﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.99.7610.506"?>
<worksheet xmlns="http://smath.info/schemas/worksheet/1.0">
  <settings ppi="96">
    <identity>
      <id>6b8cc572-2693-4b8d-b2e9-d33e5ac05d97</id>
      <revision>128</revision>
    </identity>
    <metadata lang="eng">
      <title>REDUCTION CALCULATION</title>
      <author>AUTHOR</author>
      <description>NAME OF PROJECT
PENSTOCK</description>
    </metadata>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <trailingZeros>false</trailingZeros>
      <significantDigitsMode>false</significantDigitsMode>
      <roundingMode>0</roundingMode>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="false" viewMode="2" printGrid="false" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="9" orientation="Portrait" width="827" height="1169" />
      <margins left="59" right="39" top="117" bottom="77" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependencies>
      <assembly name="SMath Studio Desktop" version="0.99.7610.506" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="Math Region" version="0.99.7610.506" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="PictureRegion" version="1.10.7610.506" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="Custom Functions" version="1.1.7486.2690" guid="18dadffd-79a3-4cf9-aee1-d66deb0ea720" />
      <assembly name="SpecialFunctions" version="1.12.7610.506" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="TextRegion" version="1.11.7610.506" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
      <assembly name="Conditionally Formatted Label" version="1.0.7593.3985" guid="a43ac8f9-29d7-4e8a-9ad0-82cf7c4e14f6" />
      <assembly name="ComboBoxList Region" version="1.0.7595.37566" guid="fae04ec0-301f-11d3-bf4b-00c04f79efbc" />
    </dependencies>
  </settings>
  <regions type="content">
    <region top="0" color="#000000">
      <area collapsed="true">
        <title lang="eng">
          <p fontName="Arial">Material and Thickness Selection</p>
        </title>
      </area>
      <region left="36" top="27" width="356" height="142" color="#000000" fontSize="7">
        <math>
          <input>
            <e type="operand">CC</e>
            <e type="operand" style="string">S235JR</e>
            <e type="operand">235</e>
            <e type="operand">225</e>
            <e type="operand">215</e>
            <e type="operand">215</e>
            <e type="operand">215</e>
            <e type="operand">195</e>
            <e type="operand">185</e>
            <e type="operand">175</e>
            <e type="operand">175</e>
            <e type="operand">360</e>
            <e type="operand">360</e>
            <e type="operand">350</e>
            <e type="operand">340</e>
            <e type="operand">340</e>
            <e type="operand" style="string">S235J0</e>
            <e type="operand">235</e>
            <e type="operand">225</e>
            <e type="operand">215</e>
            <e type="operand">215</e>
            <e type="operand">215</e>
            <e type="operand">195</e>
            <e type="operand">185</e>
            <e type="operand">175</e>
            <e type="operand">175</e>
            <e type="operand">360</e>
            <e type="operand">360</e>
            <e type="operand">350</e>
            <e type="operand">340</e>
            <e type="operand">340</e>
            <e type="operand" style="string">S235J2</e>
            <e type="operand">235</e>
            <e type="operand">225</e>
            <e type="operand">215</e>
            <e type="operand">215</e>
            <e type="operand">215</e>
            <e type="operand">195</e>
            <e type="operand">185</e>
            <e type="operand">175</e>
            <e type="operand">165</e>
            <e type="operand">360</e>
            <e type="operand">360</e>
            <e type="operand">350</e>
            <e type="operand">340</e>
            <e type="operand">330</e>
            <e type="operand" style="string">S275JR</e>
            <e type="operand">275</e>
            <e type="operand">265</e>
            <e type="operand">255</e>
            <e type="operand">245</e>
            <e type="operand">235</e>
            <e type="operand">225</e>
            <e type="operand">215</e>
            <e type="operand">205</e>
            <e type="operand">205</e>
            <e type="operand">430</e>
            <e type="operand">410</e>
            <e type="operand">400</e>
            <e type="operand">380</e>
            <e type="operand">380</e>
            <e type="operand" style="string">S275J0</e>
            <e type="operand">275</e>
            <e type="operand">265</e>
            <e type="operand">255</e>
            <e type="operand">245</e>
            <e type="operand">235</e>
            <e type="operand">225</e>
            <e type="operand">215</e>
            <e type="operand">205</e>
            <e type="operand">205</e>
            <e type="operand">430</e>
            <e type="operand">410</e>
            <e type="operand">400</e>
            <e type="operand">380</e>
            <e type="operand">380</e>
            <e type="operand" style="string">S275J2</e>
            <e type="operand">275</e>
            <e type="operand">265</e>
            <e type="operand">255</e>
            <e type="operand">245</e>
            <e type="operand">235</e>
            <e type="operand">225</e>
            <e type="operand">215</e>
            <e type="operand">205</e>
