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)
Advanced Guide
Troubleshooting
Contents > Other Usages
Other Usages
This section introduces the function to print photos from your PictBridge compliant device such as a
digital camera connecting with a USB cable.
Printing Photos from a PictBridge Compliant Device
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Page 21 of 468 pagesOther Usages