﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
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    <identity>
      <id>3bf7f131-161e-4a5f-b5f6-19459636863a</id>
      <revision>19</revision>
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    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
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    <pageModel active="false" printAreas="true" simpleEqualsOnly="false" printBackgroundImages="true">
      <paper id="9" orientation="Portrait" width="827" height="1169" />
      <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 />
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    <math>
      <description active="true" position="Right" lang="eng">
        <p>Project stuff</p>
      </description>
      <input>
        <e type="operand">N</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">b</e>
        <e type="operand">10</e>
        <e type="operator" args="2">:</e>
        <e type="operand">h</e>
        <e type="operand">20</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
        <e type="operand">ε.c.1</e>
        <e type="operand">0.00344</e>
        <e type="operator" args="2">:</e>
        <e type="operand">f.cd</e>
        <e type="operand">1.45</e>
        <e type="operator" args="2">:</e>
        <e type="operand">ε.c.2</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">ε.c1</e>
        <e type="operand">0.00165</e>
        <e type="operator" args="2">:</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">sys</e>
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    </math>
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</raw>
    </picture>
  </region>
  <region id="2" left="342" top="36" width="112" height="99" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">a</e>
        <e type="operand">2.8785</e>
        <e type="operand">3.1586</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1.7454</e>
        <e type="operand">0.52904</e>
        <e type="operator" args="1">-</e>
        <e type="operand">0.06374</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="3" left="459" top="36" width="53" height="99" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">A</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="4" left="513" top="36" width="53" height="99" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">σ</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">mat</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="5" left="36" top="162" width="146" height="57" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">γ</e>
        <e type="operand">ε.c.1</e>
        <e type="operand">ε.c1</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">2.0848</e>
      </result>
    </math>
  </region>
  <region id="6" left="585" top="207" width="793" height="225" border="true" color="#000000" bgColor="#ffffff">
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</raw>
    </picture>
  </region>
  <region id="7" left="36" top="225" width="256" height="51" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">χ</e>
        <e type="operand">ε.c.1</e>
        <e type="operand">ε.c.2</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">h</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand">1</e>
        <e type="operand" style="unit">cm</e>
        <e type="operator" args="2">/</e>
      </contract>
      <result action="numeric">
        <e type="operand">1.72</e>
        <e type="operand">10</e>
        <e type="operand">6</e>
        <e type="operator" args="1">-</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="8" left="36" top="288" width="170" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x.1</e>
        <e type="operand">ε.c.1</e>
        <e type="operand">χ</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <contract>
        <e type="operand" style="unit">cm</e>
      </contract>
      <result action="numeric">
        <e type="operand">2000</e>
        <e type="operand">1</e>
        <e type="operand" style="unit">m</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
      </result>
    </math>
  </region>
  <region id="9" left="36" top="342" width="139" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">χ.1</e>
        <e type="operand">χ</e>
        <e type="operand">ε.c.1</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">:</e>
      </input>
      <result action="numeric">
        <e type="operand">0.05</e>
      </result>
    </math>
  </region>
  <region id="10" left="36" top="405" width="43" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">k</e>
        <e type="operand">5</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="11" left="36" top="441" width="532" height="79" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">b</e>
        <e type="operand">f.cd</e>
        <e type="operator" args="2">*</e>
        <e type="operand">χ.1</e>
        <e type="operator" args="2">/</e>
        <e type="operand">a</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">ε.c.1</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">^</e>
        <e type="operand">ε.c.2</e>
        <e type="operand">k</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">ε.c1</e>
        <e type="operand">k</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="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operand">σ</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operator" args="2">+</e>
        <e type="operand">N</e>
        <e type="operator" args="2">-</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operator" args="2">*</e>
      </input>
      <result action="numeric">
        <e type="operand">2104.1919</e>
      </result>
    </math>
  </region>
  <region id="12" left="36" top="540" width="503" height="95" color="#000000" bgColor="#ebfdeb" fontSize="10">
    <math>
      <input>
        <e type="operand">k</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operand">5</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operator" args="2">:</e>
        <e type="operand">sol</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">b</e>
        <e type="operand">f.cd</e>
        <e type="operator" args="2">*</e>
