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</raw>
    </picture>
  </region>
  <region id="1" left="333" top="63" width="60" height="24" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">NaN</e>
        <e type="operand">∞</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
  </region>
  <region id="2" left="333" top="99" width="167" height="83" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">x</e>
        <e type="function" args="1">f</e>
        <e type="operand">2</e>
        <e type="operand">x</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operand">x</e>
        <e type="operand">3</e>
        <e type="operator" args="2">≤</e>
        <e type="bracket">(</e>
        <e type="operator" args="2">&amp;</e>
        <e type="operand">NaN</e>
        <e type="operand">0.3</e>
        <e type="operand">x</e>
        <e type="operand">2</e>
        <e type="operator" args="2">^</e>
        <e type="operator" args="2">*</e>
        <e type="function" preserve="true" args="3">if</e>
        <e type="operator" args="2">:</e>
      </input>
    </math>
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        <p> Simpson Integrator in the Romberg Transform Domain [0,1] &lt;= [a,b] ...  ... integrates  Smath ainterp(X,Y,x), cinterp(X,Y,x), cubic(x) from  l_p_c_spline Integration accuracy from user command line 'n'</p>
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