Thingiverse
Aperiodic Monotile - Hat Metatile
por Scoby
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This project will help one gain an intuition on the Hat tiling algorithm described in An Aperiodic Monotile on page 18, figure 2.11. (https://arxiv.org/pdf/2303.10798.pdf).
These Hat metatiles are designed to be printed at 0.15mm resolution with a color change at layer 1.70mm. Six 8 x 1mm magnets can be glued into place to hold the lid securely onto the base of the container. The container holds 96 H7/8 metatiles (2 H377 metatiles). One may consider using tape to hold metatiles together as they are being assembled.
Background Information
In March of 2023 the discovery of the first aperiodic monotile (colloquially known as the “Hat”) was announced. A monotile is a single shape in which multiple copies of itself can be arranged to cover a surface without gaps or overlaps. An aperiodic monotile can tile a surface without using a repeating pattern.
Tiling a set of Hats is a difficult task without knowing an algorithm for doing so. This Hat tiling algorithm begins with set
These Hat metatiles are designed to be printed at 0.15mm resolution with a color change at layer 1.70mm. Six 8 x 1mm magnets can be glued into place to hold the lid securely onto the base of the container. The container holds 96 H7/8 metatiles (2 H377 metatiles). One may consider using tape to hold metatiles together as they are being assembled.
Background Information
In March of 2023 the discovery of the first aperiodic monotile (colloquially known as the “Hat”) was announced. A monotile is a single shape in which multiple copies of itself can be arranged to cover a surface without gaps or overlaps. An aperiodic monotile can tile a surface without using a repeating pattern.
Tiling a set of Hats is a difficult task without knowing an algorithm for doing so. This Hat tiling algorithm begins with set
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