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  <region id="3" left="18" top="162" width="74" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">G</e>
        <e type="operand">800</e>
        <e type="operand" style="unit">N</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="4" left="108" top="162" width="57" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">h</e>
        <e type="operand">4</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
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    <math>
      <input>
        <e type="operand">a</e>
        <e type="operand">2</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
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    <math>
      <input>
        <e type="operand">b</e>
        <e type="operand">4</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="7" left="18" top="216" width="232" height="261" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
    <image>
      <imagefile filename="jumy3.png" lenght="2040" width="222" height="253" option="border=false;" dataRenderXmlLength="0" renderExt=".png" OLDwidht="222" OLDheight="253" select_rotation="">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</imagefile>
      <input>
        <e type="operand">#</e>
      </input>
    </image>
  </region>
  <region id="8" left="99" top="216" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">z</e>
      </input>
    </math>
  </region>
  <region id="9" left="81" top="288" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">h</e>
      </input>
    </math>
  </region>
  <region id="10" left="279" top="306" width="480" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Kraftvektoren (Vektoren bekommen den Index vec angehängt)</p>
    </text>
  </region>
  <region id="11" left="153" top="333" width="37" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AD</e>
      </input>
    </math>
  </region>
  <region id="12" left="279" top="342" width="87" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">G.vec</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">G</e>
        <e type="operator" args="1">-</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="13" left="369" top="342" width="112" height="71" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.ABvec</e>
        <e type="operand">0</e>
        <e type="operand">F.AB</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="14" left="486" top="342" width="112" height="71" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.ACvec</e>
        <e type="operand">F.AC</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="15" left="612" top="342" width="140" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.ADvec</e>
        <e type="operand">F.AD</e>
        <e type="operand">l.AD</e>
        <e type="operator" args="2">/</e>
        <e type="operand">a</e>
        <e type="operator" args="1">-</e>
        <e type="operand">b</e>
        <e type="operator" args="1">-</e>
        <e type="operand">h</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="16" left="234" top="360" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">y</e>
      </input>
    </math>
  </region>
  <region id="17" left="54" top="369" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a</e>
      </input>
    </math>
  </region>
  <region id="18" left="90" top="396" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">b</e>
      </input>
    </math>
  </region>
  <region id="19" left="234" top="405" width="37" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AB</e>
      </input>
    </math>
  </region>
  <region id="20" left="27" top="414" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
      </input>
    </math>
  </region>
  <region id="21" left="558" top="414" width="199" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">l.AD</e>
        <e type="operand">a</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">b</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="operand">h</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">6</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="22" left="108" top="432" width="37" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AC</e>
      </input>
    </math>
  </region>
  <region id="23" left="180" top="468" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">G</e>
      </input>
    </math>
  </region>
  <region id="24" left="279" top="468" width="333" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Gleichgewichtsbedingung am Massenpunkt:</p>
    </text>
  </region>
  <region id="25" left="279" top="495" width="265" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">G.vec</e>
        <e type="operand">F.ABvec</e>
        <e type="operator" args="2">+</e>
        <e type="operand">F.ACvec</e>
        <e type="operator" args="2">+</e>
        <e type="operand">F.ADvec</e>
        <e type="operator" args="2">+</e>
        <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>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="26" left="36" top="522" width="103" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Vektoriell:</p>
    </text>
  </region>
  <region id="27" left="162" top="522" width="49" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">ΣF</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="28" left="18" top="576" width="759" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Vektorgleichungen müssen mit rechter Seite = 0 oder als Einzelgleichungen angegeben werden.</p>
    </text>
  </region>
  <region id="29" left="18" top="603" width="510" height="141" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">G.vec</e>
        <e type="operand">F.ABvec</e>
        <e type="operator" args="2">+</e>
        <e type="operand">F.ACvec</e>
        <e type="operator" args="2">+</e>
        <e type="operand">F.ADvec</e>
        <e type="operator" args="2">+</e>
        <e type="operand">F.AB</e>
        <e type="operand">F.AC</e>
        <e type="operand">F.AD</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="function" preserve="true" args="2">Solve</e>
        <e type="function" preserve="true" args="1">Assign</e>
      </input>
      <result action="symbolic">
        <e type="operand">800</e>
        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">/</e>
        <e type="operand">400</e>
        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">/</e>
        <e type="operand">1200</e>
        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">/</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </result>
    </math>
  </region>
  <region id="30" left="549" top="612" width="101" height="32" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AB</e>
