﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.97.5346.24640"?>
<regions>
  <settings>
    <identity>
      <id>a2dd9b7a-ec71-4484-a5df-a2c794f94b0e</id>
      <revision>3</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>
    <dependences>
      <assembly name="SMath Studio Desktop" version="0.97.5346.24640" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="Picture Region" version="1.10.5346.31387" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="Special Functions" version="1.11.5346.31403" guid="2814e667-4e12-48b1-8d51-194e480eabc5" />
      <assembly name="Math Region" version="0.97.5346.24640" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="Text Region" version="1.10.5346.31409" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
    </dependences>
  </settings>
  <region id="0" left="162" top="81" width="377" height="41" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="1" left="180" top="135" width="289" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="15">
      <input>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operand">5</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="2">solve</e>
      </input>
      <result action="numeric">
        <e type="operand">25.0000013034682</e>
      </result>
    </math>
  </region>
  <region id="2" left="459" top="135" width="135" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>15 decimals....</p>
    </text>
  </region>
  <region id="3" left="324" top="189" width="430" height="521" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="4" left="54" top="369" width="55" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="15">
      <input>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operand">5</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="5" left="54" top="396" width="144" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">25.0000013034682</e>
      </input>
    </math>
  </region>
  <region id="6" left="198" top="396" width="119" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>4 decimals...</p>
    </text>
  </region>
  <region id="7" left="54" top="432" width="28" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">25</e>
      </input>
    </math>
  </region>
  <region id="8" left="90" top="432" width="135" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>15 decimals....</p>
    </text>
  </region>
  <region id="9" left="45" top="540" width="173" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">sqrt</e>
        <e type="operand">5</e>
        <e type="operator" args="2">≡</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="2">solve</e>
      </input>
      <result action="numeric">
        <e type="operand">25</e>
      </result>
    </math>
  </region>
  <region id="10" left="216" top="540" width="127" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="dan">
      <p>4 decimals....</p>
    </text>
  </region>
</regions>