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)
Loading Paper
6 - 2 Service and Supplies
Loading Paper in the System Stand
1
Make sure that the optional paper tray unit is not being used.
2
Pull out the paper tray until it stops.
3
While pinching the release lever, adjust the back fence.
4
Square the paper and set it in the tray