![](data:image/png;base64,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)
>
Troubleshooting
>
Software Problems
> Scanned Image Is Printed Enlarged (Reduced)
S932
Scanned Image Is Printed Enlarged (Reduced)
Check: Set the printing size in the application.
Page top
Page 932 of 1037 pagesScanned Image Is Printed Enlarged (Reduced)