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</raw>
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  </region>
  <region id="13" left="162" top="360" width="587" height="68" color="#000000" bgColor="#ff0000" fontSize="12">
    <text lang="rus">
      <p>Как можно сделать такой рисунок,чтобы он менялся в зависимости от матриц LИГЭ и Имена_ИГЭ?Скорее всего в виде графика, только как не понял.</p>
    </text>
  </region>
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</raw>
    </picture>
  </region>
  <region id="15" left="162" top="675" width="541" height="48" color="#000000" bgColor="#ff0000" fontSize="12">
    <text lang="rus">
      <p>Слои могут и повторятся. Количество может быть разным (примерно от 1 до 9, в редких случаях больше)</p>
    </text>
  </region>
</regions>