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Диаграмма без названия.drawio(6).svg

Диаграмма без названия.drawio(6).svg 216 KB
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  1. <?xml version="1.0" encoding="UTF-8"?>
    2. 

  2. <!-- Do not edit this file with editors other than draw.io -->
    3. 

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