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      <revision>36</revision>
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    <metadata lang="eng">
      <author>Andro</author>
    </metadata>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <trailingZeros>false</trailingZeros>
      <significantDigitsMode>false</significantDigitsMode>
      <roundingMode>0</roundingMode>
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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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        <content>
          <p style="background-color: #ffff00;">INPUT</p>
        </content>
      </text>
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</raw>
      </picture>
    </region>
    <region left="18" top="27" width="81" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">L.1</e>
          <e type="operand">2.1</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="135" top="27" width="90" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">q</e>
          <e type="operand">5.5</e>
          <e type="operand" style="unit">kPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="18" top="63" width="81" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">L.2</e>
          <e type="operand">2.5</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="135" top="63" width="88" height="50" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">γ</e>
          <e type="operand">5.5</e>
          <e type="operand" style="unit">kN</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">3</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 left="261" top="63" width="89" height="30" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">σ.a</e>
          <e type="operand">15</e>
          <e type="operand" style="unit">MPa</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="18" top="117" width="113" height="23" color="#000000" bgColor="#ffff00" fontSize="10">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="background-color: #ffff00;">INITIAL GUESS:</p>
        </content>
      </text>
    </region>
    <region left="18" top="144" width="80" height="24" color="#000000" fontSize="10">
      <math evaluate="false">
        <input>
          <e type="operand">b</e>
          <e type="operand">120</e>
          <e type="operand" style="unit">mm</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="135" top="144" width="110" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p>Let b undefined.</p>
        </content>
      </text>
    </region>
    <region left="18" top="171" width="187" height="23" color="#000000" bgColor="#ffff00" fontSize="10" isBreakable="false">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="background-color: #ffff00;">CONDITION / CONSTRAINT</p>
        </content>
      </text>
    </region>
    <region left="18" top="198" width="68" height="41" border="true" color="#000000" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">h</e>
          <e type="operand">4</e>
          <e type="operand">3</e>
          <e type="operator" args="2">/</e>
          <e type="operand">b</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="27" top="252" width="50" height="23" color="#000000" bgColor="#ffff00" fontSize="10">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="background-color: #ffff00;">CALC</p>
        </content>
      </text>
    </region>
    <region left="27" top="270" width="174" height="39" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">Area</e>
          <e type="operand">L.1</e>
          <e type="operand">L.2</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">5.25</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">2</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="27" top="315" width="159" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">Q</e>
          <e type="operand">q</e>
          <e type="operand">Area</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">28875</e>
          <e type="operand" style="unit">N</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="27" top="351" width="143" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">Q.m</e>
          <e type="operand">Q</e>
          <e type="operand">2</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <result action="numeric">
          <e type="operand">14437.5</e>
          <e type="operand" style="unit">N</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="189" top="360" width="143" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p>middle cantilever load</p>
        </content>
      </text>
    </region>
    <region left="27" top="396" width="110" height="30" border="true" color="#000000" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">G</e>
          <e type="operand">γ</e>
          <e type="operand">h</e>
          <e type="operator" args="2">*</e>
          <e type="operand">b</e>
          <e type="operator" args="2">*</e>
          <e type="operand">L.1</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="378" top="414" width="234" height="40" border="true" color="#000000">
      <picture>
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    </region>
    <region left="27" top="432" width="262" height="23" color="#000000" bgColor="#ffff00" fontSize="10">
      <text lang="eng" width="262" fontFamily="Arial" fontSize="10">
        <content>
          <p style="background-color: #ffff00;">EQN - STRESS DUE TO BENDING</p>
        </content>
      </text>
    </region>
    <region left="36" top="468" width="94" height="43" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">σ</e>
          <e type="operand">M</e>
          <e type="operand">W</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">≡</e>
          <e type="bracket">(</e>
          <e type="operand">σ.a</e>
          <e type="operator" args="2">≤</e>
        </input>
      </math>
    </region>
    <region left="333" top="468" width="121" height="47" border="true" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">M</e>
          <e type="operand">G</e>
          <e type="operand">Q.m</e>
          <e type="operator" args="2">+</e>
          <e type="bracket">(</e>
          <e type="operand">L.1</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 left="549" top="468" width="80" height="50" border="true" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">W</e>
          <e type="operand">b</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="operand">6</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="522" width="81" height="23" color="#000000" bgColor="#ffff00" fontSize="10">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p style="background-color: #ffff00;">solving eqn</p>
        </content>
      </text>
    </region>
    <region left="36" top="558" width="108" height="41" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">b</e>
          <e type="function" args="1">f</e>
          <e type="operand">M</e>
          <e type="operand">W</e>
          <e type="operator" args="2">/</e>
          <e type="operand">σ.a</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="252" top="558" width="348" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">bo</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">b</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">f</e>
          <e type="operand" style="unit">Pa</e>
          <e type="operator" args="2">/</e>
          <e type="operand">b</e>
          <e type="operand">0</e>
          <e type="operand">0.2</e>
          <e type="function" args="4">solve</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">151.7519</e>
        </result>
      </math>
    </region>
    <region left="630" top="558" width="26" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p>or</p>
        </content>
      </text>
    </region>
    <region left="252" top="603" width="320" height="45" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">bo</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">b</e>
          <e type="operand" style="unit">m</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">f</e>
          <e type="operand" style="unit">Pa</e>
          <e type="operator" args="2">/</e>
          <e type="operand">b</e>
          <e type="operand">0.2</e>
          <e type="function" args="3">roots</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">151.752</e>
        </result>
      </math>
    </region>
    <region left="27" top="657" width="242" height="23" color="#000000" fontSize="10">
      <text lang="eng" fontFamily="Arial" fontSize="10">
        <content>
          <p>Now this four variables are defined too</p>
        </content>
      </text>
    </region>
    <region left="297" top="657" width="56" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">b</e>
          <e type="operand">bo</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="99" top="702" width="120" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">h</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">202.3359</e>
        </result>
      </math>
    </region>
    <region left="261" top="702" width="112" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">G</e>
        </input>
        <result action="numeric">
          <e type="operand">354.6413</e>
          <e type="operand" style="unit">N</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="405" top="702" width="128" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">M</e>
        </input>
        <result action="numeric">
          <e type="operand">15531.7484</e>
          <e type="operand" style="unit">J</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
    <region left="567" top="702" width="98" height="33" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">W</e>
        </input>
        <result action="numeric">
          <e type="operand">0.001</e>
          <e type="operand" style="unit">m</e>
          <e type="operand">3</e>
          <e type="operator" args="2">^</e>
          <e type="operator" args="2">*</e>
        </result>
      </math>
    </region>
  </regions>
</worksheet>