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)
47
Chapter 8 Typical applications introduction
8.1Scantool
1.Find this icon , Tap it to enter the interface shown below and invoke
the scan function.
Figure 8-1 Home screen of scan tool
2. Select Barcode and enter the barcode type setting interface. Set the
barcode type you need;