﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.98.6179.21440"?>
<regions>
  <settings>
    <identity>
      <id>5d93e47a-6502-4c7b-8fef-050c096022b0</id>
      <revision>6</revision>
    </identity>
    <calculation>
      <precision>3</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="true" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="0" orientation="Landscape" width="1100" height="850" />
      <margins left="39" right="39" top="39" bottom="39" />
      <header alignment="Center" color="#a9a9a9">&amp;[DATE] &amp;[TIME] - &amp;[FILENAME]</header>
      <footer alignment="Center" color="#a9a9a9">&amp;[PAGENUM] / &amp;[COUNT]</footer>
      <backgrounds />
    </pageModel>
    <dependencies>
      <assembly name="SMath Studio Desktop" version="0.98.6179.21440" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="Math Region" version="0.98.6179.21440" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="Picture Region" version="1.10.6179.21444" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="Text Region" version="1.10.6179.21446" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
    </dependencies>
    <mode debug="true" />
  </settings>
  <region id="0" left="108" top="18" width="598" height="136" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <text lang="eng">
      <p>Viewer option:Click-on to open the data table that resumes long design calculationsas you just need  the result to comply "Company Quality Procedues".Explain: Once the design sheet is complete, select the PipeData resultclick on an option to save in that icon "sub_Smath sheet" that is placedat the top of each main design sheet ... so:The "Procedure Man or else Project team concerned" can visit the table only w/o going the burden of the remaining of the maths involved.</p>
    </text>
  </region>
  <region id="1" left="9" top="72" width="24" height="26" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAABAAAAASCAYAAABSO15qAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAABFSURBVDhPY/jz789/SvAgNICFiYUoDFNPIwNAND48+AwAayIG09YAmCQujGwQuQbANCHjYWUAERhdMwiDDaAEU2jAn/8AOdlieqCRKbAAAAAASUVORK5CYII=</raw>
    </picture>
  </region>
  <region id="2" left="45" top="72" width="44" height="22" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAACQAAAAOCAYAAABHN77IAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAACvSURBVEhLzZRhDoMgDEaN8RyGc8x7qOfgVt095FIK1ZL1DylslmUM8iKJSfv8ELojHFgDPAGnx4S738X3dwjXVAttbsNlXnDoh0gzIU6ERZoJpYmk/Ewol4gGABB7MEWhd4lo+EiImuYwoxELa6GkpT6Mc668ZZSStVYsrqFqy1LoC0qJNTn2pcSa3UO5n52EfPBVqISY9DogISpYOzrJ9A50MtZ5jeuvCL2efzIQT/HTXDS/aXV1AAAAAElFTkSuQmCC</raw>
    </picture>
  </region>
  <region id="3" left="9" top="117" width="14" height="91" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAAAYAAABTCAYAAAC8j3YMAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAA+SURBVEhL7ckxCgBACANB//9pDxYOgmIldtkumcghIKL7AipegeIlfFxAzcDQDAzNwNAMDM3A0AwMrT+U+QAYHI/FbD5bZQAAAABJRU5ErkJggg==</raw>
    </picture>
  </region>
  <region id="4" left="45" top="171" width="470" height="24" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <text lang="eng">
      <p>&lt;= Procedue(s)... click-on to just see the design result</p>
    </text>
  </region>
  <region id="5" left="270" top="207" width="32" height="43" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">iVBORw0KGgoAAAANSUhEUgAAABgAAAAjCAYAAACOysqWAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAADgSURBVEhL7ZFLDoMwDAVRxUkqTlZxLNSToZ4EQTWoH0Mcx4Gwy2K6ATNv1Kadp8Xk1tpoN4Iq0G8EVaDfCKpAvxFcL+junX5YiGZ4DuqDIlDAzxUV/aP/C1aUl07x+e5PULLiu34jKPlfjK8xFECJCrkeNoISFXI9bARwpmK/HgLBmYr9eggEcKRCWw+q4EiFth5UAeRUxNZDVJBTEVsPUQF4Kqz1YAo8FdZ6MAVgVaTWQ1JgVaTWQ1IAWoVnPbgEWoVnPbgEICu868EtkBXe9eAWABU56yFLQEXO+naeljeOnwVKRFNzTwAAAABJRU5ErkJggg==</raw>
    </picture>
  </region>
  <region id="6" left="369" top="243" width="234" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Date created: 15/11/18 8:51</p>
    </text>
  </region>
  <region id="7" left="9" top="270" width="516" height="225" border="true" color="#000000" bgColor="#ffffe1" fontSize="10">
    <math>
      <description active="false" position="Top" lang="eng">
        <p>Pipe run data [100 m] for piping design</p>
      </description>
      <input>
        <e type="operand">PipeData</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">Q:T/hr</e>
        <e type="operand" style="string">V:m/s</e>
        <e type="operand" style="string">Δp:mWC</e>
        <e type="operand" style="string">Linear:kW/hr</e>
        <e type="operand" style="string">Σkw/hr</e>
        <e type="operand">20</e>
        <e type="operand">0.33</e>
        <e type="operand">0.084</e>
        <e type="operand">0.005</e>
        <e type="operand">0.046</e>
        <e type="operand">30</e>
        <e type="operand">0.496</e>
        <e type="operand">0.177</e>
        <e type="operand">0.014</e>
        <e type="operand">0.145</e>
        <e type="operand">40</e>
        <e type="operand">0.661</e>
        <e type="operand">0.301</e>
        <e type="operand">0.033</e>
        <e type="operand">0.328</e>
        <e type="operand">50</e>
        <e type="operand">0.826</e>
        <e type="operand">0.455</e>
        <e type="operand">0.062</e>
        <e type="operand">0.619</e>
        <e type="operand">60</e>
        <e type="operand">0.991</e>
        <e type="operand">0.639</e>
        <e type="operand">0.104</e>
        <e type="operand">1.045</e>
        <e type="operand">70</e>
        <e type="operand">1.156</e>
        <e type="operand">0.853</e>
        <e type="operand">0.163</e>
        <e type="operand">1.627</e>
        <e type="operand">80</e>
        <e type="operand">1.321</e>
        <e type="operand">1.097</e>
        <e type="operand">0.239</e>
        <e type="operand">2.392</e>
        <e type="operand">90</e>
        <e type="operand">1.487</e>
        <e type="operand">1.371</e>
        <e type="operand">0.336</e>
        <e type="operand">3.362</e>
        <e type="operand">100</e>
        <e type="operand">1.652</e>
        <e type="operand">1.674</e>
        <e type="operand">0.456</e>
        <e type="operand">4.562</e>
        <e type="operand">110</e>
        <e type="operand">1.817</e>
        <e type="operand">2.007</e>
        <e type="operand">0.602</e>
        <e type="operand">6.016</e>
        <e type="operand">120</e>
        <e type="operand">1.982</e>
        <e type="operand">2.369</e>
        <e type="operand">0.775</e>
        <e type="operand">7.747</e>
        <e type="operand">12</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="62">mat</e>
      </result>
    </math>
  </region>
  <region id="8" left="513" top="279" width="299" height="200" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <text lang="eng">
      <p>What I did:1. fresh Smath session2. open Inst_Colebrook Pipe Data.sm3. NO page calculation4. copied table in new page.5. saved new page *.exe6. as titled below.7. close Smath session8. open Smath9. click "PipeDataColebrook"10. the Viewer opens by itself11. simply deceptive </p>
    </text>
  </region>
  <region id="9" left="9" top="504" width="487" height="117" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="10" left="495" top="504" width="274" height="111" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
</regions>