Two Moebius bands make a Klein bottle

Construction of a Klein bottle by two Moebius bands.

[@mx_nana_banana]

Jos, somehow you make, the mundane and boring, into something amazing, epic, and elegant.

[@FREAKout59]

the animation is amazing makes it so easy to visualize it in 3D, great work 10/10

[@diabl2master]

Thanks! Fantastic animation, couldn't ask for a better one.

[@ryveseul]

i'm here for loona

[@manifestingfuturedoggo783]

Girl same It's so hard to picture it in your head

[@niabcm19]

What lmao

[@manifestingfuturedoggo783]

@@niabcm19 stan loona

[@28rizzons]

opinions about Lip and Jinsoul switching places in the end of PTT? it surely have to do with the mobius or the black hole (or both...)

[@CombustibleL3mon]

Im studying algebraic topology at the moment, and these animations are helping to visualise certain things like this. Thank you!

[@vousunfilm4629]

loona legends

[@NomenNominandum]

A truely amazing animation !

[@Kram1032]

will you also do the other Klein bottle that starts from a different set of Möbius strips?

[@petrawiederhold8520]

It´s just beautiful. Thank you.

[@lukatolstov5598]

Not Moebius, is a Möbius. Hold a ,,O" and in left down corner is a ,,ö" .

[@zarlitoz]

Great job! How do you reach that conclusion? A genius.

[@nikolai5012]

It's a well known fact in algebraic topology

[@youtastelikered]

Lol the music though

[@chandanbhaumik3066]

Mindblowing ❤

[@higztv1166]

video begins at 0:50

[@KTFG]

Awesome

[@aungphyozin1995]

Just howww

[@LosApuntes]

Asombroso Jos.

[@chowder1279]

Mario Kart 8 ! 0:43

[@mayganphynix8267]

it has the infinity symbol in it! I love it!

[@dark_gamer197]

I made a mobius strip😃

[@liangzhao5437]

Wait! How do you make those Mobius band deformations? By smoothly interpolating the parametric surfaces?

[@josleys]

Yes indeed!

[@rakshitverma5016]

Nice

[@iliovininino]

Great job!! Muy buen trabajo!!!

[@abdelkadernedjari2878]

MICMATHS Qui est la grace a lui ?

[@user-sd6jz9tf8w]

4d = perspective

[@spell-icup3]

It’s a möbius strip not a moebius band

[@josleys]

From Wikipedia: "In mathematics, a Möbius strip, Möbius band, or Möbius loop is a surface that can be formed by attaching the ends of a strip of paper together with a half-twist. " Other comments?

[@spell-icup3]

@@josleys yea but u. Said moebius not nöbius

[@eboone]

amogus

[@AlessandroZir]

the music is just terrible, the visualization amazing and very intuitive! many thanks;

[@hermanclifford2416]

わっかりやっす