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    <identity>
      <id>a6772ad9-82b3-46d3-b837-e2e54fe508b1</id>
      <revision>2</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>
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  <region id="0" left="18" top="18" width="217" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>This is unicode U+20F0: ⃰</p>
    </text>
  </region>
  <region id="1" left="18" top="54" width="689" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>I try to use it as part of a variable name. The ordinary * is reserved as operator.</p>
    </text>
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    <math>
      <input>
        <e type="operand">σ.A⃰</e>
      </input>
      <result action="symbolic">
        <e type="operand">σ.A⃰</e>
      </result>
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</raw>
    </picture>
  </region>
  <region id="4" left="9" top="540" width="619" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>After selecting this in the charmap application, the normal way to proceedwould be </p>
    </text>
  </region>
  <region id="5" left="90" top="585" width="42" height="35" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="6" left="144" top="594" width="18" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">s</e>
      </input>
    </math>
  </region>
  <region id="7" left="162" top="594" width="61" height="24" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>Strg+H</p>
    </text>
    <text lang="eng">
      <p>Ctrl+G</p>
    </text>
  </region>
  <region id="8" left="234" top="594" width="28" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>.A</p>
    </text>
  </region>
  <region id="9" left="270" top="594" width="61" height="24" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>Strg+H</p>
    </text>
    <text lang="eng">
      <p>Ctrl+V</p>
    </text>
  </region>
  <region id="10" left="90" top="630" width="504" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>This fails, because nothing is inserted when pressing Ctrl+V</p>
    </text>
  </region>
  <region id="11" left="18" top="666" width="687" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>The only way to insert the character is on the canvas. Then a new math region with just that sign is created.</p>
    </text>
  </region>
  <region id="12" left="90" top="711" width="42" height="35" color="#000000" bgColor="#ffffff">
    <picture>
      <raw format="png" encoding="base64">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</raw>
    </picture>
  </region>
  <region id="13" left="18" top="720" width="18" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">⃰</e>
      </input>
    </math>
  </region>
  <region id="14" left="144" top="720" width="61" height="24" border="true" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="ger">
      <p>Strg+H</p>
    </text>
    <text lang="eng">
      <p>Ctrl+V</p>
    </text>
  </region>
  <region id="15" left="90" top="756" width="645" height="56" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Then you can enter the remainder of the variable name. Note that you can'tenter the text index marker . at the beginning of the name. You have to enter σA first and then put . between them. </p>
    </text>
  </region>
</regions>