Hilbert's Ball Circuit
Print Profile(1)

Description
[fr] Hilbert's Marble Run.
David Hilbert (1862-1943) was one of the most eminent mathematicians of the 20th century. In 1891, this distinguished scholar described a continuous, fractal space-filling curve.
I derived considerable satisfaction from modeling this marble run, notwithstanding its complexity.
In any event, this game is exceptionally straightforward to print, requiring no support material, and is compatible with your preferred filament. Marbles ranging in diameter from 3 to 10 mm may be used.
Enjoy!
[en] Hilbert's Marble Run.
David Hilbert (1862-1943) was one of the most eminent mathematicians of the 20th century. In 1891, this distinguished scholar described a continuous, fractal space-filling curve.
I derived considerable satisfaction from modeling this marble run, notwithstanding its complexity.
In any event, this game is exceptionally straightforward to print, requiring no support material, and is compatible with your preferred filament. Marbles ranging in diameter from 3 to 10 mm may be used.
Enjoy the game!
License
You shall not share, sub-license, sell, rent, host, transfer, or distribute in any way the digital or 3D printed versions of this object, nor any other derivative work of this object in its digital or physical format (including - but not limited to - remixes of this object, and hosting on other digital platforms). The objects may not be used without permission in any way whatsoever in which you charge money, or collect fees.


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