            <e type="operand">195</e>
            <e type="operand">430</e>
            <e type="operand">410</e>
            <e type="operand">400</e>
            <e type="operand">380</e>
            <e type="operand">380</e>
            <e type="operand" style="string">S355JR</e>
            <e type="operand">355</e>
            <e type="operand">345</e>
            <e type="operand">335</e>
            <e type="operand">325</e>
            <e type="operand">315</e>
            <e type="operand">295</e>
            <e type="operand">285</e>
            <e type="operand">275</e>
            <e type="operand">275</e>
            <e type="operand">510</e>
            <e type="operand">470</e>
            <e type="operand">450</e>
            <e type="operand">450</e>
            <e type="operand">450</e>
            <e type="operand" style="string">S355J0</e>
            <e type="operand">355</e>
            <e type="operand">345</e>
            <e type="operand">335</e>
            <e type="operand">325</e>
            <e type="operand">315</e>
            <e type="operand">295</e>
            <e type="operand">285</e>
            <e type="operand">275</e>
            <e type="operand">275</e>
            <e type="operand">510</e>
            <e type="operand">470</e>
            <e type="operand">450</e>
            <e type="operand">450</e>
            <e type="operand">440</e>
            <e type="operand" style="string">S355J2</e>
            <e type="operand">355</e>
            <e type="operand">345</e>
            <e type="operand">335</e>
            <e type="operand">325</e>
            <e type="operand">315</e>
            <e type="operand">295</e>
            <e type="operand">285</e>
            <e type="operand">275</e>
            <e type="operand">265</e>
            <e type="operand">510</e>
            <e type="operand">470</e>
            <e type="operand">450</e>
            <e type="operand">450</e>
            <e type="operand">450</e>
            <e type="operand" style="string">S355JK</e>
            <e type="operand">355</e>
            <e type="operand">345</e>
            <e type="operand">335</e>
            <e type="operand">325</e>
            <e type="operand">315</e>
            <e type="operand">295</e>
            <e type="operand">285</e>
            <e type="operand">275</e>
            <e type="operand">265</e>
            <e type="operand">510</e>
            <e type="operand">470</e>
            <e type="operand">450</e>
            <e type="operand">450</e>
            <e type="operand">450</e>
            <e type="operand" style="string">S450J0</e>
            <e type="operand">450</e>
            <e type="operand">430</e>
            <e type="operand">410</e>
            <e type="operand">390</e>
            <e type="operand">380</e>
            <e type="operand">380</e>
            <e type="operand">380</e>
            <e type="operand">380</e>
            <e type="operand">380</e>
            <e type="operand">0</e>
            <e type="operand">550</e>
            <e type="operand">530</e>
            <e type="operand">530</e>
            <e type="operand">530</e>
            <e type="operand">11</e>
            <e type="operand">15</e>
            <e type="function" args="167">mat</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="459" top="54" width="210" height="38" color="#000000" fontSize="7">
        <comboboxlist input="CC" inputColumn="1" selected="1" output="Default" outputColumn="2" layout="DropDownList" items="5" firstItem="0" font="Courier New, 9.75pt" optimization="numeric" decimalPlaces="15" exponentialThreshold="15" significantFigures="0" fractions="decimal" trailingZeros="false" overrideDP="true">
          <ul>
            <li>"S235JR"</li>
            <li>"S235J0"</li>
            <li>"S235J2"</li>
            <li>"S275JR"</li>
            <li>"S275J0"</li>
            <li>"S275J2"</li>
            <li>"S355JR"</li>
            <li>"S355J0"</li>
            <li>"S355J2"</li>
            <li>"S355JK"</li>
            <li>"S450J0"</li>
          </ul>
          <input>
            <e type="operand">tax</e>
          </input>
        </comboboxlist>
      </region>
      <region left="387" top="171" width="141" height="175" color="#000000" fontSize="7">
        <math>
          <input>
            <e type="operand">tay</e>
            <e type="operand">2</e>
            <e type="operand">e.a</e>
            <e type="operand">16</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≤</e>
            <e type="operand">3</e>
            <e type="operand">e.a</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>
            <e type="operand">4</e>
            <e type="operand">e.a</e>
            <e type="operand">63</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≤</e>
            <e type="operand">5</e>
            <e type="operand">e.a</e>
            <e type="operand">80</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≤</e>
            <e type="operand">6</e>
            <e type="operand">e.a</e>
            <e type="operand">100</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≤</e>
            <e type="operand">7</e>
            <e type="operand">e.a</e>
            <e type="operand">150</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≤</e>
            <e type="operand">8</e>
            <e type="operand">e.a</e>
            <e type="operand">200</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≤</e>
            <e type="operand">9</e>
