_T#</e>
        <e type="operand">WL_T#</e>
        <e type="operand">TU#</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">DCF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">DC#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">DWF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">DW#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LLF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">LL#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">BRF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">4</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">BR#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EHF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">EH#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EVF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">6</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">EV#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LSF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">7</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">LS#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_LF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">8</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">WS_L#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_LF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">9</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">WL_L#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_TF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">WS_T#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_TF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">WL_T#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">TUF#</e>
        <e type="operand">γ.LF#</e>
        <e type="operand">2</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">TU#</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">DCF#</e>
        <e type="operand">DWF#</e>
        <e type="operand">LLF#</e>
        <e type="operand">BRF#</e>
        <e type="operand">EHF#</e>
        <e type="operand">EVF#</e>
        <e type="operand">LSF#</e>
        <e type="operand">WS_LF#</e>
        <e type="operand">WL_LF#</e>
        <e type="operand">WS_TF#</e>
        <e type="operand">WL_TF#</e>
        <e type="operand">TUF#</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">sys</e>
        <e type="operand">13</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="15">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="214" top="8280" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="215" left="837" top="8298" width="422" height="47" color="#000000" bgColor="#ff8080" fontSize="8">
    <text lang="eng">
      <p>Programer Note: At some point add a space to "Recall Loads from above" that way it is easy to see what loads are being used in the LC's. </p>
    </text>
  </region>
  <region id="216" left="0" top="8370" width="305" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Factored Loads for Stength Combo's - Backwall</p>
    </text>
  </region>
  <region id="217" left="0" top="8415" width="767" height="117" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Send unfactored loads to Load factor function</p>
      </description>
      <input>
        <e type="operand">BWFL</e>
        <e type="operand">γ.STR_I_max</e>
        <e type="operand">w.DLabt</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">w.LLbw</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHbw</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F.LSbw</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">γ.STR_III_max</e>
        <e type="operand">w.DLabt</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">w.LLbw</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHbw</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F.LSbw</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">γ.STR_V_max</e>
        <e type="operand">w.DLabt</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">w.LLbw</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHbw</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F.LSbw</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="218" left="0" top="8586" width="178" height="372" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Assign factored loads to new variables</p>
      </description>
      <input>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">BWFL</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">DC.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">DW.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LL.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">BR.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EH.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EV.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LS.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_L.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_L.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">9</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_T.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_T.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">TU.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">line</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="219" top="9009" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="220" left="9" top="9045" width="103" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Factored Loads</p>
    </text>
  </region>
  <region id="221" left="0" top="9090" width="122" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DC.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.6094</e>
        <e type="operand">0.6094</e>
        <e type="operand">0.6094</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="222" left="144" top="9090" width="89" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DW.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="223" left="297" top="9090" width="128" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LL.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">16.9579</e>
        <e type="operand">0</e>
        <e type="operand">13.0818</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="224" left="450" top="9090" width="122" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">EH.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.4753</e>
        <e type="operand">0.4753</e>
        <e type="operand">0.4753</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="225" left="0" top="9153" width="122" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LS.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.0238</e>
        <e type="operand">0</e>
        <e type="operand">0.7898</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="226" left="144" top="9153" width="136" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_L.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0.3149</e>
        <e type="operand">0.09</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="227" left="297" top="9153" width="129" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_L.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0.053</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="228" left="450" top="9153" width="122" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">TU.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.4567</e>
        <e type="operand">0.4567</e>
        <e type="operand">0.4567</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="229" left="144" top="9225" width="132" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_T.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">56.112</e>
        <e type="operand">16.032</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="230" left="297" top="9225" width="132" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_T.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">4.8353</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="231" left="18" top="9306" width="214" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Axial, Shear and Bending Forces</p>
    </text>
  </region>
  <region id="232" left="45" top="9342" width="83" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Axial Force</p>
    </text>
  </region>
  <region id="233" left="216" top="9342" width="254" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">P.UBW</e>
        <e type="operand">DC.U</e>
        <e type="operand">DW.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">LL.U</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">17.5673</e>
      </result>
    </math>
  </region>
  <region id="234" left="45" top="9396" width="83" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Shear Force</p>
    </text>
  </region>
  <region id="235" left="216" top="9396" width="340" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">V.UBW</e>
        <e type="operand">EH.U</e>
        <e type="operand">LS.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.U</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.9558</e>
      </result>
    </math>
  </region>
  <region id="236" left="45" top="9441" width="90" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Moment Force</p>
    </text>
  </region>
  <region id="237" left="216" top="9441" width="505" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.UBW</e>
        <e type="operand">EH.U</e>
        <e type="operand">Y.EHbw</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LS.U</e>
        <e type="operand">Y.LSbw</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.U</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.U</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.263</e>
      </result>
    </math>
  </region>
  <region id="238" top="9513" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="239" left="0" top="9558" width="298" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Service Loads for Service Combo's - Backwall</p>
    </text>
  </region>
  <region id="240" left="0" top="9684" width="754" height="45" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Send unfactored loads to Load factor function</p>
      </description>
      <input>
        <e type="operand">BWFL</e>
        <e type="operand">γ.SVC_I_max</e>
