Three PS3s
Three PS3s
We've been wanting to do this for over a month.
So, as you might have guess, this is not our Christmas special. It's coming, and it will be great!
Thanks to Randy and David for PS3 borrowings.
So, as you might have guess, this is not our Christmas special. It's coming, and it will be great!
Thanks to Randy and David for PS3 borrowings.
Man I don't even have cake.
I do have meatloaf though.
Addendum: I was, and always will be, the first post.
I do have meatloaf though.
Addendum: I was, and always will be, the first post.
Last edited by strand on 22 Dec 2006, 12:47, edited 1 time in total.
Wow, early update! Aaaand first post!
Pauls delivery was awesome. I though it might start to drag but you were wise and kept it short, so it didn't. How many different ways did you come up with for stacking/lining up/making a pyramid of the PS3s!?
Oh but the best part was that on your white board it STILL says "This is dirty. Wash it" from Man Cooking two weeks ago. Dirty slobs!
Edit: Dang... I WAS the first post...
Pauls delivery was awesome. I though it might start to drag but you were wise and kept it short, so it didn't. How many different ways did you come up with for stacking/lining up/making a pyramid of the PS3s!?
Oh but the best part was that on your white board it STILL says "This is dirty. Wash it" from Man Cooking two weeks ago. Dirty slobs!
Edit: Dang... I WAS the first post...
- AdmiralBarikir
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The Book of Pwnage, Chapter Two, verses nine to twenty-one
Paul hast three PS3s. No More, No Less. Three is the number of PS3s he doth have, and the number of the PS3s had by he doth be three. He doth not have four PS3s, and he doth not have two PS3s unless thou ist counting two PS3s on the way to three. Five PS3s is right out. Then, once, the number of three PS3s hath been reached, thou shalt turn on all three PS3s at once, and the neighborhood power grid, being naughty in my sight, shall snuff it.
On the subject of PS3s, I found this off of digg that made me rofl.
Hilarious eBay description of a PS3
Really, can you imagine how hairy an alpaca burger would be? It's so hairy that it would make Chewbacca go "wow, that's really hairy." It would be so hairy that it would make Sean Connery look like a metrosexual.
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YamaroV2 wrote:strand wrote:YamaroV2, isn't that more polyamory ftw?
Three comments on the "Three PS3s" thread... Still not as good as three PS3s.
No, see, it's because i'm awesome enough for three people.
Are you sure "Awesome" is the word you're looking for?..........
The graph was the best part. The video doesn't make me want a ps3, but it does make me want cake.
My hand to God. Baby geese. Goslings. They were juggled.
-Wash
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AmazingPjotrMan wrote:I want to see this posted on youtube to see what kind of idiotic replys it may get.
I must concur. Outrage can only fuel the site's popularity.
It would be better to simply post the video's url at places and see what they say - increase the site's views directly.
"...so he turns to me, and he says 'Why so serious?' He puts the blade in my mouth, and says 'Why so serious?
Let's put a smile on that face!'"
Let's put a smile on that face!'"
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So, if I have 4 PS2s and a PS1, then 4*2+1= 9 = 3*3, and I effectively have 3 PS3s?
Now to calculate the value of the Wii, it is necessary to take into account Roman Numerals. I represent 1, and W is not a valid value; however, M is a valid value, and can be converted to a W by flipping it over. Therefore, a W in roman numerals must be worth 1/1000, and therefore the total value of a Wii is 2/1000. Therefore it requires 1500 Wiis to be equal to one PS3, or a mere 4500 Wiis to be equal to Paul's 3 PS3s.
Now to calculate the value of the Wii, it is necessary to take into account Roman Numerals. I represent 1, and W is not a valid value; however, M is a valid value, and can be converted to a W by flipping it over. Therefore, a W in roman numerals must be worth 1/1000, and therefore the total value of a Wii is 2/1000. Therefore it requires 1500 Wiis to be equal to one PS3, or a mere 4500 Wiis to be equal to Paul's 3 PS3s.
martinjester wrote:Therefore it requires 1500 Wiis to be equal to one PS3, or a mere 4500 Wiis to be equal to Paul's 3 PS3s.
And it would STILL BE CHEAPER.
Great jorb, Paul! And Graham, too for shooting. I like how the concept of marginal gain is completely ignored here. And the explanation for everything being merely a statement of the initial postulate. Good show.
Now, my four-times superior Wii beckons. I also think the idea of two Wiis is funnier than that of three PS3s. Other than the absurdity of rarity that the latter possesses.
Ben
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