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      <p bold="true">Conformal Mapping Mathcad Repository</p>
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        <p>     lines     </p>
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    <text lang="eng">
      <p bold="true">Otherwise mapping: Steven Finch [Mathsoft]</p>
    </text>
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        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">dx</e>
        <e type="operand">H</e>
        <e type="operand">L</e>
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        <e type="operand">N</e>
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        <e type="operator" args="2">:</e>
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        <e type="operand">i</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">L</e>
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        <e type="bracket">(</e>
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        <e type="operand">1</e>
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    <math decimalPlaces="6">
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        <e type="operand">2</e>
        <e type="operand">π</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">H</e>
        <e type="operand">0</e>
        <e type="operator" args="2">:</e>
        <e type="operand">N</e>
        <e type="operand">200</e>
        <e type="operator" args="2">:</e>
        <e type="operand">1</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="5">mat</e>
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        <e type="operator" args="2">:</e>
      </input>
    </math>
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        <e type="operand">z</e>
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        <e type="operand">1</e>
        <e type="operand">2</e>
        <e type="operator" args="2">/</e>
        <e type="operand">z</e>
        <e type="operand">1</e>
        <e type="operand">z</e>
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        <e type="operator" args="2">+</e>
        <e type="bracket">(</e>
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    <plot type="2d" render="lines" scale_x="1" scale_y="1" scale_z="1" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="0" transpose_y="0" transpose_z="0">
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        <e type="operand">x</e>
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        <e type="operand">0.25</e>
        <e type="operator" args="2">-</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="function" args="1">R2</e>
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        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">cos</e>
        <e type="operator" args="2">*</e>
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        <e type="operator" args="2">:</e>
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        <e type="operand">1.75</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">cos</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
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        <e type="operand">2</e>
        <e type="operand">x</e>
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        <e type="operand">1</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">4</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="6">sys</e>
      </input>
    </math>
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    <math>
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        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="function" args="1">I2</e>
        <e type="operand">1.5</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="function" args="1">I3</e>
        <e type="operand">1.75</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">sin</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">:</e>
        <e type="operand">x</e>
        <e type="function" args="1">I4</e>
        <e type="operand">2</e>
        <e type="operand">x</e>
        <e type="function" preserve="true" args="1">sin</e>
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