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texture issue

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I have two 2D textured quads that always face me:

[img]http://i.imgur.com/PyK4f.png[/img]

It looks ok, but when I watch the 2 quads from another point I have the following problem:
[img]http://i.imgur.com/Ei8mI.png[/img]

any idea?

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The best way to solve this is to sort them per frame so they are rendered back to front or to draw them with alpha testing enabled.

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That;s the good old transparency sorting issue. The solution is above, as AliesBinman explained. As well as carefully looking at your blending/transparency/depth writing options.

The reason is that you can't just draw transparent/blended pixels in random order (depending a bit on your blending and transparency testing methods enabled). In picture2, the foreground image got rendered first. Even though its transparent, also the non-filled pixels wrote a depth value to the depth buffer. After that, you rendered the second quad in the background. But before just plotting those pixels on the canvas, the graphics engine is testing if there is nothing in the foreground occluding it, by comparing depth. Monkey farts, it seems that the quad in front is blocking your way.

Sorting from back- to forward is one way to prevent this, though it still doesn't always work for quads intersecting each other. Second, check your blending / transparency testing options. Transparent pixels shouldn't write a depth value either. If you are using a shader, the fragmentshader for example could simply kill the transparent pixels to prevent this.

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Are you using Unity3D? (Asking because of the colors of the grid) If so, try to increase the Z of the far object. I know you don't have sort control in unity, but greater z depth's usually do the trick.

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If you don’t have the ability to sort the objects then you need to use discard inside the shader when you detect that the alpha value is 0.


L. Spiro

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I guess it's worth noticing there's no need to sort at all in this case.
The objects appear alpha-tested, but not alpha-blended. Fragment discard (either by KIL or alpha test) is order-independant.

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