The reason Alan Becker is this successful is because he doesn't do all of it by himself, he has a team of animators and writers who help him in his present videos.

For those who havent understand the last things. here is my explanation. I think i can say that i understand basically everything. At first the central thing is that he took „e“ because with the eulerian number the euler identity can be representive. So a connection of the real Numbers and imaginary numbers can be shown. Like a+b*i. (a ist here cosine and b is sine but *i) So that we have a real Part and a imaginary Part. (Complex function) Thats why they were so many negative Numbers under the Root in the video and the letter „i“ (imaginary number) appeared again and again. I can also tell you why sine and cosine appear in the video. If you do some research about series development of sine and cosine. Then you will find out that sine and cosine can be represented as an e function. if you would take the (-1)^n away of the series than you will get rather sine hyperbolic or cosine hyperbolic. Therefore the (eî*pi+e^-i*pi)/2 (if im not wrong it is sine hyperbolic). Later he was in a imaginary space. This is because the i before eî*π. And at the end (14:49) there is a Gamma function which represents the eulerian integral. For this you can use partial integration. In Addition to that if you know the series of e^x then you can assume that x equals to i*π and if 2n=∞, then is n=∞/2 as well. So that we have ∑ from n=0 to +∞ (i*π)^n/ gamma (n+1). Gamma (n+1) equals to n!. So we have ∑ n=0 to +∞ of (i*π)^n/n!. Which is eîπ. Because e^x =∑ from n=0 to +∞ of (x)^n/n!. So also there is a connection. But to explain all Terms or all connection easily would overstretch the bow I think. Anyways I hope I could help you somehow.

Im impressed, most reactors ive seen already got lost when it started doing exponents, but it appears that you guys understood pretty far into the video

Bro look like the black version of chandler from mrbeast videos

0:03 my new sound effect

you're one of the first reaction channels i've seen today that realized e reversed TSC with a minus sign

Orange name is: TSC/The Second Coming

11:27 WAAAA!!!! 😂

When the ∞

Wow oh ha br math ah

Did you notice in the last video..There was a huge giant

I'm new in here so I well subscribe and Like this video and this video is very useful for Making a things in school right?

Math = pin

100th like lmao

what is the first 1 minute 24 seconds of this video for

first comment in 7 hours

Everyone knows 1+1=3

Yo your black I'm gonna sub and like

First!

cos(√96°+π-e°)=-0.99237517

em you new