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      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
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  <region id="0" left="18" top="18" width="111" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p bold="true">Aufgabe 11.1</p>
    </text>
  </region>
  <region id="1" left="18" top="54" width="100" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.x</e>
        <e type="operand">80</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="2" left="135" top="54" width="91" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.y</e>
        <e type="operand">50</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="3" left="243" top="54" width="108" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ.xy</e>
        <e type="operand">25</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="4" left="369" top="54" width="74" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">φ</e>
        <e type="operand">30</e>
        <e type="operand" style="unit">°</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="5" left="18" top="81" width="377" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.r</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</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">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</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">φ</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">τ.xy</e>
        <e type="operand">2</e>
        <e type="operand">φ</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="6" left="459" top="90" width="140" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.r</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">25.8494</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="7" left="18" top="117" width="377" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.s</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</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">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</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">φ</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">τ.xy</e>
        <e type="operand">2</e>
        <e type="operand">φ</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="8" left="459" top="126" width="131" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.s</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">4.1506</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="9" left="18" top="162" width="307" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ.rs</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</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">φ</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="1">-</e>
        <e type="operand">τ.xy</e>
        <e type="operand">2</e>
        <e type="operand">φ</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="10" left="459" top="171" width="148" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ.rs</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">68.7917</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="11" left="18" top="216" width="111" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p bold="true">Aufgabe 11.2</p>
    </text>
  </region>
  <region id="12" left="18" top="252" width="28" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>c)</p>
    </text>
  </region>
  <region id="13" left="63" top="252" width="92" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.x</e>
        <e type="operand">8</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="14" left="180" top="252" width="91" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.y</e>
        <e type="operand">12</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="15" left="288" top="252" width="100" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ.xy</e>
        <e type="operand">6</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="16" left="18" top="279" width="257" height="62" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">-</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">τ.xy</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="17" left="315" top="297" width="131" height="44" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">13.6619</e>
        <e type="operand">9.6619</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </result>
    </math>
  </region>
  <region id="18" left="18" top="351" width="248" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.V</e>
        <e type="operand">σ.x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">σ.y</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">3</e>
        <e type="operand">τ.xy</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="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="19" left="306" top="360" width="131" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.V</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">20.2978</e>
      </result>
    </math>
  </region>
  <region id="20" left="18" top="405" width="28" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>d)</p>
    </text>
  </region>
  <region id="21" left="63" top="405" width="100" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.x</e>
        <e type="operand">12</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="22" left="180" top="405" width="83" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.y</e>
        <e type="operand">0</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="23" left="288" top="405" width="100" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ.xy</e>
        <e type="operand">6</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="24" left="18" top="432" width="257" height="62" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">-</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">τ.xy</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="25" left="315" top="450" width="140" height="44" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.4853</e>
        <e type="operand">14.4853</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </result>
    </math>
  </region>
  <region id="26" left="18" top="504" width="248" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.V</e>
        <e type="operand">σ.x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">σ.y</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">3</e>
        <e type="operand">τ.xy</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="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="27" left="306" top="513" width="131" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.V</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">15.8745</e>
      </result>
    </math>
  </region>
  <region id="28" left="27" top="558" width="195" height="62" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ.max</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">-</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">τ.xy</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>
    </math>
  </region>
  <region id="29" left="252" top="567" width="138" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ.max</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">8.4853</e>
      </result>
    </math>
  </region>
  <region id="30" left="18" top="630" width="28" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>e)</p>
    </text>
  </region>
  <region id="31" left="63" top="630" width="100" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.x</e>
        <e type="operand">20</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="32" left="180" top="630" width="91" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.y</e>
        <e type="operand">90</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="33" left="288" top="630" width="99" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ.xy</e>
