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)
156
5.USING THE EDITING FUNCTIONS
8.XY ZOOM (Cont.)
5
4
Using the [25%] and [400%] buttons, set the reproduction ratio for X
and press the [SET] button. Then set the reproduction ratio for Y.
5
Press the [ENTER] button.
• Select other copy modes as required.
6
Press the [START] button.