﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.98.6179.21440"?>
<regions>
  <settings>
    <identity>
      <id>1a9b35e1-ebc9-4e7d-8306-8e7f57f9ac02</id>
      <revision>7</revision>
    </identity>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="true" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="1" orientation="Portrait" width="850" height="1100" />
      <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="Special Functions" version="1.11.6179.21442" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
    </dependencies>
    <mode debug="true" />
  </settings>
  <region id="0" left="9" top="18" width="418" height="122" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="1" left="468" top="18" width="145" height="297" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">B</e>
        <e type="operand">0.183324722</e>
        <e type="operand">0.240975303</e>
        <e type="operand">0.209108771</e>
        <e type="operand">0.190439972</e>
        <e type="operand">0.142648498</e>
        <e type="operand">0.077993465</e>
        <e type="operand">0.012475611</e>
        <e type="operand">0.032267127</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.075291522</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.056470670</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.076201285</e>
        <e type="operand">0.123893204</e>
        <e type="operand">0.029201193</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.091173542</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.001317696</e>
        <e type="operand">0.026025526</e>
        <e type="operand">16</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="18">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="2" left="612" top="72" width="127" height="189" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">D</e>
        <e type="operand">439.932854</e>
        <e type="operand">472.418020</e>
        <e type="operand">37.684494</e>
        <e type="operand">7.472018</e>
        <e type="operand">2.920828</e>
        <e type="operand">0.005184</e>
        <e type="operand">0.963864</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.188732</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.191203</e>
        <e type="operand">0.049025</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="12">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="3" left="9" top="144" width="294" height="91" color="#000000" bgColor="#ffe1e1" fontSize="10">
    <math optimize="2">
      <description active="true" position="Right" lang="eng">
        <p>Plot this SmathMatlab, Mathcad</p>
      </description>
      <input>
        <e type="operand">Wr</e>
        <e type="function" args="1">T</e>
        <e type="operand">B</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">B</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Wr</e>
        <e type="operand">1</e>
        <e type="operand">6</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">^</e>
        <e type="operand">0.65</e>
        <e type="operator" args="2">-</e>
        <e type="operand">0.35</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">i</e>
        <e type="operand">2</e>
        <e type="operand">16</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="4" left="9" top="243" width="365" height="122" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="5" left="9" top="378" width="279" height="65" color="#000000" bgColor="#80ff00" fontSize="10">
    <math>
      <description active="true" position="Top" lang="eng">
        <p>BIPM  [-38.8344 ... 419.527] ± 0.0001</p>
      </description>
      <input>
        <e type="operand">Ω</e>
        <e type="function" args="1">T°C</e>
        <e type="operand">D</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">D</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Ω</e>
        <e type="operand">2.64</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">1.64</e>
        <e type="operator" args="2">/</e>
        <e type="bracket">(</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand">i</e>
        <e type="operand">2</e>
        <e type="operand">10</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="6" left="378" top="405" width="251" height="69" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math trailingZeros="true">
      <description active="true" position="Right" lang="eng">
        <p>961.78660.323-189.3442</p>
      </description>
      <input>
        <e type="operand">4.28642053</e>
        <e type="function" args="1">T°C</e>
        <e type="operand">3.3760086</e>
        <e type="function" args="1">T°C</e>
        <e type="operand">0.21585975</e>
        <e type="function" args="1">T°C</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </input>
      <result action="numeric">
        <e type="operand">961.7801</e>
        <e type="operand">660.3231</e>
        <e type="operand">190.6905</e>
        <e type="operator" args="1">-</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">mat</e>
      </result>
    </math>
  </region>
  <region id="7" left="9" top="486" width="360" height="225" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="8" left="378" top="486" width="243" height="225" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">eit90</e>
        <e type="operand">0.00119007</e>
        <e type="operand">259.3467</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.00844974</e>
        <e type="operand">248.5939</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.09171804</e>
        <e type="operand">218.7916</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.21585975</e>
        <e type="operand">189.3442</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.84414211</e>
        <e type="operand">38.8344</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1</e>
        <e type="operand">0.01</e>
        <e type="operand">1.11813889</e>
        <e type="operand">29.7646</e>
        <e type="operand">1.60980185</e>
        <e type="operand">156.5985</e>
        <e type="operand">1.89279768</e>
        <e type="operand">231.928</e>
        <e type="operand">2.5689173</e>
        <e type="operand">419.527</e>
        <e type="operand">3.3760086</e>
        <e type="operand">660.323</e>
        <e type="operand">4.28642053</e>
        <e type="operand">961.78</e>
        <e type="operand">12</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="26">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
</regions>