<p>ooooohhhhh, i want one, lol! …27 seconds</p>
<p>/* stop this invisible nonsense */</p>
<p>hmmmm… i can read your post, tritium, w/o the text link… what happened?</p>
<p>and d’yer does NOT suck and annoy you! …13 seconds</p>
<p>and we won’t stop 'this invisible nonsense… especially when it’s not invisible!</p>
<p>Jolly good.</p>
<p>806/<em>hgdshfgsd</em>/</p>
<p>807/<em>comment</em>/</p>
<p>808/<em>hjhfhfkhfj</em>/</p>
<p>2^(32582657)-1. </p>
<p>Game over.</p>
<p>I win.</p>
<p>809/<em>jhjdxkhjdhfds</em>/</p>
<p>809/<em>hdshfshfkjhfd</em>/ and 811 are winners.</p>
<p>811 is the next prime number. Though, this post might actually end up 809.</p>
<p>811/<em>60 second rule sucks big time!!!</em>/</p>
<p>814/*****/</p>
<p>meh… i’ll get it if i get it…</p>
<p>Name a prime higher than mine, and I shall abdicate the throne, D’yer. 
</p>
<p>do mersenne primes count?</p>
<p>Um…ok…</p>
<p>Winner!!!</p>
<p>Proof that there are infinite prime numbers.</p>
<p>Reductio ad absurdum:</p>
<p>Say there are a finite amount of prime numbers. Name them a, b, c, d, e, … x, y, z.
Consider the number (a<em>b</em>c<em>d</em>e<em>…</em>x<em>y</em>z)+1
This number has no factor among the identified primes. Therefore, either a prime number was left off of the list, or this number itself is a prime.
This process continues indefinitely. Therefore, there is not a finite number of primes, so ther emust be infinite prime numbers.</p>
<p>So whats up?</p>
<p>Tritium Knight stop stealing my goddamn primes!</p>