        <e type="operand">w.DLabt</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">w.LLbw</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHbw</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F.LSbw</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="241" left="36" top="9765" width="184" height="372" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Assign factored loads to new variables</p>
      </description>
      <input>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">BWFL</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">DC.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">DW.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LL.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">BR.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EH.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EV.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LS.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_L.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_L.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">9</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_T.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_T.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">TU.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">line</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="242" left="9" top="10170" width="96" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Service Loads</p>
    </text>
  </region>
  <region id="243" left="36" top="10197" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DC.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.4875</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="244" left="162" top="10197" width="96" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DW.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="245" left="297" top="10197" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">BR.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.0047</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="246" left="459" top="10197" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LL.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">9.6902</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="247" left="621" top="10197" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">EH.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.3169</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="248" left="36" top="10251" width="92" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">EV.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="249" left="162" top="10251" width="122" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LS.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.585</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="250" left="297" top="10251" width="142" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_L.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.0675</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="251" left="459" top="10251" width="135" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_L.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.053</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="252" left="621" top="10251" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">TU.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.9134</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="253" left="297" top="10305" width="138" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_T.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">12.024</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="254" left="459" top="10305" width="138" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_T.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">4.8353</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="255" left="18" top="10332" width="214" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Axial, Shear and Bending Forces</p>
    </text>
  </region>
  <region id="256" left="45" top="10368" width="83" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Axial Force</p>
    </text>
  </region>
  <region id="257" left="216" top="10368" width="282" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">P.SVBW</e>
        <e type="operand">DC.SV</e>
        <e type="operand">DW.SV</e>
        <e type="operator" args="2">+</e>
        <e type="operand">LL.SV</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">10.1777</e>
      </result>
    </math>
  </region>
  <region id="258" left="45" top="10422" width="83" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Shear Force</p>
    </text>
  </region>
  <region id="259" left="216" top="10422" width="380" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">V.SVBW</e>
        <e type="operand">EH.SV</e>
        <e type="operand">LS.SV</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.SV</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.SV</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.SV</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.9358</e>
      </result>
    </math>
  </region>
  <region id="260" left="45" top="10476" width="90" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Moment Force</p>
    </text>
  </region>
  <region id="261" left="216" top="10476" width="545" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.SVBW</e>
        <e type="operand">EH.SV</e>
        <e type="operand">Y.EHbw</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LS.SV</e>
        <e type="operand">Y.LSbw</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.SV</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.SV</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.6855</e>
      </result>
    </math>
  </region>
  <region id="262" top="10530" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="263" left="0" top="10557" width="349" height="28" color="#000000" bgColor="#ffffff" fontSize="12">
    <text lang="eng">
      <p underline="true">Factored Foreces for Design - Stem</p>
    </text>
  </region>
  <region id="264" left="0" top="10602" width="570" height="47" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>The load combiniations that will be considered are Strength I, III and V and Service IThe maximum loads will be used  as minimum loads will not control in this caseWearing surface load is small and will be neglected.  </p>
    </text>
  </region>
  <region id="265" left="36" top="10683" width="258" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Use same load combinations as Backwall</p>
    </text>
  </region>
  <region id="266" top="11277" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="267" left="9" top="11304" width="278" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Factored Loads for Stength Combo's - Stem</p>
    </text>
  </region>
  <region id="268" left="9" top="11340" width="56" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>DC Load</p>
    </text>
  </region>
  <region id="269" left="180" top="11340" width="294" height="40" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.DC</e>
        <e type="operand">w.DCSpr</e>
        <e type="operand">w.DLabt</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">w.DLabt</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">9.6314</e>
      </result>
    </math>
  </region>
  <region id="270" left="810" top="11376" width="595" height="86" color="#000000" bgColor="#ff8080" fontSize="8">
    <text lang="eng">
      <p>Programer Note: At some point add a space to "Recall Loads from above" that way it is easy to see what loads are being used in the LC's. Then update the function inputs with these variables. i.e.:w.DCuf = w.DLabut2 = show valuethen use w.DCuf in the function. that way w.DCuf can be updated for bw, stem and footing.  </p>
    </text>
  </region>
  <region id="271" left="9" top="11394" width="136" height="34" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Eccentricty of the girder reaction</p>
    </text>
  </region>
  <region id="272" left="180" top="11394" width="192" height="44" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">e.gdr</e>
        <e type="operand">t.stem</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">e.grdrstm</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">in</e>
      </contract>
      <result action="numeric">
        <e type="operand">3</e>
      </result>
    </math>
  </region>
  <region id="273" left="0" top="11448" width="764" height="105" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Send unfactored loads to Load factor function</p>
      </description>
      <input>
        <e type="operand">BWFL</e>
        <e type="operand">γ.STR_I_max</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLstmax</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHstem</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">γ.STR_III_max</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLstmax</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHstem</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">γ.STR_V_max</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLstmax</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHstem</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="274" left="0" top="11610" width="178" height="372" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Assign factored loads to new variables</p>
      </description>
      <input>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">BWFL</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">DC.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">DW.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LL.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">BR.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EH.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EV.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LS.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_L.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_L.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">9</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_T.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_T.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">TU.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">line</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="275" left="18" top="12015" width="103" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Factored Loads</p>
