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)
Page 22 Xerox WorkCentre Pro/CopyCentre User Guide
Making Tri-Fold
Sheets
Page 59
Mixed Size
Originals
l Copying
l Network
Scanning
Page 60
Page 61
Build Job -
Overview
Unique
Programming for
Each Segment
Page 62
Your Desired
Original Output
Refer to
Page
Segment 1
Segment 2
Segment 3