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)
Focus Adjusment / Throw Distance
Focus Adjustment
• Spin the focus wheel up or down until the image becomes
clear.
6
DIAGONAL SCREEN SIZE
Throw Distance Chart
Distance inch (“)
20
30
40
50
60
Diagonal Inch (“)
12
18
25
31
37
16:9 Aspect Ratio
Throw Ratio 1.9
*minimum throw distance: 10 inches
70 43
80 49
90
55