    </text>
  </region>
  <region id="276" left="18" top="12042" width="128" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DC.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">12.0392</e>
        <e type="operand">12.0392</e>
        <e type="operand">12.0392</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="277" left="153" top="12042" width="122" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DW.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.2791</e>
        <e type="operand">0.2791</e>
        <e type="operand">0.2791</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="278" left="288" top="12042" width="128" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LL.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">16.9579</e>
        <e type="operand">0</e>
        <e type="operand">13.0818</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="279" left="450" top="12042" width="122" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">BR.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.7581</e>
        <e type="operand">0</e>
        <e type="operand">1.3563</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="280" left="603" top="12042" width="122" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">EH.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">7.3153</e>
        <e type="operand">7.3153</e>
        <e type="operand">7.3153</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="281" left="153" top="12096" width="122" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LS.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">4.8038</e>
        <e type="operand">0</e>
        <e type="operand">3.7058</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="282" left="288" top="12096" width="136" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_L.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0.3149</e>
        <e type="operand">0.09</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="283" left="450" top="12096" width="129" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_L.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0.053</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="284" left="18" top="12105" width="70" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">EV.U</e>
      </input>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="285" left="603" top="12105" width="122" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">TU.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.4567</e>
        <e type="operand">0.4567</e>
        <e type="operand">0.4567</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="286" left="288" top="12159" width="132" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_T.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">56.112</e>
        <e type="operand">16.032</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="287" left="450" top="12159" width="132" height="54" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_T.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">4.8353</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="288" top="12240" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="289" left="0" top="12312" width="214" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Axial, Shear and Bending Forces</p>
    </text>
  </region>
  <region id="290" left="0" top="12348" width="83" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Axial Force</p>
    </text>
  </region>
  <region id="291" left="108" top="12348" width="267" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">P.UStem</e>
        <e type="operand">DC.U</e>
        <e type="operand">DW.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">LL.U</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">29.2762</e>
      </result>
    </math>
  </region>
  <region id="292" left="0" top="12402" width="83" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Shear Force</p>
    </text>
  </region>
  <region id="293" left="108" top="12402" width="391" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">V.UStem</e>
        <e type="operand">EH.U</e>
        <e type="operand">LS.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.U</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">14.3339</e>
      </result>
    </math>
  </region>
  <region id="294" left="0" top="12456" width="90" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Moment Force</p>
    </text>
  </region>
  <region id="295" left="108" top="12456" width="163" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.Uv</e>
        <e type="operand">DC.U</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LL.U</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="296" left="108" top="12483" width="653" height="31" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2">
      <input>
        <e type="operand">M.Uh</e>
        <e type="operand">EH.U</e>
        <e type="operand">Y.EHstem</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LS.U</e>
        <e type="operand">Y.LSstem</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.U</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.U</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.U</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.U</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="297" left="108" top="12528" width="253" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.UStem</e>
        <e type="operand">M.Uv</e>
        <e type="operand">M.Uh</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">90.0043</e>
      </result>
    </math>
  </region>
  <region id="298" top="12573" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="299" left="0" top="12708" width="751" height="41" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Send unfactored loads to Load factor function</p>
      </description>
      <input>
        <e type="operand">BWFL</e>
        <e type="operand">γ.SVC_I_max</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLstmax</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHstem</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="300" left="36" top="12789" width="184" height="372" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Assign factored loads to new variables</p>
      </description>
      <input>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">BWFL</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">DC.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">DW.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LL.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">BR.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EH.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EV.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LS.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_L.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_L.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">9</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_T.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_T.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">TU.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">line</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="301" left="9" top="13185" width="96" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Service Loads</p>
    </text>
  </region>
  <region id="302" left="36" top="13212" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DC.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">9.6314</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="303" left="162" top="13212" width="122" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DW.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.186</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="304" left="297" top="13212" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">BR.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.0047</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="305" left="459" top="13212" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LL.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">9.6902</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="306" left="621" top="13212" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">EH.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">4.8769</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="307" left="36" top="13266" width="92" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">EV.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="308" left="162" top="13266" width="122" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LS.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.745</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="309" left="297" top="13266" width="142" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_L.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.0675</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="310" left="459" top="13266" width="135" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_L.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.053</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="311" left="621" top="13266" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">TU.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.9134</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="312" left="297" top="13320" width="138" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_T.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">12.024</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="313" left="459" top="13320" width="138" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_T.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">4.8353</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="314" left="0" top="13338" width="214" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Axial, Shear and Bending Forces</p>
