![](data:image/png;base64,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)
2-27
2
Installing the Printer Driver (Canon Advanced Printing Technology (CAPT))
14 If you opted to print a test page, the test page prints after the installation completes, and the
following dialog box appears. If the test page printed correctly, click OK.