![](data:image/png;base64,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)
Manual Focus
Setting MF Peaking (Outline Emphasis)
Focus Guide
If focusing is not possible with autofocus, you can magnify the image and focus manually.
1.
Set the focus mode to MF.
For RF lenses without a focus mode switch
Set [ : Focus mode] to [MF].
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