This is a render of a model I made over the last few weeks. It's a tileble image in which a cube is projected as a single hexagon and is rotated and tiled to form an imaginary space. After having modeled the space from Escher's 'Relativity' and being drawn to the 'tiled' work of Escher, I tried to combine those 2. So here it is, an impossible tileble space. Please feel free to comment. When I have a larger version, or a coloured one I'll upload it soon. Thanks for taking the time to have a look. Edit: I've tried to change the picture, but that didn't work, so I've posted it seperately. The new image is larger and I've tiled it 4 times so you get an idea what it would look like on a larger scale.