        <e type="operand">χ.1</e>
        <e type="operator" args="2">/</e>
        <e type="operand">a</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">ε.c.1</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">^</e>
        <e type="operand">ε.c.2</e>
        <e type="operand">k</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">ε.c1</e>
        <e type="operand">k</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="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operand">σ</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operator" args="2">+</e>
        <e type="operand">N</e>
        <e type="operator" args="2">-</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
      </input>
    </math>
  </region>
  <region id="13" left="414" top="648" width="146" height="99" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">sol</e>
      </input>
      <result action="numeric">
        <e type="operand">2104.1919</e>
        <e type="operand">372.717</e>
        <e type="operator" args="1">-</e>
        <e type="operand">2308.0154</e>
        <e type="operand">1389.3976</e>
        <e type="operand">1932.389</e>
        <e type="operand">5</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="7">mat</e>
      </result>
    </math>
  </region>
  <region id="14" left="567" top="666" width="94" height="31" color="#ff0000" bgColor="#ffffff" fontSize="14">
    <text lang="eng">
      <p bold="true">&lt;---- ?</p>
    </text>
  </region>
  <region id="15" left="9" top="774" width="793" height="225" border="true" color="#000000" bgColor="#ffffff">
    <picture>
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        <e type="operand">Header</e>
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        <e type="operand" style="string">C20/25</e>
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        <e type="operand">k</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">/</e>
        <e type="operand">ε.c.1</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">^</e>
        <e type="operand">ε.c.2</e>
        <e type="operand">k</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">ε.c1</e>
        <e type="operand">k</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="bracket">(</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operand">σ</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">A</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="bracket">(</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operator" args="2">+</e>
        <e type="operand">N</e>
        <e type="operator" args="2">-</e>
        <e type="operand">k</e>
        <e type="operand">1</e>
        <e type="operand">k</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">Header</e>
        <e type="operand">data</e>
        <e type="function" preserve="true" args="2">stack</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="19" left="18" top="1359" width="913" height="117" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="2" matrixOptions="0,0,11,6">
      <input>
        <e type="operand">Project</e>
      </input>
      <result action="numeric">
        <e type="operand" style="string">C8/10</e>
        <e type="operand" style="string">C12/15</e>
        <e type="operand" style="string">C16/20</e>
        <e type="operand" style="string">C20/25</e>
        <e type="operand" style="string">C25/30</e>
        <e type="operand" style="string">C30/35</e>
        <e type="operand" style="string">C32/40</e>
        <e type="operand" style="string">C35/45</e>
        <e type="operand" style="string">C40/50</e>
        <e type="operand" style="string">C45/55</e>
        <e type="operand" style="string">C50/60</e>
        <e type="operand">2564.09</e>
        <e type="operand">2392.41</e>
        <e type="operand">2231.06</e>
        <e type="operand">2104.19</e>
        <e type="operand">2017.15</e>
        <e type="operand">1942.47</e>
        <e type="operand">1877.09</e>
        <e type="operand">1807.76</e>
        <e type="operand">1755.76</e>
        <e type="operand">1707.85</e>
        <e type="operand">1654.69</e>
        <e type="operand">1662.44</e>
        <e type="operator" args="1">-</e>
        <e type="operand">1186.94</e>
        <e type="operator" args="1">-</e>
        <e type="operand">736.23</e>
        <e type="operator" args="1">-</e>
        <e type="operand">372.72</e>
        <e type="operator" args="1">-</e>
        <e type="operand">114.88</e>
        <e type="operator" args="1">-</e>
        <e type="operand">108.19</e>
        <e type="operand">285.42</e>
        <e type="operand">373.02</e>
        <e type="operand">193.56</e>
        <e type="operand">14.43</e>
        <e type="operand">15.69</e>
        <e type="operator" args="1">-</e>
        <e type="operand">3632.16</e>
        <e type="operand">3155.56</e>
        <e type="operand">2696.76</e>
        <e type="operand">2308.02</e>
        <e type="operand">2012.76</e>
        <e type="operand">1745</e>
        <e type="operand">1547.97</e>
        <e type="operand">1606.08</e>
        <e type="operand">2362.43</e>
        <e type="operand">3108.18</e>
        <e type="operand">3315.39</e>
        <e type="operand">1015.52</e>
        <e type="operand">1139.76</e>
        <e type="operand">1265.81</e>
        <e type="operand">1389.4</e>
        <e type="operand">1503.07</e>
        <e type="operand">1625.89</e>
        <e type="operand">1727.42</e>
        <e type="operand">1661.09</e>
        <e type="operand">1047.03</e>
        <e type="operand">428.26</e>
        <e type="operand">435.35</e>
        <e type="operand">1965.59</e>
        <e type="operand">1953.29</e>
        <e type="operand">1941.89</e>
        <e type="operand">4209.31</e>
        <e type="operand">1923.86</e>
        <e type="operand">1911.65</e>
        <e type="operand">1891.64</e>
        <e type="operand">1852.34</e>
        <e type="operand">1812.57</e>
        <e type="operand">1780</e>
        <e type="operand">2316.17</e>
        <e type="operand">6</e>
        <e type="operand">11</e>
        <e type="function" preserve="true" args="68">mat</e>
      </result>
    </math>
  </region>
</regions>