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Stefán Karl Stefánsson
he will always be number 1 in our hearts :(
Coach: Who is number 1?
Me: Stefán Karl Stefánsson
Team: *cries*
14👍 3👎
Someone who still hasn’t messaged me back
Me : he I’m your number neighbor !
Number neighbor :
46👍 17👎
when you take a crap and realize you craped blood
dude i just took a wicked number 5
44👍 16👎
When you give someone a false number so that you don't actually have to speak to them again. Normally after you've met with someone new, and being the polite person that you are, don't want to say no to exchanging numbers. That way they think you are a nice guy, plus you don't have to explain to them why you don't like them. If the cover is blown, the person who got wrong-numbered can be blamed for not taking down the number correctly.
Guy1: "I called the number this chick gave me last night, but it was some random old guy..."
Guy2: "Dude!!! you got totally wrong-numbered!!"
10👍 2👎
A game called "naughty numbers" in which you spread a deck of cards on the floor, (remove the kings and queens.) Flip all the cards face down. Now, someone picks up a card, and someone else has to dare them to do something the number of times inidicated on the card chosen. (Usually sexual.)
Examples of dares in naughty numbers:
1. Mosh whilst naked # times!
2. Flash people # times.
3. Shed # peices of clothing.
4. Etc. :)
10👍 2👎
Graham’s number is a number invented by Ronald Graham. In order to explain what it is, the notation must be understood. It’s called up-arrow notation, denoted by the ↑ symbol. One up-arrow just denotes that the second number is an exponent. For example, 3↑3 is 3^3, or 27. Using two arrow creates the fourth thing in the sequence of addition, multiplication, and exponentiation. Some call this math operation tetration. 3↑↑3 is 3^(3^3), 3^27, or 7,625,597,484,987. Using a third arrow, you can probably predict what happens. 3↑↑↑3 is 3↑↑(3↑↑3), or 3↑↑7,625,597,484,987. This means that you have (3^(3^(3^(...(3^3)...)))), and there are 7,625,597,484,987 3’s. For perspective, 3↑↑4, or 3^7,625,597,484,987, contains 3,638,334,640,024 digits. I’m not kidding, that is the actual number of digits, compute it using the Big Online Calculator. And yet, despite how far blown out of proportion this thing has been, it’s still not large enough. We need a fourth arrow. Don’t even get me started on the size of 3↑↑↑↑3, or 3↑↑↑(3↑↑↑3). And that number is called G(1). G(2) is 3↑↑↑...↑↑↑3. There are G(1) arrows. G(3) is 3↑↑↑...↑↑↑3, with G(2) 3’s. You get it now? Graham’s number is defined as G(64). And despite its immense size, it actually has a purpose. Suppose you had higher-dimensional hypercubes, and you had two colors for edges, and you wanted to know how many dimensions it took before a square where all lines were the same color was forced. The upper bound on that answer is Graham’s number.
Graham’s number is a number which was once considered the largest of all time.
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n. The average number of replies in a thread before a Nazi reference is made. Generally, Godwin's number is regarded to be twenty, based on the equation: G=(d(Q1)+d(Q2)+...+d(Q)n)/100*n^(-n)
where Qn is the intelligence of user n, n is the total number of forum users, and d is a damping function that prevents the intelligence (or lack there of) of one user to influence the others too much.
As he typed his polemic on the forum, John brought the discussion one step closer to Godwin's number.
To prevent discussions from getting out of hand, OmniForums will now calculate Godwin's number based on the first two threads.
30👍 10👎