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Bachelorarbeit.drawio
1
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</diagram><diagram name="Echtzeit-Referencearchitecture" id="LYrRI4dBQwhevHwnJvwm">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</diagram><diagram id="DC-CS9alZU6AV-yQTaFf" 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id="oy7G9bWqfutLBiLoZgeM" name="Step 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</diagram><diagram 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