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        <e type="operand">P</e>
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      <input>
        <e type="operand">z</e>
        <e type="operand">m</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">i</e>
        <e type="operand">z</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="function" args="1">f</e>
        <e type="function" preserve="true" args="1">eval</e>
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    <math>
      <input>
        <e type="operand">1.8</e>
        <e type="operand">min</e>
        <e type="operator" args="2">*</e>
      </input>
    </math>
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    <math>
      <input>
        <e type="operand">z</e>
        <e type="operand">m</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">i</e>
        <e type="operand">z</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="function" args="1">f</e>
        <e type="function" preserve="true" args="1">Im</e>
        <e type="function" preserve="true" args="1">eval</e>
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    <math>
      <input>
        <e type="operand">0.9</e>
        <e type="operand">min</e>
        <e type="operator" args="2">*</e>
      </input>
    </math>
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</raw>
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  </region>
  <region id="23" left="306" top="540" width="112" height="45" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">maxIter</e>
        <e type="operand">10</e>
        <e type="operator" args="2">:</e>
        <e type="operand">bailout</e>
        <e type="operand">2</e>
        <e type="operator" args="2">:</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
      </input>
    </math>
  </region>
  <region id="24" left="423" top="540" width="327" height="40" border="true" color="#ff0000" bgColor="#ebebeb" fontSize="10">
    <text lang="eng">
      <p bold="true">The Mathcad 5 code is not clear to  me.That does not help to code Smath !!!</p>
    </text>
  </region>
  <region id="25" left="306" top="594" width="442" height="220" border="true" color="#000000" bgColor="#ebebeb" fontSize="10">
    <math>
      <input>
        <e type="operand">U</e>
        <e type="operand">i</e>
        <e type="operand">1</e>
        <e type="operand">z</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">j</e>
        <e type="operand">1</e>
        <e type="operand">z</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">imag</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">z</e>
        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">i</e>
        <e type="operand">z</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="function" args="1">f</e>
        <e type="function" preserve="true" args="1">eval</e>
        <e type="operator" args="2">:</e>
        <e type="operand">z</e>
        <e type="operand">imag</e>
        <e type="operator" args="2">:</e>
        <e type="operand">iter</e>
        <e type="operand">1</e>
        <e type="operand">maxIter</e>
        <e type="function" preserve="true" args="2">range</e>
        <e type="operand">z</e>
        <e type="operand">z</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operand">imag</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operator" args="2">+</e>
        <e type="operator" args="2">:</e>
        <e type="operand">iterations</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="operand">iter</e>
        <e type="operator" args="2">:</e>
        <e type="operand">z</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="function" preserve="true" args="1">vectorize</e>
        <e type="operand">bailout</e>
        <e type="operator" args="2">&gt;</e>
        <e type="operand">break</e>
        <e type="function" preserve="true" args="3">cases</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">3</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="5">line</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="function" preserve="true" args="3">for</e>
        <e type="operand">iterations</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">line</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="26" left="27" top="819" width="54" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">z</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="function" preserve="true" args="1">vectorize</e>
      </input>
    </math>
  </region>
  <region id="27" left="171" top="819" width="54" height="40" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">z</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="operand">i</e>
        <e type="operand">j</e>
        <e type="function" preserve="true" args="3">el</e>
        <e type="function" preserve="true" args="1">vectorize</e>
      </input>
    </math>
  </region>
  <region id="28" left="99" top="828" width="57" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">z</e>
        <e type="function" args="1">Abs</e>
      </input>
    </math>
  </region>
  <region id="29" left="414" top="828" width="53" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math error="88">
      <input>
        <e type="operand">U</e>
      </input>
      <result action="numeric">
        <e type="operand">#</e>
      </result>
    </math>
  </region>
  <region id="30" left="18" top="864" width="341" height="88" color="#000000" bgColor="#ffffff" fontSize="10">
    <text lang="eng">
      <p>Color each point with custom RGB values.Change the parameters and functions inthis program different coloring effects.For example: try using trig or log fnctsfor entirely different effects.</p>
    </text>
  </region>
  <region id="31" left="18" top="1044" width="308" height="205" border="true" color="#000000" bgColor="#ffffff">
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