<div dir="ltr">Thanks for your answers. I tried number two and the files are projected in Albers (meters) (see attachment). The results are still the same as being unprojected. Is there a way to tell GDAL to only use the Projected Coordinate System instead of the CRS?<br>
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" alt=""><br>
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