![](data:image/png;base64,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)
155
M
Metering Timer
You can set how long the metering timer runs (which determines the
duration of exposure display/AE lock) after it is triggered by an action such
as pressing the shutter button halfway.
1
Select [z: Metering timer].
2
Set a time option.