    </text>
  </region>
  <region id="315" left="0" top="13374" width="83" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Axial Force</p>
    </text>
  </region>
  <region id="316" left="90" top="13374" width="295" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">P.SVStem</e>
        <e type="operand">DC.SV</e>
        <e type="operand">DW.SV</e>
        <e type="operator" args="2">+</e>
        <e type="operand">LL.SV</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">19.5077</e>
      </result>
    </math>
  </region>
  <region id="317" left="0" top="13428" width="83" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Shear Force</p>
    </text>
  </region>
  <region id="318" left="90" top="13428" width="432" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">V.SVStem</e>
        <e type="operand">EH.SV</e>
        <e type="operand">LS.SV</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.SV</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.SV</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.SV</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.SV</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">9.6604</e>
      </result>
    </math>
  </region>
  <region id="319" left="0" top="13482" width="90" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Moment Force</p>
    </text>
  </region>
  <region id="320" left="90" top="13482" width="184" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.SVv</e>
        <e type="operand">DC.SV</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LL.SV</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="321" left="90" top="13509" width="700" height="31" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2">
      <input>
        <e type="operand">M.SVh</e>
        <e type="operand">EH.SV</e>
        <e type="operand">Y.EHstem</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LS.SV</e>
        <e type="operand">Y.LSstem</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.SV</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.SV</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.SV</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.SV</e>
        <e type="operand">h.stem</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="322" left="90" top="13554" width="274" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.SVStem</e>
        <e type="operand">M.SVv</e>
        <e type="operand">M.SVh</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">62.8144</e>
      </result>
    </math>
  </region>
  <region id="323" top="13590" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="324" left="9" top="13626" width="379" height="28" color="#000000" bgColor="#ffffff" fontSize="12">
    <text lang="eng">
      <p underline="true">Factored Foreces for Design - Footing</p>
    </text>
  </region>
  <region id="325" left="9" top="13671" width="570" height="47" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>The load combiniations that will be considered are Strength I, III and V and Service IThe maximum loads will be used  as minimum loads will not control in this caseWearing surface load is small and will be neglected.  </p>
    </text>
  </region>
  <region id="326" left="27" top="13725" width="362" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Use the same load factors plus additional listed below</p>
    </text>
  </region>
  <region id="327" left="18" top="13752" width="64" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Prevoius</p>
    </text>
  </region>
  <region id="328" left="27" top="13779" width="555" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math matrixOptions="0,0,12,2">
      <input>
        <e type="operand">γ.STR_I_max</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand" style="string">TU</e>
        <e type="operand">1.25</e>
        <e type="operand">1.5</e>
        <e type="operand">1.75</e>
        <e type="operand">1.75</e>
        <e type="operand">1.5</e>
        <e type="operand">1.35</e>
        <e type="operand">1.75</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0.5</e>
        <e type="operand">2</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="26">mat</e>
      </result>
    </math>
  </region>
  <region id="329" left="27" top="13824" width="549" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">γ.STR_III_max</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand">1.25</e>
        <e type="operand">1.5</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1.5</e>
        <e type="operand">1.35</e>
        <e type="operand">0</e>
        <e type="operand">1.4</e>
        <e type="operand">0</e>
        <e type="operand">1.4</e>
        <e type="operand">0</e>
        <e type="operand">2</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="24">mat</e>
      </result>
    </math>
  </region>
  <region id="330" left="27" top="13869" width="555" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math matrixOptions="0,0,12,2">
      <input>
        <e type="operand">γ.STR_V_max</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand" style="string">TU</e>
        <e type="operand">1.25</e>
        <e type="operand">1.5</e>
        <e type="operand">1.35</e>
        <e type="operand">1.35</e>
        <e type="operand">1.5</e>
        <e type="operand">1.35</e>
        <e type="operand">1.35</e>
        <e type="operand">0.4</e>
        <e type="operand">1</e>
        <e type="operand">0.4</e>
        <e type="operand">1</e>
        <e type="operand">0.5</e>
        <e type="operand">2</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="26">mat</e>
      </result>
    </math>
  </region>
  <region id="331" left="27" top="13914" width="536" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">γ.SVC_I_max</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">0.3</e>
        <e type="operand">1</e>
        <e type="operand">0.3</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="24">mat</e>
      </result>
    </math>
  </region>
  <region id="332" left="18" top="13986" width="168" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Added cases for footing:</p>
    </text>
  </region>
  <region id="333" left="27" top="14031" width="547" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">γ.STR_I_min</e>
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand" style="string">TU</e>
        <e type="operand">0.9</e>
        <e type="operand">0.65</e>
        <e type="operand">1.75</e>
        <e type="operand">1.75</e>
        <e type="operand">0.9</e>
        <e type="operand">1</e>
        <e type="operand">1.75</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0.5</e>
        <e type="operand">2</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="26">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="334" left="0" top="14085" width="486" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Use minimum Vertical Earth and Maximum Horiz earth to maximize OT effects</p>
    </text>
  </region>
  <region id="335" left="27" top="14112" width="580" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">γ.STR_III_OT_Max</e>
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand" style="string">TU</e>
        <e type="operand">1.25</e>
        <e type="operand">1.5</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1.5</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1.4</e>
        <e type="operand">0</e>
        <e type="operand">1.4</e>
        <e type="operand">0</e>
        <e type="operand">0.5</e>
        <e type="operand">2</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="26">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="336" left="0" top="14166" width="694" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Use minimum Vertical Earth and Maximum Horiz earth to maximize OT effects, additionally use min dead load</p>
    </text>
  </region>
  <region id="337" left="27" top="14193" width="580" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">γ.STR_III_OT_Min</e>
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand" style="string">TU</e>
        <e type="operand">0.9</e>
        <e type="operand">0.65</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1.5</e>
        <e type="operand">1</e>
        <e type="operand">0</e>
        <e type="operand">1.4</e>
        <e type="operand">0</e>
        <e type="operand">1.4</e>
        <e type="operand">0</e>
        <e type="operand">0.5</e>
        <e type="operand">2</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="26">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="338" left="0" top="14247" width="414" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Modify Group V - use min value for EV to maximize OT effects.  </p>
    </text>
  </region>
  <region id="339" left="18" top="14283" width="566" height="39" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">γ.STR_V_OT_Max</e>
        <e type="operand" style="string">DC</e>
        <e type="operand" style="string">DW</e>
        <e type="operand" style="string">LL</e>
        <e type="operand" style="string">BR</e>
        <e type="operand" style="string">EH</e>
        <e type="operand" style="string">EV</e>
        <e type="operand" style="string">LS</e>
        <e type="operand" style="string">WS_L</e>
        <e type="operand" style="string">WL_L</e>
        <e type="operand" style="string">WS_T</e>
        <e type="operand" style="string">WL_T</e>
        <e type="operand" style="string">TU</e>
        <e type="operand">1.25</e>
        <e type="operand">1.5</e>
        <e type="operand">1.35</e>
        <e type="operand">1.35</e>
        <e type="operand">1.5</e>
        <e type="operand">1.0</e>
        <e type="operand">1.35</e>
        <e type="operand">0.4</e>
        <e type="operand">1</e>
        <e type="operand">0.4</e>
        <e type="operand">1</e>
        <e type="operand">0.5</e>
        <e type="operand">2</e>
        <e type="operand">12</e>
        <e type="function" preserve="true" args="26">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="340" top="14571" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="341" left="18" top="14598" width="233" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p bold="true" underline="true">Factored Loads for Stength Combo's</p>
