Best is to extract the Graphics3D or ParemtricPlot3D data as generated of the code and use Printout3D[data,"filename.stl"] to save the model as a 3D print file.
Could be a next project:"AMBIGUOUS CYLINDERS". Again a nice combination of math, art and imagination. Thanks for sharing.
What a great post.
I'm wondering if it might be possible to adapt the concept and use Mathematica to generate objects with interesting reflecting properties, like this: Ambiguous Garage Roof by Kokichi Sugihara
.... which could then be 3D printed.
@Erik Mahieu - that's impressive :-) Well done you cracked my code. Lets hook up and break some new boundaries together! Let's make some art!
Kind Regards Jonty
- Congratulations! This post is now a Staff Pick as distinguished on your profile! Thank you for your wonderful contributions. Please, keep them coming! (We have also corrected the Printout3D type you indicated in your comment).
@Erik Mahieu this absolutely wonderful! How long did this project took to complete, including coding, 3D printing, ordering from 3DHubs, etc.?
