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)
Product Specifications
170
■ When projecting to fill a 4:3 screen
Original Aspect
Ratio
Screen aspect
setting (P54)
Aspect setting (P56) Screen image
(16:10)
1920 x 1200
1440 x 900
1280 x 800
[4:3]
[4:3
D. image shift]
[4:3]
(16:9)
1920 x 1080
1280 x 720
[4:3]
(4:3)
1600 x 1200
1400 x 1050
640 x 480
[4:3]
[Auto]