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)
18
Things You Can Do with the Copy Functions
[Original Type]
Copy Photos Clearly
Image quality for scanning is adjusted according to the type of
original, such as [Text], [Text/Photo/Map], or [Photo Printout].
Functions with this mark require an optional product(s).