      </input>
      <result action="numeric">
        <e type="operand">800</e>
        <e type="operand" style="unit">N</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="31" left="549" top="657" width="101" height="32" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AC</e>
      </input>
      <result action="numeric">
        <e type="operand">400</e>
        <e type="operand" style="unit">N</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="32" left="549" top="702" width="109" height="32" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AD</e>
      </input>
      <result action="numeric">
        <e type="operand">1200</e>
        <e type="operand" style="unit">N</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="33" left="18" top="756" width="250" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Lösung als Einzelgleichungen:</p>
    </text>
  </region>
  <region id="34" left="297" top="756" width="205" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AB</e>
        <e type="operand">F.AC</e>
        <e type="operand">F.AD</e>
        <e type="function" preserve="true" args="3">Clear</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="35" left="72" top="792" width="115" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AC</e>
        <e type="operand">F.AD</e>
        <e type="operand">l.AD</e>
        <e type="operator" args="2">/</e>
        <e type="operand">a</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="36" left="225" top="801" width="404" height="166" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AC</e>
        <e type="operand">F.AD</e>
        <e type="operand">l.AD</e>
        <e type="operator" args="2">/</e>
        <e type="operand">a</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">F.AB</e>
        <e type="operand">F.AD</e>
        <e type="operand">l.AD</e>
        <e type="operator" args="2">/</e>
        <e type="operand">b</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">F.AD</e>
        <e type="operand">l.AD</e>
        <e type="operator" args="2">/</e>
        <e type="operand">h</e>
        <e type="operator" args="2">*</e>
        <e type="operand">G</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
        <e type="operand">F.AB</e>
        <e type="operand">F.AC</e>
        <e type="operand">F.AD</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="function" preserve="true" args="2">Solve</e>
        <e type="function" preserve="true" args="1">Assign</e>
      </input>
      <result action="numeric">
        <e type="operand">800</e>
        <e type="operand" style="unit">m</e>
        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</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="operand">400</e>
        <e type="operand" style="unit">m</e>
        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</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="operand">1200</e>
        <e type="operand" style="unit">m</e>
        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</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="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </result>
    </math>
  </region>
  <region id="37" left="18" top="810" width="37" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">ΣF.x</e>
      </input>
    </math>
  </region>
  <region id="38" left="72" top="846" width="115" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AB</e>
        <e type="operand">F.AD</e>
        <e type="operand">l.AD</e>
        <e type="operator" args="2">/</e>
        <e type="operand">b</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="39" left="18" top="864" width="37" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">ΣF.y</e>
      </input>
    </math>
  </region>
  <region id="40" left="72" top="909" width="98" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AD</e>
        <e type="operand">l.AD</e>
        <e type="operator" args="2">/</e>
        <e type="operand">h</e>
        <e type="operator" args="2">*</e>
        <e type="operand">G</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="41" left="18" top="927" width="37" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">ΣF.z</e>
      </input>
    </math>
  </region>
  <region id="42" left="18" top="1035" width="198" height="196" color="#000000" bgColor="#ffffff">
    <picture>
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</raw>
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      <input>
        <e type="operand">h.1</e>
      </input>
    </math>
  </region>
  <region id="53" left="405" top="1170" width="43" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">m</e>
        <e type="operand" style="unit">g.e</e>
        <e type="operator" args="2">*</e>
      </input>
    </math>
  </region>
  <region id="54" left="405" top="1215" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">C</e>
      </input>
    </math>
  </region>
  <region id="55" left="360" top="1233" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">E</e>
      </input>
    </math>
  </region>
  <region id="56" left="27" top="1242" width="82" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">m</e>
        <e type="operand">300</e>
        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="57" left="333" top="1242" width="29" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a.1</e>
      </input>
    </math>
  </region>
  <region id="58" left="27" top="1260" width="66" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">h.1</e>
        <e type="operand">6</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="59" left="351" top="1269" width="29" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">b.1</e>
      </input>
    </math>
  </region>
  <region id="60" left="432" top="1269" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">y</e>
      </input>
    </math>
  </region>
  <region id="61" left="27" top="1278" width="91" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">h.2</e>
        <e type="operand">7.25</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="62" left="243" top="1278" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">D</e>
      </input>
    </math>
  </region>
  <region id="63" left="279" top="1278" width="29" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a.2</e>
      </input>
    </math>
  </region>
  <region id="64" left="27" top="1296" width="66" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a.1</e>
        <e type="operand">2</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="65" left="27" top="1314" width="66" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a.2</e>
