﻿<?xml version="1.0" encoding="utf-8" standalone="yes"?>
<?application progid="SMath Studio Desktop" version="0.99.6622.8829"?>
<regions xmlns="http://smath.info/schemas/worksheet/1.0">
  <settings dpi="96">
    <identity>
      <id>f0161792-df45-4d26-8ac6-5a837d0eb34c</id>
      <revision>3</revision>
    </identity>
    <calculation>
      <precision>4</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <fractions>decimal</fractions>
    </calculation>
    <pageModel active="true" viewMode="0" printGrid="false" 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="0.99.6622.8829" guid="a37cba83-b69c-4c71-9992-55ff666763bd" />
      <assembly name="Math Region" version="0.99.6622.8829" guid="02f1ab51-215b-466e-a74d-5d8b1cf85e8d" />
      <assembly name="Picture Region" version="1.10.6622.8831" guid="06b5df04-393e-4be7-9107-305196fcb861" />
      <assembly name="Text Region" version="1.10.6622.8831" guid="485d28c5-349a-48b6-93be-12a35a1c1e39" />
    </dependencies>
  </settings>
  <region id="0" left="36" top="63" width="201" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Example from the forum:</p>
    </text>
  </region>
  <region id="1" left="36" top="81" width="453" height="225" color="#000000" bgColor="#ffffff">
    <picture>
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