The Strangest Theorem in Math.

[@The_Arcane_Potato]

Wait this isnt what I was looking for when i searched for hairy balls

[@buzzybola]

best. topological theorem. ever.

[@youssifao_1277]

Or downological

[@arthurgere2562]

I don't know if I'm more impressed by the quality of the video of by the fact that it only has 300 views

[@lacuunarmaris6632]

Awesome visualization and enterataining explanation!

[@RyanChen-y9s]

Very high quality video. I chris would love this video

[@boseidon]

i lost my comprehension ability for 30 minutes into the video

[@Spectre_Objector]

i cant understand a single thing you're saying but hairy ball 🙌👍

[@lightrunner6999]

Very interesting Video!

[@DonaldHoward-e1f]

Damn how does this video have so little views

[@tempmail-o9d]

Got this in my recommended and can see the effort put in

[@yannschmid8472]

What if the hairs are going out. Like no vector at all. There won't be any "tufts or cowlick", and an infinite of zeroes

[@MathsinaNutshell]

In that case, the ball wouldn't have been combed at all! This means that every point is technically a "tuft or cowlick" which means you are correct in mentioning an infinite amount of zeroes.

[@yannschmid8472]

Nice video btw 👍👍

[@dittochickens]

U should change your name to him in a nutshell

[@jeephyx-b6o]

i didn't get it

[@siddhantkumarclasher]

my man you barely explained the thing, most of the video was just context