            <e type="operand">e.a</e>
            <e type="operand">250</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≤</e>
            <e type="operand">10</e>
            <e type="function" args="17">cases</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="558" top="171" width="141" height="97" color="#000000" fontSize="7">
        <math>
          <input>
            <e type="operand">uay</e>
            <e type="operand">11</e>
            <e type="operand">e.a</e>
            <e type="operand">3</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">&lt;</e>
            <e type="operand">12</e>
            <e type="operand">e.a</e>
            <e type="operand">100</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≤</e>
            <e type="operand">13</e>
            <e type="operand">e.a</e>
            <e type="operand">150</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≤</e>
            <e type="operand">14</e>
            <e type="operand">e.a</e>
            <e type="operand">250</e>
            <e type="operand" style="unit">mm</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">≤</e>
            <e type="operand">15</e>
            <e type="function" args="9">cases</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="54" top="207" width="81" height="32" color="#000000" fontSize="10">
        <math>
          <description active="true" position="Top" lang="eng">
            <p>Plate Thickness</p>
          </description>
          <input>
            <e type="operand">e.d</e>
            <e type="operand">12</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="189" top="207" width="66" height="24" color="#000000" fontSize="10">
        <math>
          <description active="true" position="Top" lang="eng">
            <p>Corrosion</p>
          </description>
          <input>
            <e type="operand">c</e>
            <e type="operand">2</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="54" top="261" width="87" height="32" color="#000000" fontSize="10">
        <math>
          <input>
            <e type="operand">e.a</e>
            <e type="operand">e.d</e>
            <e type="operand">c</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
          </input>
        </math>
      </region>
      <region left="567" top="288" width="147" height="24" color="#000000" fontSize="7">
        <math>
          <input>
            <e type="operand">σ.y</e>
            <e type="operand">CC</e>
            <e type="operand">tax</e>
            <e type="operand">tay</e>
            <e type="function" args="3">el</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">235</e>
          </result>
        </math>
      </region>
      <region left="567" top="324" width="147" height="24" color="#000000" fontSize="7">
        <math>
          <input>
            <e type="operand">σ.u</e>
            <e type="operand">CC</e>
            <e type="operand">tax</e>
            <e type="operand">uay</e>
            <e type="function" args="3">el</e>
            <e type="operand" style="unit">MPa</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">:</e>
          </input>
          <contract>
            <e type="operand" style="unit">MPa</e>
          </contract>
          <result action="numeric">
            <e type="operand">360</e>
          </result>
        </math>
      </region>
      <region top="360" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="9" top="378" width="560" height="38" color="#000000" fontSize="18">
      <text lang="eng" width="560">
        <p bold="true">REDUCTION WITHOUT KNUCKLE CALCULATIONS</p>
      </text>
    </region>
    <region left="18" top="414" width="151" height="24" color="#000000" fontSize="10">
      <text lang="eng">
        <p bold="true" underline="true">DESIGN PARAMETERS</p>
      </text>
    </region>
    <region left="36" top="450" width="74" height="24" color="#000000" fontSize="10" showInputData="false">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Material ................. :</p>
        </description>
        <input>
          <e type="operand">CC</e>
          <e type="operand">tax</e>
          <e type="operand">1</e>
          <e type="function" args="3">el</e>
        </input>
        <result action="symbolic">
          <e type="operand" style="string">S235JR</e>
        </result>
      </math>
    </region>
    <region left="36" top="486" width="95" height="32" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Tensile Strength ......... :</p>
        </description>
        <input>
          <e type="operand">σ.u</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="symbolic">
          <e type="operand">360</e>
        </result>
      </math>
    </region>
    <region left="36" top="522" width="95" height="32" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Yield Strength ........... :</p>
        </description>
        <input>
          <e type="operand">σ.y</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="symbolic">
          <e type="operand">235</e>
        </result>
      </math>
    </region>
    <region left="36" top="558" width="62" height="24" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Safety Factor ............ :</p>
        </description>
        <input>
          <e type="operand">S</e>
          <e type="operand">1.5</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="585" width="159" height="49" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Design Strength .......... :</p>
