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)
USING SETUP MODE
User's Manual 5-57
Correct vertical print alignment
The following flowchart shows how setup mode is organized for the
Fujitsu DPL24C PLUS emulation. Differences in the IBM Proprinter
XL24E and Epson ESC/P2 emulations are summarized after the
flowchart.
SETUP MODE
REFERENCE