![](data:image/png;base64,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)
EN-6
SCREEN POSITION ADJUSTMENT
In oder to optimize the best viewing position, you can adjust the tilt of
the monitor by using both of your hands to hold the edges of the monitor
as shown in the figure below.
The monitor can be adjusted 10 degrees to 60 degrees up as indicated by
arrow below.
60
0
10
0