        <e type="operand">2</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="66" left="216" top="1314" width="20" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
      </input>
    </math>
  </region>
  <region id="67" left="27" top="1332" width="66" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">b.1</e>
        <e type="operand">3</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="68" left="18" top="1368" width="283" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Richtungsvektoren und ihre Längen</p>
    </text>
  </region>
  <region id="69" left="27" top="1404" width="88" height="87" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">r.AD</e>
        <e type="operand">a.2</e>
        <e type="operand">b.1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">h.1</e>
        <e type="operator" args="1">-</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="70" left="126" top="1404" width="88" height="87" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">r.AE</e>
        <e type="operand">a.1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">b.1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">h.1</e>
        <e type="operator" args="1">-</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="71" left="225" top="1404" width="109" height="79" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">r.AB</e>
        <e type="operand">0</e>
        <e type="operand">b.1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">h.2</e>
        <e type="operand">h.1</e>
        <e type="operator" args="2">-</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="72" left="558" top="1449" width="205" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AB</e>
        <e type="operand">F.AD</e>
        <e type="operand">F.AE</e>
        <e type="function" preserve="true" args="3">Clear</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="73" left="27" top="1503" width="150" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">l.AD</e>
        <e type="operand">r.AD</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">7</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="74" left="180" top="1503" width="150" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">l.AE</e>
        <e type="operand">r.AE</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">7</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="75" left="342" top="1503" width="175" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">l.AB</e>
        <e type="operand">r.AB</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">3.25</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="76" left="18" top="1548" width="159" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Summe aller Kräfte</p>
    </text>
  </region>
  <region id="77" left="27" top="1566" width="323" height="73" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="0">
      <input>
        <e type="operand">ΣF</e>
        <e type="operand">F.AD</e>
        <e type="operand">r.AD</e>
        <e type="operand">l.AD</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">F.AE</e>
        <e type="operand">r.AE</e>
        <e type="operand">l.AE</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">F.AB</e>
        <e type="operand">r.AB</e>
        <e type="operand">l.AB</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">m</e>
        <e type="operand" style="unit">g.e</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</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>
        <e type="bracket">(</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="78" left="18" top="1647" width="65" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Lösung </p>
    </text>
  </region>
  <region id="79" left="27" top="1656" width="329" height="141" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="1">
      <input>
        <e type="operand">ΣF</e>
        <e type="operand">F.AB</e>
        <e type="operand">F.AE</e>
        <e type="operand">F.AD</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="function" preserve="true" args="2">Solve</e>
        <e type="function" preserve="true" args="1">Assign</e>
      </input>
      <result action="numeric">
        <e type="operand">1318.8</e>
        <e type="operand" style="unit">m</e>
        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</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="operand">1420.3</e>
        <e type="operand" style="unit">m</e>
        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</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="operator" args="1">-</e>
        <e type="operand">1420.3</e>
        <e type="operand" style="unit">m</e>
        <e type="operand" style="unit">kg</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">s</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="operator" args="1">-</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">sys</e>
      </result>
    </math>
  </region>
  <region id="80" left="360" top="1665" width="121" height="32" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AB</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.3188</e>
      </result>
    </math>
  </region>
  <region id="81" left="360" top="1710" width="130" height="32" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AE</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.4203</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="82" left="360" top="1755" width="130" height="32" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.AD</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.4203</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="83" left="18" top="2052" width="524" height="122" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" 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</raw>
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</raw>
    </picture>
  </region>
  <region id="85" left="45" top="2178" width="176" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Lagerung bei C und Dkönnen Los- oder Festlager sein.</p>
    </text>
  </region>
  <region id="86" left="270" top="2187" width="130" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a</e>
        <e type="operand">m</e>
        <e type="function" preserve="true" args="2">Clear</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
      </result>
    </math>
  </region>
  <region id="87" left="45" top="2250" width="438" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Momentengleichgewicht um die Drehachse durch C und D</p>
    </text>
  </region>
  <region id="88" left="45" top="2286" width="86" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Drehachse</e>
      </input>
    </math>
  </region>
