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)
z Adjusting the Maximum ISO Auto Setting
You can choose the maximum ISO speed set automatically for HD, Full HD,
4K, or time-lapse movies.
1
[ ISO speed settings] →
[Max for Auto]/[ Max for Auto]/
[ Max for Auto]
z [Max for Auto] applies to HD and Full HD
movies.
126