    </text>
  </region>
  <region id="342" left="18" top="14616" width="56" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>DC Load</p>
    </text>
  </region>
  <region id="343" left="189" top="14616" width="364" height="40" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">w.DC</e>
        <e type="operand">w.DCSpr</e>
        <e type="operand">w.DLabt</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">w.DLabt</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">w.DLabt</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">13.1001</e>
      </result>
    </math>
  </region>
  <region id="344" left="819" top="14643" width="595" height="86" color="#000000" bgColor="#ff8080" fontSize="8">
    <text lang="eng">
      <p>Programer Note: At some point add a space to "Recall Loads from above" that way it is easy to see what loads are being used in the LC's. Then update the function inputs with these variables. i.e.:w.DCuf = w.DLabut2 = show valuethen use w.DCuf in the function. that way w.DCuf can be updated for bw, stem and footing.  </p>
    </text>
  </region>
  <region id="345" left="18" top="14652" width="136" height="34" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Eccentricty of the girder reaction</p>
    </text>
  </region>
  <region id="346" left="189" top="14652" width="236" height="44" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">e.gdr</e>
        <e type="operand">B.ft</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">B.ftt</e>
        <e type="operator" args="2">-</e>
        <e type="operand">e.grdrstm</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">in</e>
      </contract>
      <result action="numeric">
        <e type="operand">10.5</e>
      </result>
    </math>
  </region>
  <region id="347" left="18" top="14697" width="157" height="34" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Eccentricty from CL of ftg to soil over heel</p>
    </text>
  </region>
  <region id="348" left="189" top="14697" width="211" height="44" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">e.soilhl</e>
        <e type="operand">B.fth</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">B.ft</e>
        <e type="operand">2</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">ft</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.625</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="349" left="0" top="14742" width="761" height="184" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Send unfactored loads to Load factor function</p>
      </description>
      <input>
        <e type="operand">BWFL</e>
        <e type="operand">γ.STR_I_max</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLftmax</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHftg</e>
        <e type="operand">w.EV</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">γ.STR_I_min</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLftmin</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHftg</e>
        <e type="operand">w.EV</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">γ.STR_III_max</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLftmax</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHftg</e>
        <e type="operand">w.EV</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">γ.STR_V_max</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLftmax</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHftg</e>
        <e type="operand">w.EV</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">γ.STR_III_OT_Max</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLftmax</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHftg</e>
        <e type="operand">w.EV</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">γ.STR_III_OT_Min</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLftmax</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHftg</e>
        <e type="operand">w.EV</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">γ.STR_V_OT_Max</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLftmax</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHftg</e>
        <e type="operand">w.EV</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="350" left="9" top="15003" width="178" height="372" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Assign factored loads to new variables</p>
      </description>
      <input>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">BWFL</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">DC.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">DW.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LL.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">BR.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EH.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EV.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LS.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_L.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_L.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">9</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_T.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_T.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">TU.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">line</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="351" top="15417" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="352" left="0" top="15615" width="103" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Factored Loads</p>
    </text>
  </region>
  <region id="353" left="0" top="15642" width="128" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DC.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">16.3752</e>
        <e type="operand">11.7901</e>
        <e type="operand">16.3752</e>
        <e type="operand">16.3752</e>
        <e type="operand">16.3752</e>
        <e type="operand">11.7901</e>
        <e type="operand">16.3752</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="354" left="135" top="15642" width="122" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DW.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.2791</e>
        <e type="operand">0.1209</e>
        <e type="operand">0.2791</e>
        <e type="operand">0.2791</e>
        <e type="operand">0.2791</e>
        <e type="operand">0.1209</e>
        <e type="operand">0.2791</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="355" left="270" top="15642" width="128" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LL.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">14.3256</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">11.0512</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">11.0512</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="356" left="432" top="15642" width="122" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">BR.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.7581</e>
        <e type="operand">1.7581</e>
        <e type="operand">0</e>
        <e type="operand">1.3563</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">1.3563</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="357" left="585" top="15642" width="128" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">EH.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">10.4653</e>
        <e type="operand">6.2792</e>
        <e type="operand">10.4653</e>
        <e type="operand">10.4653</e>
        <e type="operand">10.4653</e>
        <e type="operand">10.4653</e>
        <e type="operand">10.4653</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="358" left="0" top="15768" width="115" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">EV.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">8.262</e>
        <e type="operand">6.12</e>
        <e type="operand">8.262</e>
        <e type="operand">8.262</e>
        <e type="operand">6.12</e>
        <e type="operand">6.12</e>
        <e type="operand">6.12</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="359" left="135" top="15768" width="122" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LS.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">4.8038</e>
        <e type="operand">4.8038</e>
        <e type="operand">0</e>
        <e type="operand">3.7058</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">3.7058</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="360" left="270" top="15768" width="136" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_L.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0.3149</e>
        <e type="operand">0.09</e>
        <e type="operand">0.3149</e>
        <e type="operand">0.3149</e>
        <e type="operand">0.09</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="361" left="432" top="15768" width="129" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_L.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0.053</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0.053</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="362" left="585" top="15768" width="122" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">TU.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.4567</e>
        <e type="operand">0.4567</e>
        <e type="operand">0.4567</e>
        <e type="operand">0.4567</e>
        <e type="operand">0.4567</e>
        <e type="operand">0.4567</e>
        <e type="operand">0.4567</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="363" left="270" top="15894" width="132" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_T.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">56.112</e>
        <e type="operand">16.032</e>
        <e type="operand">56.112</e>
        <e type="operand">56.112</e>
        <e type="operand">16.032</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="364" left="432" top="15894" width="132" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_T.U</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">4.8353</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">4.8353</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="365" top="16128" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="366" left="0" top="16155" width="321" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Axial, Shear and Bending Forces - Maximum / Min </p>
