lassed / svg2ldraw Goto Github PK

hello,counld you tell me what svg edit software you use to design svg file? my svg file always show some mistake

When drawing with stroke (instead of, or in collaboration with 'fill'), the drawn stroke should be transformed into a geometric object.

Linear gradients are not possible to create properly with such a limited color space.
The support in svg2ldraw should ideally perform a color mapping with the granularity that is available and allow the user to change the stop-colors.

T-sections should ideally not be present in LDraw files. The current decomposition algorithm does not prevent T-sections to occur.

Numbers can be written with 'e-4' etc. annotation in path commands. sjg2ldraw doesn't currently support this.

This is for basic intersection handling. Advanced intersections with various rules for 'inside' is in the back-log.

Initial support should ignore self-intersections.

Support RGB colors, such as specified in the following style parameter:

style="stroke-linejoin: round; stroke-linecap: round; stroke: rgb(214, 0, 30); fill:#FF0000; stroke-width: 5;"

This will require access to font drawing at stroke-level.

Defs should be included similarly to group (g)-elements, but without immediate output.

Hi, I want to create a sticker but I upload the svg file it shows errors and the process deletes the text border. I created the file with illustrator and it already takes a long time to be uploaded. Is there any other program to create the svg file?

roboticslab.io 01.zip

This is a basic shape which should be supported.

Use a special color to detect "no color" and crop the image to the shape wanted.

See: https://developer.mozilla.org/en-US/docs/Web/SVG/Tutorial/Paths

To be added to https://github.com/LasseD/svg2ldraw/blob/master/js/path_simplification.js

The current decomposition algorithm creates Steiner points (and potentially many slim trapezoids). Another approach should be used. The decomposition is no longer restricted to triangles and quads, so a simple convex-hull creating greedy approach might work just fine.