        </description>
        <input>
          <e type="operand">f</e>
          <e type="operand">σ.y</e>
          <e type="operand">S</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">156.667</e>
        </result>
      </math>
    </region>
    <region left="36" top="630" width="81" height="32" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Inside Pressure .......... :</p>
        </description>
        <input>
          <e type="operand">P.i</e>
          <e type="operand">8</e>
          <e type="operand" style="unit">bar</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="666" width="81" height="32" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Outside Pressure ......... :</p>
        </description>
        <input>
          <e type="operand">P.e</e>
          <e type="operand">2</e>
          <e type="operand" style="unit">bar</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="702" width="70" height="24" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Welding  Factor .......... :</p>
        </description>
        <input>
          <e type="operand">z</e>
          <e type="operand">0.85</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="36" top="738" width="64" height="24" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Corrosion Allowance ...... :</p>
        </description>
        <input>
          <e type="operand">c</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">2</e>
        </result>
      </math>
    </region>
    <region left="18" top="774" width="175" height="24" color="#000000" fontSize="10">
      <text lang="eng">
        <p bold="true" underline="true">REDUCTION DIMENSIONS</p>
      </text>
    </region>
    <region left="36" top="810" width="97" height="32" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Inlet Inside Diameter .... :</p>
        </description>
        <input>
          <e type="operand">D.i</e>
          <e type="operand">2900</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="36" top="846" width="97" height="32" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Outlet Inside Diameter ... :</p>
        </description>
        <input>
          <e type="operand">D.o</e>
          <e type="operand">1800</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="36" top="882" width="90" height="24" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Reduction Length ......... :</p>
        </description>
        <input>
          <e type="operand">L</e>
          <e type="operand">3000</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="36" top="918" width="79" height="32" color="#000000" fontSize="10">
      <math fractionType="auto" decimalPlaces="3">
        <description active="true" position="Left" lang="eng">
          <p>Plate Thickness .......... :</p>
        </description>
        <input>
          <e type="operand">e.d</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">12</e>
        </result>
      </math>
    </region>
    <region left="36" top="954" width="231" height="24" color="#000000" fontSize="10">
      <text lang="eng">
        <p bold="true" underline="true">Plate Thickness Calculation</p>
      </text>
    </region>
    <region left="45" top="981" width="127" height="24" color="#0000ff" fontSize="10">
      <text lang="eng">
        <p bold="true" underline="true">Cone Thickness</p>
      </text>
    </region>
    <region left="54" top="1017" width="139" height="32" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">e.a</e>
          <e type="operand">e.d</e>
          <e type="operand">c</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">10</e>
        </result>
      </math>
    </region>
    <region left="387" top="1017" width="319" height="199" color="#000000">
      <picture>
        <raw format="png" encoding="base64">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</raw>
      </picture>
    </region>
    <region left="54" top="1044" width="222" height="51" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">α</e>
          <e type="operand">D.i</e>
          <e type="operand">D.o</e>
          <e type="operator" args="2">-</e>
          <e type="operand">2</e>
          <e type="operand">L</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="1">atan</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">°</e>
        </contract>
        <result action="numeric">
          <e type="operand">10.3889</e>
        </result>
      </math>
    </region>
    <region left="54" top="1098" width="208" height="57" color="#000000" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="7">
        <input>
          <e type="operand">e.cyl</e>
          <e type="operand">P.i</e>
          <e type="operand">D.i</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">f</e>
          <e type="operator" args="2">*</e>
          <e type="operand">z</e>
          <e type="operator" args="2">*</e>
          <e type="operand">P.i</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">8.74</e>
        </result>
      </math>
    </region>
    <region left="54" top="1152" width="271" height="57" color="#000000" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="7">
        <input>
          <e type="operand">e.con</e>
          <e type="operand">P.i</e>
          <e type="operand">D.i</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">f</e>
          <e type="operator" args="2">*</e>
          <e type="operand">z</e>
          <e type="operator" args="2">*</e>