    </text>
  </region>
  <region id="367" left="9" top="16200" width="83" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Axial Force</p>
    </text>
  </region>
  <region id="368" left="99" top="16200" width="280" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">P.UMaxftg</e>
        <e type="operand">DC.U</e>
        <e type="operand">DW.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">LL.U</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">30.9798</e>
      </result>
    </math>
  </region>
  <region id="369" left="99" top="16245" width="280" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">P.UMinftg</e>
        <e type="operand">DC.U</e>
        <e type="operand">DW.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">LL.U</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Min</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">11.9111</e>
      </result>
    </math>
  </region>
  <region id="370" left="9" top="16299" width="47" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Shear </p>
    </text>
  </region>
  <region id="371" left="18" top="16317" width="187" height="34" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Shear Force - Along the longitudinal axis</p>
    </text>
  </region>
  <region id="372" left="99" top="16353" width="411" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">V.ULongftg</e>
        <e type="operand">EH.U</e>
        <e type="operand">LS.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.U</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.U</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">17.4839</e>
      </result>
    </math>
  </region>
  <region id="373" left="18" top="16398" width="174" height="34" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Shear Force - Along the transverse axis</p>
    </text>
  </region>
  <region id="374" left="99" top="16434" width="280" height="31" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">V.UTransftg</e>
        <e type="operand">WS_T.U</e>
        <e type="operand">WL_T.U</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">56.112</e>
      </result>
    </math>
  </region>
  <region id="375" left="9" top="16488" width="54" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Moment </p>
    </text>
  </region>
  <region id="376" left="18" top="16515" width="200" height="47" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Moment Force -About the transverse axisDue to the longitudinal loads</p>
    </text>
  </region>
  <region id="377" left="387" top="16515" width="322" height="47" color="#000000" bgColor="#ffff80" fontSize="8">
    <text lang="eng">
      <p>Note: The FWHA calls the M.long b/c the momentis due to Longitudinal loads. We call it M.transb/c the moment is about the transverse axis. </p>
    </text>
  </region>
  <region id="378" left="9" top="16578" width="281" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.UTransv</e>
        <e type="operand">DC.U</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LL.U</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">EV.U</e>
        <e type="operand">e.soilhl</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="379" left="297" top="16578" width="177" height="21" color="#000000" bgColor="#ffff80" fontSize="8">
    <text lang="eng">
      <p>Note e.soilhl is negative </p>
    </text>
  </region>
  <region id="380" left="0" top="16605" width="824" height="31" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2">
      <input>
        <e type="operand">M.UTransh</e>
        <e type="operand">EH.U</e>
        <e type="operand">Y.EHftg</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LS.U</e>
        <e type="operand">Y.LSftg</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.U</e>
        <e type="operand">h.stem</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.U</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.U</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.U</e>
        <e type="operand">h.stem</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="381" left="9" top="16659" width="353" height="37" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.UTransftg</e>
        <e type="operand">M.UTransv</e>
        <e type="operand">M.UTransh</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">121.5808</e>
      </result>
    </math>
  </region>
  <region id="382" left="18" top="16722" width="187" height="47" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p>Moment Force -About the longitudinal axisDue to the transverse loads</p>
    </text>
  </region>
  <region id="383" left="18" top="16776" width="126" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.ULongv</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="384" left="18" top="16812" width="430" height="31" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2">
      <input>
        <e type="operand">M.ULongh</e>
        <e type="operand">WS_T.U</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">WL_T.U</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="385" left="18" top="16848" width="323" height="31" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.ULongftg</e>
        <e type="operand">M.ULongv</e>
        <e type="operand">M.ULongh</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">855.708</e>
      </result>
    </math>
  </region>
  <region id="386" top="16893" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="387" left="0" top="16965" width="320" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Axial, Shear and Bending Forces - By Load Combo </p>
    </text>
  </region>
  <region id="388" left="9" top="16992" width="310" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Enter any Load combo to see individual results</p>
    </text>
  </region>
  <region id="389" left="36" top="17019" width="59" height="29" color="#000000" bgColor="#80ffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Load Combo</p>
      </description>
      <input>
        <e type="operand">n.cmb</e>
        <e type="operand">1</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="390" left="45" top="17082" width="381" height="48" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">P.ULCftg</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">DC.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">DW.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">LL.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">30.9798</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="391" left="45" top="17127" width="627" height="48" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">V.ULCLongftg</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">EH.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">LS.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">17.4839</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="392" left="45" top="17199" width="335" height="42" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">V.ULCTransftg</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">WS_T.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">WL_T.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="393" left="45" top="17253" width="490" height="48" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.ULCTransv</e>
        <e type="operand">DC.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LL.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">EV.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">e.soilhl</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">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">5.1754</e>
      </result>
    </math>
  </region>
  <region id="394" left="45" top="17307" width="464" height="42" color="#000000" bgColor="#ffffff" fontSize="8">
    <math optimize="2">
      <input>
        <e type="operand">M.ULCTransh</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">EH.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Y.EHftg</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LS.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Y.LSftg</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="395" left="45" top="17361" width="670" height="42" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.ULCTransh</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">WS_L.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">WL_L.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="396" left="45" top="17415" width="433" height="48" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.ULCTransftg</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">M.ULCTransv</e>
        <e type="operand">M.ULCTransh</e>
        <e type="function" preserve="true" args="1">sum</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">121.5808</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="397" left="45" top="17469" width="135" height="29" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.ULCLongv</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="398" left="45" top="17505" width="569" height="42" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.ULCLongh</e>
        <e type="operand">WS_T.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">WL_T.U</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</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">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
      </result>
    </math>
  </region>
  <region id="399" left="45" top="17559" width="334" height="42" border="true" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">M.ULCLongftg</e>
        <e type="operand">n.cmb</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">M.ULCLongv</e>
        <e type="operand">M.ULCLongh</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="400" top="17631" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="401" left="45" top="17712" width="637" height="309" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Loop through all load combosand output all results</p>
