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    </picture>
  </region>
  <region id="5" left="9" top="810" width="173" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">t</e>
        <e type="operand" style="string">vector of knots</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="6" left="9" top="837" width="247" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">order</e>
        <e type="operand" style="string">the order of Bspline</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="7" left="9" top="864" width="379" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">j</e>
        <e type="operand" style="string">the specific spline among the 5 possible</e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="8" left="9" top="891" width="305" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="operand" style="string">floating value in the j_spline </e>
        <e type="operator" args="2">≡</e>
      </input>
    </math>
  </region>
  <region id="9" left="9" top="927" width="330" height="36" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">knot</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">0</e>
        <e type="operand">5</e>
        <e type="operand">10</e>
        <e type="operand">10</e>
        <e type="operand">10</e>
        <e type="operand">10</e>
        <e type="operand">10</e>
        <e type="operand">10</e>
        <e type="operand">1</e>
        <e type="operand">13</e>
        <e type="function" preserve="true" args="15">mat</e>
        <e type="function" preserve="true" args="1">transpose</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="10" left="567" top="927" width="456" height="657" border="true" color="#000000" bgColor="#ffffff">
    <picture>
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