Just because it's in the preview doesn't me they aren't distributing it as CC-BY-SA. If they don't have permission to do that then they're commiting copyright infringement.
I don't think I'd call is accessible though as its support is still rather limited, but it is supported by the major open source raster editors: GIMP, Krita, MyPaint.
Another alternative is GIMP's native XCF format, which has reasonable support across other open source applications.
An isometric projection is not just any parallel projection or any axonometric projection. It is specifically the axonometric projection when the projected angle between all three axes is equal and the projected scale of all three axes is equal.
This is a parallel projection and more specifically an axonometric projection and more specifically yet a trimetric projection.
Awesome stuff.
I think they would sit better on the ground if you removed the dark lines from the bottom edges.
Use your platform's sub-image or clipped-blit functionality.
If you don't have a license for it then you can't include them.
OGA is for hosting "open" assets.
Just because it's in the preview doesn't me they aren't distributing it as CC-BY-SA. If they don't have permission to do that then they're commiting copyright infringement.
Where were you licensed matriax's tiles?
http://www.pixeljoint.com/pixelart/74291.htm
Why are they in the preview but not in the download?
That's some nice Wang.
Some of the more complex tilesets look like they would be fun to explore as a 2D grid of 3D tiles, or maybe as a fully 3D tesselation.
OpenRaster is meant for this purpose.
I don't think I'd call is accessible though as its support is still rather limited, but it is supported by the major open source raster editors: GIMP, Krita, MyPaint.
Another alternative is GIMP's native XCF format, which has reasonable support across other open source applications.
Nice stuff, but it is not isometric.
An isometric projection is not just any parallel projection or any axonometric projection. It is specifically the axonometric projection when the projected angle between all three axes is equal and the projected scale of all three axes is equal.
This is a parallel projection and more specifically an axonometric projection and more specifically yet a trimetric projection.
Please quit flooding with nonsensical requests.
If I wanted it under CC-BY it would already be that way.
Did a quick dirt path. CC0.
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