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    <identity>
      <id>93a42c04-a6b1-4f5a-98bd-0f091a88b920</id>
      <revision>4</revision>
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    <calculation>
      <precision>3</precision>
      <exponentialThreshold>5</exponentialThreshold>
      <fractions>auto</fractions>
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    <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 />
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    <dependencies>
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  <region id="0" left="45" top="36" width="393" height="45" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math decimalPlaces="4">
      <description active="true" position="Top" lang="eng">
        <p>Optimiz =&gt; Symbolic</p>
      </description>
      <input>
        <e type="operand">M</e>
        <e type="operand">Min</e>
        <e type="operand">Max</e>
        <e type="function" args="3">scale</e>
        <e type="operand">Max</e>
        <e type="operand">Min</e>
        <e type="operator" args="2">-</e>
        <e type="bracket">(</e>
        <e type="operand">M</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">min</e>
        <e type="operator" args="2">-</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">max</e>
        <e type="operand">M</e>
        <e type="function" preserve="true" args="1">min</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">/</e>
        <e type="operator" args="2">*</e>
        <e type="operand">Min</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
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  <region id="1" left="45" top="108" width="162" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">M</e>
        <e type="operand">128</e>
        <e type="operand">128</e>
        <e type="function" preserve="true" args="2">Random</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="2" left="45" top="135" width="161" height="26" color="#ffff00" bgColor="#010101" fontSize="10">
    <math optimize="2">
      <description active="true" position="Right" lang="eng">
        <p>&lt;= Optimiz: Numeric</p>
      </description>
      <input>
        <e type="operand">N</e>
        <e type="operand">M</e>
        <e type="operand">0</e>
        <e type="operand">255</e>
        <e type="function" args="3">scale</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="3" left="45" top="171" width="53" height="32" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">N</e>
        <e type="operand">N</e>
        <e type="function" preserve="true" args="1">Floor</e>
        <e type="function" preserve="true" args="1">vectorize</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="4" left="126" top="171" width="242" height="40" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <text lang="eng">
      <p>Radomize gray level [0, 254]all pixels are valued [21 s]</p>
    </text>
  </region>
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</imagefile>
      <input>
        <e type="operand">N</e>
      </input>
    </image>
  </region>
  <region id="6" left="198" top="261" width="127" height="49" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">N</e>
        <e type="function" preserve="true" args="1">Min</e>
        <e type="operand">N</e>
        <e type="function" preserve="true" args="1">Max</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </input>
      <result action="numeric">
        <e type="operand">0</e>
        <e type="operand">255</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">mat</e>
      </result>
    </math>
  </region>
</regions>