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      <p>Daub4 is the impulse response of the 4-point long Daubechies wavelet,Daub8 is the impulse response of the 8-point long wavelet.You may use either one of them, if you decide to use this type of wavelet.</p>
    </text>
  </region>
  <region id="23" left="27" top="1476" width="381" height="65" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">w</e>
        <e type="operand">coeff</e>
        <e type="function" args="2">Hdaub</e>
        <e type="operand">coeff</e>
        <e type="operand">n</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">i</e>
        <e type="operand">w</e>
        <e type="operator" args="2">*</e>
        <e type="operand">n</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="function" preserve="true" args="1">exp</e>
        <e type="operator" args="2">*</e>
        <e type="operand">n</e>
        <e type="operand">1</e>
        <e type="operand">coeff</e>
        <e type="function" preserve="true" args="1">rows</e>
        <e type="function" preserve="true" args="4">sum</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="24" left="468" top="1503" width="157" height="26" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">u</e>
        <e type="operand">0</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operand">π</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="25" left="27" top="1548" width="294" height="28" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">w</e>
        <e type="operand">daub4</e>
        <e type="function" args="2">magHdaub</e>
        <e type="operand">w</e>
        <e type="operand">daub4</e>
        <e type="function" args="2">Hdaub</e>
        <e type="function" preserve="true" args="1">abs</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="26" left="27" top="1593" width="298" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="points" scale_x="6.11590904484146" scale_y="3.68470883775986" scale_z="22.5353441084628" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-111" transpose_y="-48" transpose_z="0">
      <input>
        <e type="operand">x</e>
        <e type="operand">daub4</e>
        <e type="function" args="2">magHdaub</e>
        <e type="operand">x</e>
        <e type="function" args="1">u</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x</e>
        <e type="operand">daub4hp</e>
        <e type="function" args="2">magHdaub</e>
        <e type="operand">x</e>
        <e type="function" args="1">u</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </plot>
  </region>
  <region id="27" left="342" top="1593" width="298" height="158" color="#000000" bgColor="#ffffff" fontSize="10">
    <plot type="2d" render="points" scale_x="6.11590904484146" scale_y="3.68470883775986" scale_z="22.5353441084628" rotate_x="0" rotate_y="0" rotate_z="0" transpose_x="-111" transpose_y="-48" transpose_z="0">
      <input>
        <e type="operand">x</e>
        <e type="operand">daub8</e>
        <e type="function" args="2">magHdaub</e>
        <e type="operand">x</e>
        <e type="function" args="1">u</e>
        <e type="operator" args="2">*</e>
        <e type="operand">x</e>
        <e type="operand">π</e>
        <e type="operator" args="2">+</e>
        <e type="operand">daub8</e>
        <e type="function" args="2">magHdaub</e>
        <e type="operand">x</e>
        <e type="function" args="1">u</e>
        <e type="operator" args="2">*</e>
        <e type="operand">2</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="4">sys</e>
      </input>
    </plot>
  </region>
  <region id="28" left="18" top="2070" width="508" height="934" border="true" color="#000000" bgColor="#ffffff">
    <picture>
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