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)
3.
Set [Maximum].
Select the [Maximum] box, then press the < > button.
Select an ISO speed, then press the < > button.
4.
Select [OK].
Note
The [Minimum] and [Maximum] settings will also function as the minimum and
maximum speeds for ISO speed safety shift ( ).
179