We wasted so much time in school trying to figure this out. I am glad YouTube didn't exist back then - or else I would have wasted my time on something else.

I’m convinced that Euler is the most productive mathematician, nay, human in the entire goddamn cosmos. He’s so prolific it’s not even a joke to say his work in today’s era would’ve probably earned him more PhD’s then some universities have ever handed out.

I have the solution.

I paused when he said pause to try it out and spent an hour and a half doing it before pressing play again :(

Haha at all these people. "Technically I did solve it I just went to another dimension and crossed the corners and went on a line so this is solvable."

Do you have to press the marker down so hard so it makes the ''RHHHHHHHHHHHHHHHHHHHHHHHHHHHH'' noise?

I know how to do it!

People, please!

Yay, I figured it out myself before I continued watching. I drew a square and saw that if you start outside, you can only end outside. Then I drew a 5-sided object and saw that if you start outside you can only end inside. So if your line only has two ends there's no way your picture can have more than two uneven sided objects. I'm glad that there is no super smart way to solve it.

roses are red,

you sound just like the guy from numberphile...

lol I immediately recognize the voice's guy being from the channel Numberphile

I have found a solution but the YouTube comment section is too small to contain it

Solving it involves proving that it's impossible. That is the solution.

To be really correct about Euler trails, you need to consider a “center point” at the outside of the design, because if you represent this as a graph you would have 6 nodes : one for each rectangles and one for the outside. Therefore you don’t have 3 but 4 nodes with an odd number of edges.