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    <identity>
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      <revision>2</revision>
    </identity>
    <calculation>
      <precision>2</precision>
      <exponentialThreshold>8</exponentialThreshold>
      <trailingZeros>false</trailingZeros>
      <significantDigitsMode>false</significantDigitsMode>
      <roundingMode>0</roundingMode>
      <fractions>decimal</fractions>
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    <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>
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    <math>
      <input>
        <e type="operand">x</e>
        <e type="operand">0</e>
        <e type="operand">1</e>
        <e type="operand">0.05</e>
        <e type="function" args="3">range</e>
        <e type="operator" args="2">:</e>
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    <math decimalPlaces="4" exponentialThreshold="5">
      <description active="true" position="Top" lang="eng">
        <p>Mathcad shows this as a spreadsheet (array, NOT vector).Is this a bug or feature</p>
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        <e type="operand">1</e>
        <e type="operand">x</e>
        <e type="function" args="1">rows</e>
        <e type="function" args="2">range</e>
        <e type="operator" args="2">:</e>
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        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operand">4</e>
        <e type="operand">5</e>
        <e type="operand">6</e>
        <e type="operand">7</e>
        <e type="operand">8</e>
        <e type="operand">9</e>
        <e type="operand">10</e>
        <e type="operand">11</e>
        <e type="operand">12</e>
        <e type="operand">13</e>
        <e type="operand">14</e>
        <e type="operand">15</e>
        <e type="operand">16</e>
        <e type="operand">17</e>
        <e type="operand">18</e>
        <e type="operand">19</e>
        <e type="operand">20</e>
        <e type="operand">21</e>
        <e type="operand">21</e>
        <e type="operand">1</e>
        <e type="function" args="23">mat</e>
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</raw>
    </picture>
  </region>
  <region id="3" left="36" top="504" width="363" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>This is how we vectorize a range in Mathcad</p>
    </text>
  </region>
  <region id="4" left="63" top="522" width="67" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math optimize="2" decimalPlaces="4" exponentialThreshold="5">
      <input>
        <e type="operand">i</e>
        <e type="function" args="1">f</e>
        <e type="operand">i</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="5" left="63" top="549" width="99" height="387" color="#000000" bgColor="#ffffff" fontSize="10">
    <math decimalPlaces="4" exponentialThreshold="5">
      <input>
        <e type="operand">i</e>
        <e type="function" args="1">f</e>
      </input>
      <result action="numeric">
        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operand">3</e>
        <e type="operand">4</e>
        <e type="operand">5</e>
        <e type="operand">6</e>
        <e type="operand">7</e>
        <e type="operand">8</e>
        <e type="operand">9</e>
        <e type="operand">10</e>
        <e type="operand">11</e>
        <e type="operand">12</e>
        <e type="operand">13</e>
        <e type="operand">14</e>
        <e type="operand">15</e>
        <e type="operand">16</e>
        <e type="operand">17</e>
        <e type="operand">18</e>
        <e type="operand">19</e>
        <e type="operand">20</e>
        <e type="operand">21</e>
        <e type="operand">21</e>
        <e type="operand">1</e>
        <e type="function" args="23">mat</e>
      </result>
    </math>
  </region>
</regions>