          <e type="operand">P.i</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">/</e>
          <e type="operand">1</e>
          <e type="operand">α</e>
          <e type="function" args="1">cos</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">8.88</e>
        </result>
      </math>
    </region>
    <region left="54" top="1224" width="221" height="32" border="true" color="#000000" bgColor="#fefeb0" fontSize="10">
      <math decimalPlaces="2">
        <input>
          <e type="operand">e.min_cyl</e>
          <e type="operand">e.cyl</e>
          <e type="operand">c</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">10.74</e>
        </result>
      </math>
    </region>
    <region left="396" top="1242" width="264" height="59" border="true" color="#000000" bgColor="#fefeb0" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="7">
        <input>
          <e type="operand">σ.a</e>
          <e type="operand">P.i</e>
          <e type="operand">D.i</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">α</e>
          <e type="function" args="1">cos</e>
          <e type="operator" args="2">*</e>
          <e type="operand">e.a</e>
          <e type="bracket">(</e>
          <e type="operator" args="2">*</e>
          <e type="operand">z</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">MPa</e>
        </contract>
        <result action="numeric">
          <e type="operand">138.75</e>
        </result>
      </math>
    </region>
    <region left="54" top="1269" width="193" height="32" border="true" color="#000000" bgColor="#fefeb0" fontSize="10">
      <math decimalPlaces="2">
        <input>
          <e type="operand">e.min</e>
          <e type="operand">e.con</e>
          <e type="operand">c</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">10.88</e>
        </result>
      </math>
    </region>
    <region left="45" top="1341" width="119" height="24" color="#0000ff" fontSize="10">
      <text lang="eng">
        <p bold="true" underline="true">Sanity Checks</p>
      </text>
    </region>
    <region left="54" top="1377" width="98" height="32" color="#000000" fontSize="10">
      <math exponentialThreshold="7">
        <input>
          <e type="operand">e.con</e>
          <e type="operand">e.a</e>
          <e type="operator" args="2">&lt;</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="198" top="1377" width="77" height="32" color="#000000" fontSize="10">
      <math exponentialThreshold="7">
        <input>
          <e type="operand">σ.a</e>
          <e type="operand">f</e>
          <e type="operator" args="2">&lt;</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="315" top="1377" width="88" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">α</e>
          <e type="operand">75</e>
          <e type="operand" style="unit">°</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">≤</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="432" top="1377" width="192" height="60" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">e.a</e>
          <e type="operand">α</e>
          <e type="function" args="1">cos</e>
          <e type="operator" args="2">*</e>
          <e type="operand">D.c</e>
          <e type="operand">D.i</e>
          <e type="operand">e.a</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">0.001</e>
          <e type="operator" args="2">≥</e>
        </input>
        <result action="numeric">
          <e type="operand">1</e>
        </result>
      </math>
    </region>
    <region left="63" top="1404" width="74" height="31" color="#000000" fontSize="10" showInputData="false">
      <cflabel width="64" height="23" tag="Safe" color="DarkGreen" bgcolor="White" font="Courier New, 9.75pt" style="WhiteFrame">
        <input>
          <e type="operand">e.con</e>
          <e type="operand">e.a</e>
          <e type="operator" args="2">&lt;</e>
          <e type="operand" style="string">Safe</e>
          <e type="operand" style="string">Fail</e>
          <e type="function" args="3">if</e>
          <e type="operand">e.con</e>
          <e type="operand">e.a</e>
          <e type="operator" args="2">&lt;</e>
          <e type="operand" style="string">DarkGreen</e>
          <e type="operand" style="string">White</e>
          <e type="function" args="3">if</e>
          <e type="operand">e.con</e>
          <e type="operand">e.a</e>
          <e type="operator" args="2">&lt;</e>
          <e type="operand" style="string">White</e>
          <e type="operand" style="string">Red</e>
          <e type="function" args="3">if</e>
          <e type="operand" style="string">WhiteFrame</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="function" args="6">mat</e>
        </input>
      </cflabel>
    </region>
    <region left="198" top="1404" width="74" height="31" color="#000000" fontSize="10" showInputData="false">
      <cflabel width="64" height="23" tag="Safe" color="DarkGreen" bgcolor="White" font="Courier New, 9.75pt" style="WhiteFrame">
        <input>
          <e type="operand">σ.a</e>
          <e type="operand">f</e>
          <e type="operator" args="2">&lt;</e>
          <e type="operand" style="string">Safe</e>
          <e type="operand" style="string">Fail</e>
          <e type="function" args="3">if</e>
          <e type="operand">σ.a</e>
          <e type="operand">f</e>
          <e type="operator" args="2">&lt;</e>
          <e type="operand" style="string">DarkGreen</e>
          <e type="operand" style="string">White</e>
