![](data:image/png;base64,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)
The audio signal of Mixer channel A slowly fades out of the Master signal. Only Mixer chan-
nel B is now audible.
When the playback of Deck A ends, Deck B automatically becomes the Tempo Master and is
ready to transition to the next track.
Mixing Your First Tracks using SYNC
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