Sudanese Möbius Strip

Sudanese Möbius strip is a Möbius strip embedded in the hypersphere as a minimal surface with a great circle as its boundary.
It is named after Sue Goodman and Daniel Asimov, who discovered it in the 1970s.
References:
* A Topological Picturebook by George K. Francis
* en.wikipedia.org/wiki/M%C3%B6...
* The Klein Bottle:Variations on a Theme by Gregorio Franzoni, Notices of the AMS Volume 59
* wordpress.discretization.de/dd...
* new.math.uiuc.edu/glsimEck/Co...
* observablehq.com/@rreusser/la...
* Sculptures in S3 by Saul Schleimer and Henry Segerman, Bridges 2012
BGM:
- Jasper De Ceuster - Circuitry
- Provided by Lofi Girl
- Watch: • Jasper De Ceuster - Me...
- Listen: open.spotify.com/track/4qaahM...

[@honchokomodo]

i love how the object dances to the music a bit. your topology videos are so cool

[@sarahzz4254]

i watched this while eating a chicken wrap. very informational

[@can2835]

ah so no relation to the country of Sudan

[@VyxtheBat]

I definitely wasn't expecting a Jasper DeCeuster visualizer xD

[@vhateg]

The origin of the name is bonkers :-)

[@RandomDucc-sj8pd]

Teacher: The test isn’t that hard

[@gorgeousgentleman5390]

Try to fill with water and see how the fluid dynamics and gravity bending the space-curvature. Watch the magic happen

[@sercy-ws7ve]

your choreographies have gotten so cool and interesting!! i love them so much!!!

[@TNTblast]

What font did you use?

[@the-partial-anti-furry]

Weather or not a mobius strip ha volume us such a one sided conversation

[@angelo-witt]

what programm did you use? looks amazing

[@arthalucida]

Yes... Sundanese mobius trip

[@wolfxlover]

How do you do this ? Is it animation or programming or other ? I'm learning how to program and these are the kinds of projects that I want to know how to create :O

[@shyvv.]

Loki reference

[@slideshowjoe425]

This shit goes crazy hard!!!! 🔥💯🔥

[@Idkwholmao]

That’s a funky nautilus :)

[@klyesam4006]

CAN A DOUBLE TORUS BE INVERTED??

[@dyrion]

why dont you go inside 😢