          <e type="function" args="3">if</e>
          <e type="operand">σ.a</e>
          <e type="operand">f</e>
          <e type="operator" args="2">&lt;</e>
          <e type="operand" style="string">White</e>
          <e type="operand" style="string">Red</e>
          <e type="function" args="3">if</e>
          <e type="operand" style="string">WhiteFrame</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="function" args="6">mat</e>
        </input>
      </cflabel>
    </region>
    <region left="324" top="1404" width="82" height="31" color="#000000" fontSize="10" showInputData="false">
      <cflabel width="72" height="23" tag="Check" color="DarkGreen" bgcolor="White" font="Courier New, 9.75pt" style="WhiteFrame">
        <input>
          <e type="operand">α</e>
          <e type="operand">75</e>
          <e type="operand" style="unit">°</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">≤</e>
          <e type="operand" style="string">Check</e>
          <e type="operand" style="string">Fail</e>
          <e type="function" args="3">if</e>
          <e type="operand">α</e>
          <e type="operand">75</e>
          <e type="operand" style="unit">°</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">≤</e>
          <e type="operand" style="string">DarkGreen</e>
          <e type="operand" style="string">White</e>
          <e type="function" args="3">if</e>
          <e type="operand">α</e>
          <e type="operand">75</e>
          <e type="operand" style="unit">°</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">≤</e>
          <e type="operand" style="string">White</e>
          <e type="operand" style="string">Red</e>
          <e type="function" args="3">if</e>
          <e type="operand" style="string">WhiteFrame</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="function" args="6">mat</e>
        </input>
      </cflabel>
    </region>
    <region left="639" top="1404" width="82" height="31" color="#000000" fontSize="10" showInputData="false">
      <cflabel width="72" height="23" tag="Check" color="DarkGreen" bgcolor="White" font="Courier New, 9.75pt" style="WhiteFrame">
        <input>
          <e type="operand">e.a</e>
          <e type="operand">α</e>
          <e type="function" args="1">cos</e>
          <e type="operator" args="2">*</e>
          <e type="operand">D.c</e>
          <e type="operator" args="2">/</e>
          <e type="operand">0.001</e>
          <e type="operator" args="2">≥</e>
          <e type="operand" style="string">Check</e>
          <e type="operand" style="string">Fail</e>
          <e type="function" args="3">if</e>
          <e type="operand">e.a</e>
          <e type="operand">α</e>
          <e type="function" args="1">cos</e>
          <e type="operator" args="2">*</e>
          <e type="operand">D.c</e>
          <e type="operator" args="2">/</e>
          <e type="operand">0.001</e>
          <e type="operator" args="2">≥</e>
          <e type="operand" style="string">DarkGreen</e>
          <e type="operand" style="string">White</e>
          <e type="function" args="3">if</e>
          <e type="operand">e.a</e>
          <e type="operand">α</e>
          <e type="function" args="1">cos</e>
          <e type="operator" args="2">*</e>
          <e type="operand">D.c</e>
          <e type="operator" args="2">/</e>
          <e type="operand">0.001</e>
          <e type="operator" args="2">≥</e>
          <e type="operand" style="string">White</e>
          <e type="operand" style="string">Red</e>
          <e type="function" args="3">if</e>
          <e type="operand" style="string">WhiteFrame</e>
          <e type="operand">1</e>
          <e type="operand">4</e>
          <e type="function" args="6">mat</e>
        </input>
      </cflabel>
    </region>
    <region left="45" top="1449" width="287" height="24" color="#0000ff" fontSize="10">
      <text lang="eng">
        <p bold="true" underline="true">Joint without Knuckle Calculations</p>
      </text>
    </region>
    <region left="54" top="1485" width="245" height="72" color="#000000" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">β</e>
          <e type="operand">1</e>
          <e type="operand">3</e>
          <e type="operator" args="2">/</e>
          <e type="operand">D.c</e>
          <e type="operand">e.j</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">*</e>
          <e type="operand">α</e>
          <e type="function" args="1">tan</e>
          <e type="operand">1</e>
          <e type="operand">1</e>
          <e type="operand">α</e>
          <e type="function" args="1">cos</e>
          <e type="function" args="1">sqrt</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>
          <e type="operand">0.15</e>
          <e type="operator" args="2">-</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="54" top="1548" width="110" height="49" color="#000000" fontSize="10">
      <math optimize="2">
        <input>
          <e type="operand">e.j</e>
          <e type="operand">P.i</e>
          <e type="operand">D.c</e>
          <e type="operator" args="2">*</e>
          <e type="operand">β</e>
          <e type="operator" args="2">*</e>
          <e type="operand">2</e>
          <e type="operand">f</e>
          <e type="operator" args="2">*</e>
          <e type="operator" args="2">/</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region top="1593" color="#000000">
      <area collapsed="false">
        <title lang="eng">
