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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 ( ).
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