        <e type="operand">60</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="34" left="18" top="657" width="257" height="62" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">-</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">τ.xy</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="35" left="315" top="675" width="140" height="44" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">116.3941</e>
        <e type="operand">46.3941</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </result>
    </math>
  </region>
  <region id="36" left="18" top="729" width="248" height="43" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.V</e>
        <e type="operand">σ.x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">σ.y</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">+</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">3</e>
        <e type="operand">τ.xy</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="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="37" left="306" top="738" width="139" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.V</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">145.2584</e>
      </result>
    </math>
  </region>
  <region id="38" left="27" top="783" width="195" height="62" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ.max</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">-</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">τ.xy</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>
    </math>
  </region>
  <region id="39" left="252" top="792" width="147" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ.max</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">81.3941</e>
      </result>
    </math>
  </region>
  <region id="40" left="18" top="864" width="111" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p bold="true">Aufgabe 11.3</p>
    </text>
  </region>
  <region id="41" left="18" top="900" width="74" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">p</e>
        <e type="operand">3</e>
        <e type="operand" style="unit">bar</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="42" left="99" top="900" width="73" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">d</e>
        <e type="operand">50</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="43" left="198" top="900" width="82" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">t</e>
        <e type="operand">0.8</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="44" left="18" top="927" width="75" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.x</e>
        <e type="operand">p</e>
        <e type="operand">4</e>
        <e type="operator" args="2">/</e>
        <e type="operand">d</e>
        <e type="operand">t</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="45" left="108" top="936" width="122" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.x</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">4.6875</e>
      </result>
    </math>
  </region>
  <region id="46" left="18" top="963" width="75" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.y</e>
        <e type="operand">p</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">d</e>
        <e type="operand">t</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="47" left="108" top="972" width="114" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.y</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">9.375</e>
      </result>
    </math>
  </region>
  <region id="48" left="27" top="1008" width="149" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">maxτ.rs</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">σ.x</e>
        <e type="operand">σ.y</e>
        <e type="operator" args="2">-</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="49" left="207" top="1017" width="155" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">maxτ.rs</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">2.3438</e>
      </result>
    </math>
  </region>
  <region id="50" left="18" top="1062" width="111" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p bold="true">Aufgabe 11.4</p>
    </text>
  </region>
  <region id="51" left="18" top="1098" width="73" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">F</e>
        <e type="operand">90</e>
        <e type="operand" style="unit">kN</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="52" left="108" top="1098" width="97" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">M.T</e>
        <e type="operand">250</e>
        <e type="operand" style="unit">N</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="53" left="216" top="1098" width="73" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">d</e>
        <e type="operand">40</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="54" left="18" top="1134" width="56" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ</e>
        <e type="operand">M.T</e>
        <e type="operand">W.T</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="55" left="81" top="1143" width="91" height="42" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">W.T</e>
        <e type="operand">π</e>
        <e type="operand">16</e>
        <e type="operator" args="2">/</e>
        <e type="operand">d</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="56" left="189" top="1152" width="122" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">19.8944</e>
      </result>
    </math>
  </region>
  <region id="57" left="18" top="1188" width="47" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
        <e type="operand">F</e>
        <e type="operand">A</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="58" left="81" top="1188" width="74" height="42" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">A</e>
        <e type="operand">π</e>
        <e type="operand">4</e>
        <e type="operator" args="2">/</e>
        <e type="operand">d</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="59" left="189" top="1197" width="122" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">71.6197</e>
      </result>
    </math>
  </region>
  <region id="60" left="18" top="1242" width="148" height="52" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.12</e>
        <e type="operand">σ</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">σ</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">4</e>
        <e type="operator" args="2">/</e>
        <e type="operand">τ</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>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="61" left="180" top="1251" width="148" height="44" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ.12</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">76.7749</e>
        <e type="operand">5.1551</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </result>
    </math>
  </region>
  <region id="62" left="18" top="1314" width="111" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p bold="true">Aufgabe 11.5</p>
    </text>
  </region>
  <region id="63" left="18" top="1341" width="620" height="225" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" 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    <math>
      <input>
        <e type="operand">I</e>
        <e type="operand">6744</e>
        <e type="operand" style="unit">cm</e>
        <e type="operand">4</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="67" left="144" top="1998" width="86" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">q</e>
        <e type="operand">120</e>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="68" left="243" top="2007" width="57" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">l</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="69" left="315" top="2007" width="82" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="operand">300</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="70" left="414" top="2007" width="91" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">z</e>
