![](data:image/png;base64,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)
59
Quick guide to frequently used printing
methods
Output Orientation
of originals
Print
result
Paper tray Driver setting
Tray type Print side
Duplex
printing
Trays 1 - 5 Face up (1)
(2)*
Bypass tray Face down
Trays 1 - 5 Face up (1)*
(2)*
Bypass tray Face down
A
1
Useful Tips