  <region id="89" left="135" top="2286" width="53" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">n</e>
        <e type="operand">1</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="90" left="531" top="2286" width="239" height="263" color="#000000" bgColor="#ffffff" fontSize="10" showInputData="False">
    <image>
      <imagefile filename="ln1kt.png" lenght="2768" width="229" height="255" option="border=false;" dataRenderXmlLength="0" renderExt=".png" OLDwidht="229" OLDheight="255" select_rotation="">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</imagefile>
      <input>
        <e type="operand">#</e>
      </input>
    </image>
  </region>
  <region id="91" left="45" top="2349" width="201" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Gewichtskraft und Hebel</p>
    </text>
  </region>
  <region id="92" left="45" top="2376" width="77" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">G</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">m</e>
        <e type="operand">g</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</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="93" left="135" top="2376" width="74" height="97" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">r.DG</e>
        <e type="operand">a</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">a</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="94" left="585" top="2394" width="37" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.Dz</e>
      </input>
    </math>
  </region>
  <region id="95" left="666" top="2394" width="29" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.S</e>
      </input>
    </math>
  </region>
  <region id="96" left="621" top="2430" width="37" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.Dy</e>
      </input>
    </math>
  </region>
  <region id="97" left="522" top="2439" width="37" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.Cz</e>
      </input>
    </math>
  </region>
  <region id="98" left="45" top="2475" width="168" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Seilkraft und Hebel</p>
    </text>
  </region>
  <region id="99" left="45" top="2502" width="224" height="144" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">vF.S</e>
        <e type="operand">F.S</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">/</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</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>
        <e type="function" preserve="true" args="1">Maxima</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="symbolic">
        <e type="operand">F.S</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">F.S</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="operand">F.S</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">/</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="100" left="585" top="2502" width="37" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.Cy</e>
      </input>
    </math>
  </region>
  <region id="101" left="522" top="2520" width="37" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F.Cx</e>
      </input>
    </math>
  </region>
  <region id="102" left="666" top="2520" width="35" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">m</e>
        <e type="operand">g</e>
        <e type="operator" args="2">*</e>
      </input>
    </math>
  </region>
  <region id="103" left="315" top="2538" width="70" height="63" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">r.CB</e>
        <e type="operand">0</e>
        <e type="operand">a</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="104" left="423" top="2601" width="302" height="138" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">r.DG</e>
        <e type="operand">G</e>
        <e type="operator" args="2">†</e>
        <e type="operand">r.CB</e>
        <e type="operand">vF.S</e>
        <e type="operator" args="2">†</e>
        <e type="operator" args="2">+</e>
      </input>
      <result action="symbolic">
        <e type="operand">a</e>
        <e type="operand">m</e>
        <e type="operand">g</e>
        <e type="operator" args="2">*</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">F.S</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">2</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operand">a</e>
        <e type="operand">m</e>
        <e type="operator" args="2">*</e>
        <e type="operand">g</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">F.S</e>
        <e type="operand">a</e>
        <e type="operator" args="2">*</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">/</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="105" left="36" top="2610" width="143" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Das Objekt musseine Matrix sein</p>
    </text>
  </region>
  <region id="106" left="36" top="2655" width="355" height="55" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">ΣM.x</e>
        <e type="operand">n</e>
        <e type="operand">r.DG</e>
        <e type="operand">G</e>
        <e type="operator" args="2">†</e>
        <e type="operand">r.CB</e>
        <e type="operand">vF.S</e>
        <e type="operator" args="2">†</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="symbolic">
        <e type="operand">a</e>
        <e type="operand">m</e>
        <e type="operand">g</e>
        <e type="operator" args="2">*</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">F.S</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">2</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
      </result>
    </math>
  </region>
  <region id="107" left="36" top="2727" width="239" height="34" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">ΣM.x</e>
        <e type="operand">F.S</e>
        <e type="function" preserve="true" args="2">Solve</e>
      </input>
      <result action="symbolic">
        <e type="operand" style="string">no result</e>
      </result>
    </math>
  </region>
  <region id="108" left="36" top="2781" width="342" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a</e>
        <e type="operand">m</e>
        <e type="operand">g</e>
        <e type="operator" args="2">*</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">F.S</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">2</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operand">F.S</e>
        <e type="function" preserve="true" args="2">Solve</e>
      </input>
      <result action="symbolic">
        <e type="operand">F.S</e>
        <e type="operand">g</e>
        <e type="operand">m</e>
        <e type="operator" args="2">*</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">≡</e>
      </result>
    </math>
  </region>
</regions>