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)
Copying
4-29
2-Sided Copying
11
Press (Start).
If you want to copy multiple originals using the
platen glass, set an original and press
(Start)
once for each page. After scanning all originals,
press the right Any key to select <Done>.
12
Press (Main Menu) to return to the
Main Menu screen.