Match info
| Date | League | Winner | Loser | Score | Type | |||||
| 2007-02-22 | TFL 2a | BoA | The Original Brotherhood of Assassins | 122.48 +1.16 |
ARES | Team ARES | 5.23 -1.16 |
220-10 240-10 | 2mesa3 8v8 2mesa3 8v8 |
|
Writeup:
BoA over ARES
Lemma: If a and n are positive integers such that n>=2 and a^n - 1 is prime then a must = 2.
Proof: a^n - 1 = (a-1)(1+a+a^2+...+a^(n-1))
This implies that a is a composite. Contradiction. So either (a-1) or (1+a+a^2+...+a^(n-1)) = 1. Because a >= 1, if a = 1 then a^n - 1 = 0. Test for a>1. If a = 2 then (a-1) = 2 - 1 = 1. Therefor if a^n - 1 is prime and a,n >= 1, a must = 2. QED.
<[BoA]xdog> xdog had more touches rd2
<[BoA]xdog> sleepy still got dominated
<[BoA]xdog> blum likes it in the bum
<[BoA]xdog> azul made me look bad
<@kam`zZz> i was looking forward to mesa :|
<[^]-Kryptix`Xt> i meet of ass hole
<@mael> highways always get disputed
<@mael> hw's
<@mael> cuse me
<[BoA]mael> man girls are fucking stupid as hell <[BoA]mael> jeez
<[BoA]mael> if i had a female brain id kill myslef <[BoA]azul`m3> did your mom burn your poptarts again