        <e type="operand">100</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="71" left="513" top="2007" width="82" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">b</e>
        <e type="operand">175</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="72" left="36" top="2034" width="82" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">s.1</e>
        <e type="operand">10</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="73" left="135" top="2034" width="82" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">s.2</e>
        <e type="operand">15</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="74" left="252" top="2034" width="82" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">h</e>
        <e type="operand">230</e>
        <e type="operand" style="unit">mm</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="75" left="36" top="2070" width="98" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Q</e>
        <e type="operand">q</e>
        <e type="operand">l</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">q</e>
        <e type="operand">x</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="76" left="153" top="2079" width="100" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">Q</e>
      </input>
      <result action="numeric">
        <e type="operand">84000</e>
        <e type="operand" style="unit">N</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="77" left="36" top="2115" width="144" height="42" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">M</e>
        <e type="operand">q</e>
        <e type="operand">l</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">q</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x</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="2">:</e>
      </input>
    </math>
  </region>
  <region id="78" left="189" top="2124" width="102" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">M</e>
      </input>
      <contract>
        <e type="operand" style="unit">kN</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </contract>
      <result action="numeric">
        <e type="operand">30.6</e>
      </result>
    </math>
  </region>
  <region id="79" left="36" top="2160" width="62" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
        <e type="operand">M</e>
        <e type="operand">I</e>
        <e type="operator" args="2">/</e>
        <e type="operand">z</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="80" left="117" top="2169" width="131" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">45.3737</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="81" left="36" top="2214" width="71" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ</e>
        <e type="operand">Q</e>
        <e type="operand">S</e>
        <e type="operator" args="2">*</e>
        <e type="operand">I</e>
        <e type="operand">s.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="82" left="117" top="2214" width="116" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">S</e>
        <e type="operand">b</e>
        <e type="operand">s.2</e>
        <e type="operator" args="2">*</e>
        <e type="operand">h</e>
        <e type="operand">s.2</e>
        <e type="operator" args="2">-</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="83" left="261" top="2232" width="133" height="33" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">S</e>
      </input>
      <contract>
        <e type="operand" style="unit">cm</e>
        <e type="operand">3</e>
        <e type="operator" args="2">^</e>
      </contract>
      <result action="numeric">
        <e type="operand">282.1875</e>
      </result>
    </math>
  </region>
  <region id="84" left="414" top="2241" width="122" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">τ</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">35.1479</e>
      </result>
    </math>
  </region>
  <region id="85" left="36" top="2259" width="637" height="61" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">σ</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">4</e>
        <e type="operator" args="2">/</e>
        <e type="operand">τ</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="symbolic">
        <e type="operand" style="unit">kg</e>
        <e type="operand">6375000000</e>
        <e type="operand">6234839521</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operand">281</e>
        <e type="operand">10911392536135300000000000</e>
        <e type="function" preserve="true" args="1">sqrt</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">281</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">6234839521</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="86" left="180" top="2322" width="185" height="52" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">4</e>
        <e type="operator" args="2">/</e>
        <e type="operand">τ</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>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">41.8338</e>
      </result>
    </math>
  </region>
  <region id="87" left="36" top="2331" width="135" height="41" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">22.6868</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
  <region id="88" left="36" top="2403" width="170" height="37" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="74">
      <description active="true" position="Top" lang="ger">
        <p>numeric opt</p>
      </description>
      <input>
        <e type="operand">1</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</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">#</e>
      </result>
    </math>
  </region>
  <region id="89" left="36" top="2466" width="391" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="ger">
        <p>symbolic opt</p>
      </description>
      <input>
        <e type="operand">1</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="operand">1</e>
        <e type="operand" style="unit">MPa</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</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="symbolic">
        <e type="operand" style="unit">kg</e>
        <e type="operand">1000000</e>
        <e type="operand">1000000000000</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</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>
      </result>
    </math>
  </region>
  <region id="90" left="180" top="2538" width="331" height="54" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <description active="true" position="Top" lang="ger">
        <p>numeric opt</p>
      </description>
      <input>
        <e type="operand" style="unit">kg</e>
        <e type="operand">1000000</e>
        <e type="operand">1000000000000</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</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>
      </input>
      <result action="numeric">
        <e type="operand">2</e>
        <e type="operand">10</e>
        <e type="operand">6</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">Pa</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="91" left="27" top="2673" width="635" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand" style="unit">kg</e>
        <e type="operand">6375000000</e>
        <e type="operand">6234839521</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operand">281</e>
        <e type="operand">10911392536135300000000000</e>
        <e type="function" preserve="true" args="1">sqrt</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">281</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">6234839521</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="1">-</e>
        <e type="bracket">(</e>
      </input>
      <contract>
        <e type="operand" style="unit">MPa</e>
      </contract>
      <result action="numeric">
        <e type="operand">64.5206</e>
        <e type="operator" args="1">-</e>
      </result>
    </math>
  </region>
</regions>