Polyline rendered inconsistently, partially below polygon

Hi Cesium team,
I’m using two data sources, one for lines and the other for polygons, and I cannot make the line be consistently rendered above the polygon, some parts are displayed above and some below.

The issue is fixed if the polygon is clamped to ground, but then the outline of the polygon disappears, and I need to show the outlines because they are representing country boundaries. Is there any way to render the line consistently above the polygon while keeping the outline?
Many thanks!

Sandcastle below:
https://sandcastle.cesium.com/#c=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

Using depthFailMaterial with the polyline only works if the polygon is completely opaque (alpha = 1), and it cannot be used if you want to display billboards or labels above the polyline, as the depth fail material will be rendered above them. Any other ideas?

Hi @javier-lopez-1s ,

Thanks for your post.

I responded to your other post confirming the limitation you appear to have encountered. From the sandcastle you provided, it looks like the same issue is the problem here as well so I’ll point back to my response there CZML polygon with outline not rendered properly - #2 by Luke_McKinstry.

Thanks,
Luke

Thanks so much for your response, @Luke_McKinstry.
Just in case it helps someone else, this issue is also fixed if a finer granularity is set on the polyline (I’m guessing at the cost of performance).

granularity: (Cesium.Math.RADIANS_PER_DEGREE / 64.0)

However, changing the granularity doesn’t help if two polygons are laid on top of each other instead of a polyline and a polygon. A more “universal” solution is to clamp the entities to the ground, but at the cost of losing the polygons’ outline.