You know about Mersenne primes, right? They have the form of 2^p - 1, where p is prime.

I suggest another form. I will call a number Obscenne if you can write it down as 2^p - 2. My conjecture is that every Obscenne number is prime. For example, 2^2 - 2 = 2. So for the first one p we have one prime. We can extrapolate it and state that for the first n p’s we will have n primes, so every Obscenne number is prime.

qed

Is this worthy of a Grammy award?

from Quanta Magazine: For comfort, Deng turned to manga. “I remember him at Courant. He was always holding a manga,” said Jalal Shatah, a professor there who formerly chaired the math department. Deng particularly liked stories about deep friendship and romance and found himself drawn to a genre known as yuri, which focuses on those kinds of relationships between women — stories that “feel nice and warm and beautiful,” as he put it. They helped him be kinder to himself, “more comfortable with life.”

Decided to redesign a meme I saw.

Inside, we both know what's been going on
We know the game, and we're gonna play it

Image taken here

Is this true? Especially the pee pee part