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it looks more confusing than it is!

176,706 次观看 • 3 个月前 •via X (Twitter)

31 条评论

cardoso 的头像
cardoso3 个月前

I love the smell of Topology in the morning.

Caveman in a suit 的头像
Caveman in a suit3 个月前

I solved it with this one simple trick...

Joe Maj 的头像
Joe Maj3 个月前

Math professor showed us the trick of taking off a vest without taking off the coat first. Topology is cool.

The Jالی Contrarian 的头像
The Jالی Contrarian3 个月前

this is doing my head in. I’ve even done it for myself and i still don’t understand it

John T Davies 🇪🇺 的头像
John T Davies 🇪🇺3 个月前

Thanks for that, I was looking for a rubber band to satisfy my curiosity.

Nishit Dave (નિશિત દવે) 的头像
Nishit Dave (નિશિત દવે)3 个月前

It only works for certain values of mug.

Michienonymous🍥🤣 - Marquis de Torquefort 的头像
Michienonymous🍥🤣 - Marquis de Torquefort3 个月前

This morning I pulled it through the handle and looped one side over the top and the other over the bottom. Slightly easier, same result.

Heath H 的头像
Heath H3 个月前

It's almost as if considering an extra dimension solves a problem.

11json 的头像
11json3 个月前

Took a few seconds but yes - easier than it looks

V- 的头像
V-3 个月前

you successfully hurt my head... my brain screaming in agony at this clip

AFI_tweeter 的头像
AFI_tweeter3 个月前

hold on.. how did you entangle that?? 😂😂

Cale Scott Howe 的头像
Cale Scott Howe3 个月前

"No this isn't your mug, see, it has a stripe on it."

K.J. 的头像
K.J.3 个月前

Topology is a bitch.

Guy Gadboit 的头像
Guy Gadboit3 个月前

There are some diabolical puzzles you can buy on Temu like this. You mess about for days and eventually free the rings but can never remember how you did it.

Mr Sauronium 的头像
Mr Sauronium3 个月前

I do not understand topology at all. This is scary.

David Tayler (@ 🏠 ) 的头像
David Tayler (@ 🏠 )3 个月前

Predicted by String Theory. Finally.

Michael Checksum 的头像
Michael Checksum3 个月前

Didn't know you switched to the Experimental Physicists

John A 的头像
John A3 个月前

If I said I got it without pressing play would anybody believe me?

Thomas 的头像
Thomas3 个月前

Magic🦄

Alex 的头像
Alex3 个月前

Figured it out before watching. Thank you hyperphantasia

Pat Metzdorf @ FounderWorld.io 的头像
Pat Metzdorf @ FounderWorld.io3 个月前

Goddammit I hate topology. Its whole purpose is to bamboozle us.

B. B. For Men 的头像
B. B. For Men3 个月前

I had to try it... I recommend using a smaller cap It's possible, but I still don't get how that donut analogy should help 🙂

Mike Jessop ⧖⚫👁 的头像
Mike Jessop ⧖⚫👁3 个月前

Any practical applications?

The word of the day 的头像
The word of the day3 个月前

I've watched it 4 times and I still don't believe it. Is this some kind of video photoshop or trick

Author John G Dyer 的头像
Author John G Dyer3 个月前

Does this demonstrate five dimensions, or six?

Thomas Liesener 的头像
Thomas Liesener3 个月前

What is the topological explanation?

Jonatán Iván 的头像
Jonatán Iván3 个月前

Another riddle. You have 12 coins, each weighing the same but one, which is either just a lil' bit lighter or heavier than the others. You have a scaler which only tells you if the left plate has more weight, the plates are having the same weight or the right plate is the heavier. Can you tell which coin is the "fake" coin with just 3 (three) measurements and is it heavier or lighter than the rest? (it's possible)

Robert Clark 的头像
Robert Clark3 个月前

And for our next trick,

e.n. 的头像
e.n.3 个月前

Trippy

Drs. Satan 的头像
Drs. Satan3 个月前

that's not how you use a rubber!

Brian Taylor 的头像
Brian Taylor3 个月前

Examining the Hintergedanke of the real topology should allow you to solve for infinite scales large and small. It is curved, but more complicated and contains fractal infinity in scale and dimensions you aren't accounting for. Reality is not the smooth illusion of the mug, it's why it fools you at first, because it's isn't just that simple and you do know it. You just can't remember what the real answer should be other than this simplified false reality your brain has been conditioned to create.

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