why are people donating to send people to video game lans when u could be helpin to fight zika

if u can't afford a coach then it's highly unlikely u have players good enough to compete with top teams in the first place
also watchin 5 fraggers is more exciting for the average viewer tbh

lots of pros are really mad about this, and i can't really blame them.
https://www.reddit.com/r/GlobalOffensive/comments/4y6oah/prospersonalitys_reactions_to_the_new_coach_rule/

of all the things to fix... lol valve

why force a nature? is yomps quitting too?

tagg, man of his word SeemsGood

i don't want hats, it's no problem man :)

#2:
If n is prime, then for all numbers 1, 2, 3, ..., n-1, gcd(x,n) = 1, which follows from the definition of a prime number, so A(n) = n-1.
If n isn't prime, then for some number in 2, 3, ..., n-1, that number divides n, so A(n) < n-1.
#3:
If p is not a divisor of m, then p and m share no common factors, i.e. gcd(p, m) = 1. Therefore gcd(p^k, m) = 1.
If p divides m, clearly gcd(m, p^k) > 1.
#4: We want the number of integers between 1 and p^n that have no common factors with p^n. From #3, we know that unless x is a multiple of p, gcd(x, p^n) = 1. So we calculate the number of multiples of p between 1 and p^n, which is just p^(n-1). And the total number of integers between 1 and p^n is p^n, so the answer is A(p^n) = p^n - p^(n-1).

that is the euler totient function...
i'll try to answer your questions later :)

lmfao

"shut up and enjoy your memes"

that's like the first actual cringe i've seen in a while

https://www.youtube.com/watch?v=lDK9QqIzhwk

why does jill respond to r/tf2 more than tftv smh

Fuck you valve i wanna keep watching competitive tf2 stop killing it

would you murder someone to make tf2 a big esport???