          <p fontName="Arial">beta iteration</p>
        </title>
      </area>
      <region left="9" top="1611" width="274" height="298" color="#000000" fontSize="10">
        <math optimize="2">
          <input>
            <e type="operand">x</e>
            <e type="operand">y</e>
            <e type="function" args="2">f.Δ</e>
            <e type="operand">y</e>
            <e type="operand">x</e>
            <e type="operator" args="2">-</e>
            <e type="operand">x</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="1">abs</e>
            <e type="operator" args="2">:</e>
            <e type="operand">e.j</e>
            <e type="operand">e.con</e>
            <e type="operator" args="2">:</e>
            <e type="operand">Δ</e>
            <e type="operand">1</e>
            <e type="operator" args="2">:</e>
            <e type="operand">Δ</e>
            <e type="operand">0.00001</e>
            <e type="operator" args="2">&gt;</e>
            <e type="operand">D.c</e>
            <e type="operand">D.i</e>
            <e type="operand">e.j</e>
            <e type="operator" args="2">+</e>
            <e type="operator" args="2">:</e>
            <e type="operand">e.temp</e>
            <e type="operand">e.j</e>
            <e type="operator" args="2">:</e>
            <e type="operand">β</e>
            <e type="operand">1</e>
            <e type="operand">3</e>
            <e type="operator" args="2">/</e>
            <e type="operand">D.c</e>
            <e type="operand">e.j</e>
            <e type="operator" args="2">/</e>
            <e type="function" args="1">sqrt</e>
            <e type="operator" args="2">*</e>
            <e type="operand">α</e>
            <e type="function" args="1">tan</e>
            <e type="operand">1</e>
            <e type="operand">1</e>
            <e type="operand">α</e>
            <e type="function" args="1">cos</e>
            <e type="function" args="1">sqrt</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>
            <e type="operand">0.15</e>
            <e type="operator" args="2">-</e>
            <e type="operator" args="2">:</e>
            <e type="operand">e.j</e>
            <e type="operand">P.i</e>
            <e type="operand">D.c</e>
            <e type="operator" args="2">*</e>
            <e type="operand">β</e>
            <e type="operator" args="2">*</e>
            <e type="operand">2</e>
            <e type="operand">f</e>
            <e type="operator" args="2">*</e>
            <e type="operator" args="2">/</e>
            <e type="operator" args="2">:</e>
            <e type="operand">Δ</e>
            <e type="operand">e.j</e>
            <e type="operand">e.temp</e>
            <e type="function" args="2">f.Δ</e>
            <e type="operator" args="2">:</e>
            <e type="operand">5</e>
            <e type="operand">1</e>
            <e type="function" args="7">line</e>
            <e type="function" args="2">while</e>
            <e type="operand">4</e>
            <e type="operand">1</e>
            <e type="function" args="6">line</e>
          </input>
        </math>
      </region>
      <region left="279" top="1611" width="445" height="316" color="#000000">
        <picture>
          <raw format="png" encoding="base64">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</raw>
        </picture>
      </region>
      <region left="594" top="1647" width="95" height="49" color="#000000" bgColor="#ffff80" fontSize="10">
        <math>
          <input>
            <e type="operand">P.i</e>
            <e type="operand">f</e>
            <e type="operator" args="2">/</e>
          </input>
          <result action="numeric">
            <e type="operand">0.0051</e>
          </result>
        </math>
      </region>
      <region left="594" top="1701" width="88" height="24" color="#000000" bgColor="#ffff80" fontSize="10">
        <math decimalPlaces="2">
          <input>
            <e type="operand">α</e>
          </input>
          <contract>
            <e type="operand" style="unit">°</e>
          </contract>
          <result action="numeric">
            <e type="operand">10.39</e>
          </result>
        </math>
      </region>
      <region top="1917" color="#000000">
        <area terminator="true" />
      </region>
    </region>
    <region left="54" top="1935" width="84" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">β</e>
        </input>
        <result action="numeric">
          <e type="operand">0.6168</e>
        </result>
      </math>
    </region>
    <region left="54" top="1971" width="95" height="32" color="#000000" fontSize="10">
      <math decimalPlaces="2">
        <input>
          <e type="operand">e.j</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">4.57</e>
        </result>
      </math>
    </region>
    <region left="54" top="2007" width="247" height="34" border="true" color="#000000" bgColor="#fefeb0" fontSize="10">
      <math decimalPlaces="2">
        <input>
          <e type="operand">e.1</e>
          <e type="operand">e.cyl</e>
          <e type="operand">e.j</e>
          <e type="function" args="2">Max</e>
          <e type="operand">c</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">10.74</e>
        </result>
      </math>
    </region>
    <region left="54" top="2052" width="247" height="34" border="true" color="#000000" bgColor="#fefeb0" fontSize="10">
      <math decimalPlaces="2" exponentialThreshold="7">
        <input>
