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)
viii
❖ Background Density
Adjust the background density of the image.
See p.51 “Adjusting the background density”.
❖ Other Adjustments
• Adjust U.C.R.
See p.52 “Adjusting the U.C.R”.
• Text/Photo Sensitivity
See p.52 “Adjusting the Text/Photo sensitivity”.
AMA018S