If an ant climbs up the side of a Klein bottle, it’ll walk straight into the opening at the top. Inside, the surface twists and loops until the ant comes back out without ever crossing an edge. Now, it’s upside down on what looks like the inside. It keeps walking, following the curve until it’s right back where it started. That’s because this bottle has no real inside or outside. It’s made of just one continuous surface that twists through itself. So, the ant moving along it never switches sides because there are no sides to begin with.
43 Comments
"If you walk in a circle you will end up where u started ahh"😭🙏
I understood how it worked at first but YEW ruined it for me
My brain aint braining
bro did anyone else hear that noise when it was upside-down and then back out?
Pefect loop?
That ant said "huh???"
Hey I’m lost
My brain isn’t functioning
Is that how Tony Stark created his "time travelling GPS" because it looks much more like how it was when he finally found out the about it in some particular scene
That's a called a physics and paterns
He says at the start, “As the ant walks up the side” and then later says there are no sides!? 😭
if you listen carefully at 0:20 then u listen to the ant sating “ÆÆŮÙĞGĦ”
So you saying if I bend the tip of a lightbulb and make it go to itself, I just made a brain breaker
not right 👍
Now i’m gonna wait till the ant gets in then close off the top
What would happen if you put water in it?
“Hey, didn’t I already cross this tunnel before?”
Zack your recent video walks on my nerves now 😂 wth is this
What? Normal glass works the same?
911 what's your emergency?
My brain is not braining 😭
I’m so confused on how did that bottle turn into a twisted plastic stipe💀
I think the universe works in some similar setup. There is no real edge.🤔
For those who find this hard to visualize, you should know that a Klein bottle Is an expansion of a Mobius strip. A Mobius strip is a loop with only one side. Imagine a normal trips of paper that has the ends taped together. It forms a ring with two sides: the inside and the outside. You cannot cross between them without going over the edge. However, if you give the paper a twist before taping it the inside will be connected to the outside and the outside will be connected to the inside. This means that there is technically only one side to the strip even though a strip of paper has two sides. Just like that, in a Klein bottle, there is not clear division between the inside of the bottle and the outside.
My brain hurts
There is a inside and outside
what if we pour water
my brainnn
WHAT THE FUCKKKKCKCKCKKCCKCKKCCKKCKCKCKCKCKCKCK
Sorry, you computer has crashed. We are just gathering some crash data.
🙁
"911 what's your emergency?"
"My brain isn't braining"
Recordemos que esta explicación pertenece a la 4ta dimensión, en nuestra 3ra dimensión es imposible ver la figura como debería, en cambio esta no es más que una representación 3d gráfica y una explicación del objeto en un espacio realmente 4D.
Could you actually store any liquid in a Klein bottle?
I, I don't even know where to start.
wait is it a bottle?
My brain ain't braining 🙍🏼♀️
Bro i dont anderstand
Zach pls stop with you mind-bending.
This hurts my brain
Ant: huh?
I still don't understand
🤯🤯
What if you try filling the hole on yop with water, whats gonna happen?
????
i heard the ant squeaking like he was confused so cute