![](data:image/png;base64,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)
41
Chapter4 | Basic Settings
Setting the Camera Time
It is crucial to setup camera time properly so that scheduling can be arranged and events be recorded with accurate date and time.
On the Main Menu, select System → Time.
Please refer to Chapter 5 to learn more about Time Setting.