          <e type="operand">e.2</e>
          <e type="operand">e.con</e>
          <e type="operand">e.j</e>
          <e type="function" args="2">Max</e>
          <e type="operand">c</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">10.88</e>
        </result>
      </math>
    </region>
    <region left="54" top="2097" width="95" height="32" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">D.c</e>
          <e type="operand">D.i</e>
          <e type="operand">e.1</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="54" top="2133" width="186" height="34" border="true" color="#000000" bgColor="#fefeb0" fontSize="10">
      <math decimalPlaces="2">
        <input>
          <e type="operand">l.1</e>
          <e type="operand">D.c</e>
          <e type="operand">e.1</e>
          <e type="operator" args="2">*</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">176.79</e>
        </result>
      </math>
    </region>
    <region left="360" top="2133" width="63" height="24" color="#000000" fontSize="10">
      <text lang="eng">
        <p>-----&gt;</p>
      </text>
    </region>
    <region left="468" top="2133" width="136" height="32" border="true" color="#000000" bgColor="#fefeb0" fontSize="10">
      <math decimalPlaces="2">
        <input>
          <e type="operand">l.1</e>
          <e type="operand">1.4</e>
          <e type="operator" args="2">*</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">247.5</e>
        </result>
      </math>
    </region>
    <region left="54" top="2178" width="95" height="32" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">D.c</e>
          <e type="operand">D.i</e>
          <e type="operand">e.2</e>
          <e type="operator" args="2">+</e>
          <e type="operator" args="2">:</e>
        </input>
      </math>
    </region>
    <region left="54" top="2214" width="197" height="53" border="true" color="#000000" bgColor="#fefeb0" fontSize="10">
      <math decimalPlaces="2">
        <input>
          <e type="operand">l.2</e>
          <e type="operand">D.c</e>
          <e type="operand">e.2</e>
          <e type="operator" args="2">*</e>
          <e type="operand">α</e>
          <e type="function" args="1">cos</e>
          <e type="operator" args="2">/</e>
          <e type="function" args="1">sqrt</e>
          <e type="operator" args="2">:</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">179.46</e>
        </result>
      </math>
    </region>
    <region left="360" top="2223" width="63" height="24" color="#000000" fontSize="10">
      <text lang="eng">
        <p>-----&gt;</p>
      </text>
    </region>
    <region left="468" top="2223" width="144" height="32" border="true" color="#000000" bgColor="#fefeb0" fontSize="10">
      <math decimalPlaces="2">
        <input>
          <e type="operand">l.2</e>
          <e type="operand">1.4</e>
          <e type="operator" args="2">*</e>
        </input>
        <contract>
          <e type="operand" style="unit">mm</e>
        </contract>
        <result action="numeric">
          <e type="operand">251.25</e>
        </result>
      </math>
    </region>
  </regions>
  <regions type="header">
    <region left="0" top="48" width="188" height="64" color="#000000">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'"><span class="object-field" data-category="Worksheet Info" data-type="description" data-format="">NAME OF PROJECT
PENSTOCK</span></span></div>
<div style="font-family: 'Courier New'">&nbsp;</div>
<div><span style="font-family: 'Courier New'"><span class="object-field" data-category="Worksheet Info" data-type="title" data-format="">REDUCTION CALCULATION</span></span></div></span>]]></writer>
    </region>
    <region left="582" top="57" width="150" height="49" color="#000000">
      <picture>
        <raw format="png" encoding="base64">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</raw>
      </picture>
    </region>
    <region left="342" top="66" width="58" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">\[AUTHOR]\</e>
        </input>
      </math>
    </region>
    <region left="351" top="84" width="39" height="24" color="#000000" fontSize="10">
      <text lang="eng">
        <p>\[PAGENUM[0]]\/\[COUNT[0]]\</p>
      </text>
    </region>
    <region left="0" top="93" width="746" height="24" color="#000000" fontSize="10">
      <math>
        <input>
          <e type="operand">____________________________________________________________________________________________</e>
        </input>
      </math>
    </region>
  </regions>
  <regions type="footer">
    <region left="0" top="0" width="749" height="24" color="#000000" fontSize="10">
      <text lang="eng" width="749">
        <p>¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯¯</p>
      </text>
    </region>
    <region left="9" top="9" width="726" height="46" color="#000000">
      <writer lang="eng"><![CDATA[<span style="font-family: 'Arial'; font-size: 10pt; font-weight: normal; font-style: normal; color: windowtext; background-color: Transparent; vertical-align: baseline; text-align: left; margin-left: 0pt; text-indent: 0pt; line-height: 115%">
<div><span style="font-family: 'Courier New'">Address                              web adress                     Tel: +00 000 000 0000</span></div>
<div><span style="font-family: 'Courier New'">City / Country                       mail adress                    Fax: +00 000 000 0000</span></div></span>]]></writer>
    </region>
  </regions>
</worksheet>