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sf_daq_buffer/docs/sf_daq_buffer.drawio
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2021-07-13 12:22:54 +02:00

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</diagram><diagram name="storage_data_flow" id="qLsDe2BJWdpwpT7rbJLI">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</diagram><diagram name="Copy of storage_data_flow" 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