Einstein monotile modeled in OpenSCAD using real numbers for optimal precision.

Described as "An aperiodic monotile" 
by David Smith, Joseph Samuel Myers, Craig S. Kaplan, Chaim Goodman-Strauss
https://arxiv.org/abs/2303.10798

Einstein monotile - scad  in real numbers

einstein-monotile.3mf

A block to assist folding cardboard hardware boxes as seen here 
https://youtu.be/fUyQEPzpkLk and
http://jerswoodshop.com/cardboard-hardware-boxes/
If you have a block of wood in the rough dimensions to fit into the form  use it to save some filament. If not well the infill need to be high enough for your press I guess.
Parametrized OpenSCAD file included.
 This work is marked with [CC0 1.0]( https://creativecommons.org/publicdomain/zero/1.0/)

Cardboard Hardware Box Form

box_block_150x75.3mf

A generic honeycomb generator that produces hexagonal combs which kind of makes sense. Also they are better suited to be printed on circular printbeds.

The defaults in the scad creates a honeycomb compatible with  the Honeycomb storage wall by RostaP that fits a 230mm circular printbed. As it is in the 3mf/stl file

I used 5mm "brim ears" to keep it down, they are also fun to remove. Had to omit the skirt though.



hexagonal honeycomb

A generic honeycomb generator that produces hexagonal combs which kind of makes sense. Also they are better suited to be printed on circular printbeds.

The defaults in the scad creates a honeycomb compatible with  the Honeycomb storage wall by RostaP that fits a 230mm circular printbed.




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Einstein monotile - scad in real numbers

Cardboard Hardware Box Form

hexagonal honeycomb