| P22 bacteriophage, virion structure renderings emd_1222_rendered.jpg |
P22 bacteriophage, virion structure animation emd_1222_slice_and_roll.swf 2.7 MB, 784 x 588 px. emd_1222_slice_and_roll_c.avi 14 MB, 784 x 588 px. A smaller GIF animation of the slices at left. |
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A 3-D tiling, having a self-conjugate surface, based on logarithmic spirals. (stereo pair touching at center, cross-view) Volume data: Violin_tiling.vol.gz |
Same surface form, with different coloring, as the tiling to the right. (stereo pair, cross-view) Volume data: Vortex_tiling.vol.gz |
Disected
element of the tiling to the right. This shape, forms a (monohedral)
tiling that fills space with an octahedral symmetry. (stereo pair, cross-view) Rotation movie: Vortex_apple_320x240.wmv Vortex_apple_640x480.wmv Volume data: Vortex_apple.vol.gz |
Three tiles (see image at left) interlinked to show how they are rotated and translated to fill space. (stereo pair, cross-view) Rotation movie: Vortex_apple_triple_320x240.wmv Vortex_apple_triple_640x480.wmv Volume data: Vortex_apple_triple.vol.gz (1.5 MB) |
Ambiguous_Triple_Cube.jpg This form of ambiguity is derived from Oscar Reutersvärd's "Impossible Triangle", which was popularized in the 1950's by Roger Penrose, and is sometimes called a "Penrose Triangle". Also see Ambiguous Triple Cube animations. |
48_Meta-Cube_o4.jpg (small) 48_Meta-Cube.jpg (4 MB, 4900x4900 px.) |
16_Rotation_Ambiguous_Cubes_xp4.jpg (medium) 16_Rotation_Ambiguous_Cubes_o10.jpg (small) 16_Rotation_Ambiguous_Cubes.jpg (large) |