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)
To charge your Core, attach the cable to the magnetic port located
on the side of the device. The Core takes 1.5 hours to fully charge.
• 3 days of regular usage or
• 2.5 hours of non-stop vibrating metronome usage
= Charging
= Fully charged
Charging light
Battery life
Charging the Core.
First steps