      </description>
      <input>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">BWFL</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">P.ULCftg</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">DC.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">DW.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">LL.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">V.ULCLongftg</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">EH.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">LS.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">V.ULCTransftg</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">WS_T.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">WL_T.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.ULCTransv</e>
        <e type="operand">DC.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LL.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">EV.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">e.soilhl</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.ULCTransh</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">EH.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Y.EHftg</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LS.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Y.LSftg</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.ULCTransh</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">WS_L.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">WL_L.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.ULCTransftg</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">M.ULCTransv</e>
        <e type="operand">M.ULCTransh</e>
        <e type="function" preserve="true" args="1">sum</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.ULCLongv</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.ULCLongh</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">WS_T.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">WL_T.U</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.ULCLongftg</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">M.ULCLongv</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">M.ULCLongh</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="12">line</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="402" left="45" top="18099" width="155" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Axial Load</p>
      </description>
      <input>
        <e type="operand">P.ULCftg</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">30.9798</e>
        <e type="operand">11.9111</e>
        <e type="operand">16.6543</e>
        <e type="operand">27.7054</e>
        <e type="operand">16.6543</e>
        <e type="operand">11.9111</e>
        <e type="operand">27.7054</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="403" left="45" top="18252" width="181" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Lateral Load (shear) dueto Longitudinal forces</p>
      </description>
      <input>
        <e type="operand">V.ULCLongftg</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">17.4839</e>
        <e type="operand">13.2978</e>
        <e type="operand">11.2369</e>
        <e type="operand">16.127</e>
        <e type="operand">11.2369</e>
        <e type="operand">11.2369</e>
        <e type="operand">16.127</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="404" left="369" top="18252" width="184" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Lateral Load (shear) dueto Transverse forces</p>
      </description>
      <input>
        <e type="operand">V.ULCTransftg</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">56.112</e>
        <e type="operand">20.8673</e>
        <e type="operand">56.112</e>
        <e type="operand">56.112</e>
        <e type="operand">20.8673</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="405" left="45" top="18432" width="213" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Moment about the transverseaxis (due to longitudinal forces)</p>
      </description>
      <input>
        <e type="operand">M.ULCTransftg</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">121.5808</e>
        <e type="operand">89.3773</e>
        <e type="operand">56.1213</e>
        <e type="operand">107.7016</e>
        <e type="operand">61.744</e>
        <e type="operand">57.7321</e>
        <e type="operand">113.3244</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="406" left="369" top="18432" width="202" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Moment about the transverseaxis (due to longitudinal forces)</p>
      </description>
      <input>
        <e type="operand">M.ULCLongftg</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">855.708</e>
        <e type="operand">318.2264</e>
        <e type="operand">855.708</e>
        <e type="operand">855.708</e>
        <e type="operand">318.2264</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="407" top="18639" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="408" left="9" top="18684" width="96" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p bold="true" underline="true">Service Loads</p>
    </text>
  </region>
  <region id="409" left="27" top="18738" width="265" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Factored Loads for Service Load Combo's</p>
    </text>
  </region>
  <region id="410" left="837" top="18783" width="595" height="86" color="#000000" bgColor="#ff8080" fontSize="8">
    <text lang="eng">
      <p>Programer Note: At some point add a space to "Recall Loads from above" that way it is easy to see what loads are being used in the LC's. Then update the function inputs with these variables. i.e.:w.DCuf = w.DLabut2 = show valuethen use w.DCuf in the function. that way w.DCuf can be updated for bw, stem and footing.  </p>
    </text>
  </region>
  <region id="411" left="9" top="18882" width="728" height="34" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Send unfactored loads to Load factor function</p>
      </description>
      <input>
        <e type="operand">BWFL</e>
        <e type="operand">γ.SVC_I_max</e>
        <e type="operand">w.DC</e>
        <e type="operand">w.RW</e>
        <e type="operand">w.LLftmax</e>
        <e type="operand">w.BR</e>
        <e type="operand">F.EHftg</e>
        <e type="operand">w.EV</e>
        <e type="operand">F.LSstem</e>
        <e type="operand">w.WS_Labut</e>
        <e type="operand">w.WL_Labut</e>
        <e type="operand">WS.T</e>
        <e type="operand">WS.L</e>
        <e type="operand">w.TU</e>
        <e type="function" args="13">fBWLF</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="412" left="9" top="18954" width="184" height="372" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Assign factored loads to new variables</p>
      </description>
      <input>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">BWFL</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">DC.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">DW.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LL.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">BR.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EH.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">EV.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">6</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">LS.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_L.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_L.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">9</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WS_T.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">WL_T.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">11</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">TU.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">BWFL</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">:</e>
        <e type="operand">12</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="14">line</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="413" left="18" top="19368" width="96" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Service Loads</p>
    </text>
  </region>
  <region id="414" left="45" top="19395" width="135" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DC.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">13.1001</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="415" left="171" top="19395" width="122" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">DW.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.186</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="416" left="306" top="19395" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">BR.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.0047</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="417" left="468" top="19395" width="122" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LL.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">8.186</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="418" left="630" top="19395" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">EH.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">6.9769</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="419" left="45" top="19449" width="115" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">EV.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">6.12</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="420" left="171" top="19449" width="122" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">LS.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.745</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="421" left="306" top="19449" width="142" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_L.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.0675</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="422" left="468" top="19449" width="135" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_L.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.053</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="423" left="630" top="19449" width="129" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">TU.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">0.9134</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="424" left="306" top="19503" width="138" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WS_T.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">12.024</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="425" left="468" top="19503" width="138" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">WL_T.SV</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">4.8353</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="426" top="19575" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="427" left="9" top="19746" width="662" height="309" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Loop through all load combosand output all results</p>
