Thingiverse
Interlocking Aperiodic Octopuses
par DaveMakesStuff
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These interlocking “Octopus” and “Water” tiles connect together to make infinite patterns that never repeat.
See here for video: https://youtu.be/_7TBXOL_Egw
See here for stable download: https://than.gs/m/847335
These interlocking tiles are derived from the recently discovered “Einstein Aperiodic Monotile.” An aperiodic tile covers two-dimensional space in such a way as to create infinite patterns that never repeat. Until recently, the existence of an aperiodic monotile was purely theoretical.
See here for similar designs:
Interlocking Einstein Monotile: https://than.gs/m/824816
Einstein Monotile Lego: https://than.gs/m/822932
This tile set is an artistic interpretation of the real Einstein Aperiodic Monotile. The real Einstein Monotile tiling system (“The Hat”) is composed of mirrored versions of the same shape. In this design, the process of making the pieces interlocking results in the two versions looking quite different. Even though they look different, they a
See here for video: https://youtu.be/_7TBXOL_Egw
See here for stable download: https://than.gs/m/847335
These interlocking tiles are derived from the recently discovered “Einstein Aperiodic Monotile.” An aperiodic tile covers two-dimensional space in such a way as to create infinite patterns that never repeat. Until recently, the existence of an aperiodic monotile was purely theoretical.
See here for similar designs:
Interlocking Einstein Monotile: https://than.gs/m/824816
Einstein Monotile Lego: https://than.gs/m/822932
This tile set is an artistic interpretation of the real Einstein Aperiodic Monotile. The real Einstein Monotile tiling system (“The Hat”) is composed of mirrored versions of the same shape. In this design, the process of making the pieces interlocking results in the two versions looking quite different. Even though they look different, they a
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