Closed sunwoo76 closed 1 month ago
I have a svg file as below:
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"/> </g> </svg>
I saved the svg code to png file with code as below:
image = pyvips.Image.new_from_file( "ex.svg" ) image.write_to_file(os.path.join( "ex.png"))
However, the background is saved with RGB white values.
How can I save svg to image with proper rgba format?
Thank you!
This was the problem of version of ubuntu, pyvips, libvips.
I have a svg file as below:
I saved the svg code to png file with code as below:
However, the background is saved with RGB white values.
How can I save svg to image with proper rgba format?
Thank you!