      </description>
      <input>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">BWFL</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">P.SVLCftg</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">DC.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">DW.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">LL.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">V.SVLCLongftg</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">EH.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">LS.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WS_L.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">WL_L.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">V.SVLCTransftg</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">WS_T.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">WL_T.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.SVLCTransv</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">DC.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LL.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">e.gdr</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">EV.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">e.soilhl</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.SVLCTransh</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">EH.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Y.EHftg</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">LS.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Y.LSftg</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">BR.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.SVLCTransh</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">WS_L.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">WL_L.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">TU.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.SVLCTransftg</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">M.SVLCTransv</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">M.SVLCTransh</e>
        <e type="function" preserve="true" args="1">sum</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.SVLCLongv</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">kip</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.SVLCLongh</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">WS_T.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">WL_T.SV</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">h.stem</e>
        <e type="operand">h.bkwall</e>
        <e type="operator" args="2">+</e>
        <e type="operand">t.ft</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">M.SVLCLongftg</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">M.SVLCLongv</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">M.SVLCLongh</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="12">line</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="428" left="36" top="20124" width="161" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Axial Load</p>
      </description>
      <input>
        <e type="operand">P.SVLCftg</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">21.4722</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="429" left="36" top="20277" width="188" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Lateral Load (shear) dueto Longitudinal forces</p>
      </description>
      <input>
        <e type="operand">V.SVLCLongftg</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">11.7604</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="430" left="360" top="20277" width="190" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Lateral Load (shear) dueto Transverse forces</p>
      </description>
      <input>
        <e type="operand">V.SVLCTransftg</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
      </contract>
      <result action="numeric">
        <e type="operand">16.8593</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="431" left="36" top="20457" width="212" height="36" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Moment about the transverseaxis (due to longitudinal forces)</p>
      </description>
      <input>
        <e type="operand">M.SVLCTransftg</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">83.8111</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="432" left="360" top="20457" width="209" height="30" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Moment about the transverseaxis (due to longitudinal forces)</p>
      </description>
      <input>
        <e type="operand">M.SVLCLongftg</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">257.1044</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">mat</e>
      </result>
    </math>
  </region>
  <region id="433" top="20583" color="#000000" bgColor="#ffffff">
    <area single="true" collapsed="true" />
  </region>
  <region id="434" left="27" top="20700" width="116" height="21" color="#000000" bgColor="#ffffff" fontSize="8">
    <text lang="eng">
      <p underline="true">Forces To Export</p>
    </text>
  </region>
  <region id="435" left="54" top="20763" width="129" height="78" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Backwall Forces</p>
      </description>
      <input>
        <e type="operand">MBwF</e>
        <e type="operand">P.UBW</e>
        <e type="operand">P.SVBW</e>
        <e type="operand">V.UBW</e>
        <e type="operand">V.SVBW</e>
        <e type="operand">M.UBW</e>
        <e type="operand">M.SVBW</e>
        <e type="operand">3</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="8">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="436" left="225" top="20763" width="169" height="78" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Stem Forces</p>
      </description>
      <input>
        <e type="operand">MStemF</e>
        <e type="operand">P.UStem</e>
        <e type="operand">P.SVStem</e>
        <e type="operand">V.UStem</e>
        <e type="operand">V.SVStem</e>
        <e type="operand">M.UStem</e>
        <e type="operand">M.SVStem</e>
        <e type="operand">3</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="8">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="437" left="423" top="20763" width="241" height="124" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Footing Forces</p>
      </description>
      <input>
        <e type="operand">MFtgF</e>
        <e type="operand">P.ULCftg</e>
        <e type="operand">P.SVLCftg</e>
        <e type="operand">V.ULCLongftg</e>
        <e type="operand">V.SVLCLongftg</e>
        <e type="operand">V.ULCTransftg</e>
        <e type="operand">V.SVLCTransftg</e>
        <e type="operand">M.ULCTransftg</e>
        <e type="operand">M.SVLCTransftg</e>
        <e type="operand">M.ULCLongftg</e>
        <e type="operand">M.SVLCLongftg</e>
        <e type="operand">5</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="12">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="438" left="54" top="20961" width="255" height="23" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">MBwF</e>
        <e type="operand">Temp_Backwall_Forces</e>
        <e type="function" preserve="true" args="2">wfile</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="439" left="54" top="20997" width="243" height="23" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">MStemF</e>
        <e type="operand">Temp_Stem_Forces</e>
        <e type="function" preserve="true" args="2">wfile</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="440" left="54" top="21033" width="255" height="23" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">MFtgF</e>
        <e type="operand">Temp_Footing_Forces</e>
        <e type="function" preserve="true" args="2">wfile</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="441" left="36" top="21114" width="111" height="193" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>Abutment Geometry</p>
      </description>
      <input>
        <e type="operand">MGeo</e>
        <e type="operand">L.bridge</e>
        <e type="operand">L.span</e>
        <e type="operand">L.abut</e>
        <e type="operand">t.stem</e>
        <e type="operand">B.ftt</e>
        <e type="operand">B.fth</e>
        <e type="operand">B.ft</e>
        <e type="operand">t.ft</e>
        <e type="operand">8</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="10">sys</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="442" left="369" top="21177" width="165" height="114" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">MFtgF</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="3">el</e>
      </input>
      <contract>
        <e type="operand" style="unit">kip</e>
        <e type="operand" style="unit">ft</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">30.9798</e>
        <e type="operand">11.9111</e>
        <e type="operand">16.6543</e>
        <e type="operand">27.7054</e>
        <e type="operand">16.6543</e>
        <e type="operand">11.9111</e>
        <e type="operand">27.7054</e>
        <e type="operand">7</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="9">mat</e>
      </result>
    </math>
  </region>
  <region id="443" left="36" top="21339" width="176" height="23" color="#000000" bgColor="#ffffff" fontSize="8">
    <math>
      <input>
        <e type="operand">MGeo</e>
        <e type="operand">Temp_Geo</e>
        <e type="function" preserve="true" args="2">wfile</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
</regions>