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Files Containing a Gradient With a Correction Path Are Rasterised When Exporting as SVG and PDF Files


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I'm unsure whether this is expected behaviour or a bug but I can't see any logical reason why this should be the case so I thought I'd ask the question under the premise of it being a bug...

If it's not then it would be good to understand why a correction path causes the file to be rasterised on export.

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What is a "correction path"?

-- Walt
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5 minutes ago, walt.farrell said:

What is a "correction path"?

Add a gradient fill, then shear the object. The gradient will be sheared as well, displaying a "correction path" with the Gradient tool active, and as a consequence rasterized on PDF export.

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@loukash beat me to it but basically, this resulting in rasterisation on SVG and PDF export...

Edit: @loukash and @v_kyr beat me to it...

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Hmm 🤔, I have the impression that the correction path portion (the connected dashed lines) which is added/connected to the already default straight line path, is overall performed/done in some bitmap result manner. And thus if the dashed correction path portion is left in there (aka not explicitely removed before exporting), the whole then gets rasterized on export here.

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Hi @Dan C,

No problem, thanks for the explanation and for confirming, very much appreciated... :)

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2 hours ago, Dan C said:

in order for this to be visually preserved, the element has to be rasterised.

Why not just rotate based on the shear angle?

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19 minutes ago, loukash said:

Why not just rotate based on the shear angle?

Testing the theory I assume it's because rotating would give you a different result to shearing...

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Quote

... Shear mappings must not be confused with rotations. Applying a shear map to a set of points of the plane will change all angles between them (except straight angles), and the length of any line segment that is not parallel to the direction of displacement. Therefore, it will usually distort the shape of a geometric figure, for example turning squares into parallelograms, and circles into ellipses. However a shearing does preserve the area of geometric figures and the alignment and relative distances of collinear points. A shear mapping is the main difference between the upright and slanted (or italic) styles of letters.  ...

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3 hours ago, Dan C said:

Shearing and Rotating have to be calculated differently

Of course, because the proportions and distance between the gradient points need to be changed ("squashed") as well.

3 hours ago, Dan C said:

so I don't believe this is possible

Well, it's "just" math, so of course it is possible. ;) 

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