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</raw>
    </picture>
  </region>
  <region id="1" left="171" top="27" width="383" height="31" color="#000000" bgColor="#80ffff" fontSize="14">
    <text lang="eng">
      <p bold="true">Lorenz attractor Rkadapt project</p>
    </text>
  </region>
  <region id="2" left="171" top="63" width="233" height="95" color="#000000" bgColor="#ffffff" fontSize="10">
    <math>
      <input>
        <e type="operand">u</e>
        <e type="operand">Y</e>
        <e type="function" args="2">D</e>
        <e type="operand">8</e>
        <e type="operand">Y</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="1">-</e>
        <e type="operand">8</e>
        <e type="operand">Y</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">+</e>
        <e type="operand">30</e>
        <e type="operand">Y</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">Y</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">+</e>
        <e type="operand">Y</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Y</e>
        <e type="operand">3</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operator" args="2">-</e>
        <e type="operand">Y</e>
        <e type="operand">1</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operand">Y</e>
        <e type="operand">2</e>
        <e type="function" preserve="true" args="2">el</e>
        <e type="operator" args="2">*</e>
        <e type="operand">8</e>
        <e type="operand">3</e>
        <e type="operator" args="2">/</e>
        <e type="operand">Y</e>
        <e type="operand">3</e>
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        <e type="operator" args="2">:</e>
        <e type="operand">N</e>
        <e type="operand">1000</e>
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      <input>
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        <e type="operand">N</e>
        <e type="operand">u</e>
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      <p>***********************</p>
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