Everything posted by Diamond
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Who here has an Xbox 360?
And here goes the line about how superior PC is due to the ability to upgrade without replacing the entire unit.
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Project Gray Company
Guess why Hades will not buy this game?
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When is enough enough?
...which would be lost to inflation every year?
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Obisidian Intelligence Test
Let n = 3, so there are 3 gentlemen: 1, 2, 3 Then all possible (equally likely) permutations of hats are: 1, 2, 3 (1,2,3 get their hats) 1, 3, 2 (1 gets his hat) 2, 1, 3 (3 gets his hat) 2, 3, 1 (noone gets his hat) 3, 1, 2 (noone gets his hat) 3, 2, 1 (2 gets his hat) Probability of 1 gentleman getting his hat: 4/6 (from example above) 4/6 ≠ 1/n! = 1/3! = 1/6 Probability n gentleman getting their hats, i.e. everyone gets their hat (if I understand you correctly): 1/6 (from example above) 1/6 ≠ 1/(n-1)! = 1/(3-1)! = 1/2! = 1/2 But, 1/6 = 1/n! (the only permutation where all elements are in their positions) No?
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Obisidian Intelligence Test
Probability of n gentlemen getting their hat is still 1/n!, as there is only one permutation out of n, where every element in its original position. Anyway, everyone here is not correct (according to the answer Julian gave me ), I guess we're reading the question wrong in this part: "no man gets back his hat and his umbrella?". I think it doesn't mean "every gentleman doesn't get either of hat or umbrella", but rather "every gentleman gets at least one item wrong".
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Obisidian Intelligence Test
If the question asked the probability of everyone getting their hat and umbrella, the answer would be much more simple: (1/n!)^2. OK, I guess my answer still isn't correct. It askes the probability of everyone not getting either one of hat and umbrella.
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When is enough enough?
Yes, if you work as a game reviewer! :angry:
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Obisidian Intelligence Test
- Obisidian Intelligence Test
Come on, Julian, give out the answer. :angry:- Whats on your Ipod/Mp3 player of choice?
You can.- Weird Spam Email
No. * I never give away my email on the web (except for a few occasions). Even if there is a privacy policy. * I have obscure email addresses.- Weird Spam Email
I didn't get any spam in like 3 years.- Whats on your Ipod/Mp3 player of choice?
IPod != mac- Currently Listening To
OH NO! The return of the spammest thread.- Been to my first Game Developers Conference
@Kaftan So you are talking about the model of establishing rather than running an indie game development studio?- A question about musical tastes
Wrong (as I listen to classics and therefore I am smarter than you), and that only has to show how much you know about jazz or classical (I know more about jazz and classics, therefore I am smarter than you... besides, I have a more intelligent avatar), which is propably nothing. <{POST_SNAPBACK}> Subconsciousness, whispering. "- China
- Obisidian Intelligence Test
Oops, it was wrong. :"> Actually, (!n / n!)^2, where !n =- Been to my first Game Developers Conference
It is spelled kolkhoz and sovkhoz and no, there is no 100% resemblance, about 20-30%. However you are right on one point, I too can't imagine how the proposed structure would work in practice.- Whats on your Ipod/Mp3 player of choice?
One more big point to Apple: they hepled to popularize digital music destribution. iTunes is the first popular (and legal) music download service.- Project
A lot of progress since last time. Why is skybox unfiltered though?- A question about musical tastes
There is not correlation between music preference and intelligence. Music is first and foremost an emotional rather than intellectual experience.- Obisidian Intelligence Test
(1 - (1/(N^2)))^N ?- Are you lucky?
I believe in statistics.- Whats on your Ipod/Mp3 player of choice?
I used to be negative about IPods like you are... until I've got one - Obisidian Intelligence Test