Chrogion 2013年4月20日 7時24分
fortune wheel probability
After you have "guessed" the color on the wheel of fortune correctly for 3 times there is a dialog option that says that the probability is 1 to 4096. Is this really correct? To my understanding we have:

4 different colors
3 independent guesses

where each guess has a probability of 1/4 = 25%
Because each guess is independent, we have a total probability of (1/4)^3 to guess correctly three times in a row (where ^ denotes the power operator)

(1/4)^3 = 4^(-3) = 1/64 = 1.5625% which is different from 1/4096 (approximately 0.02 percent)

Is the calculation in the game incorrect or have I made a mistake?
最近の変更はChrogionが行いました; 2013年4月20日 10時25分
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mendel 2013年4月20日 15時41分 
The calculation in the game is incorrect, I noticed that too when I first played it. If you had to guess the exact slot on the wheel each time, you'd get 4096=16^3. My guess was that the game designers initially planned it that way and then found the puzzle takes too long and gets tedious.

In addition, the nails on the wheel are in the wrong position. They need to be on the borders between colored areas and not in the middle, so that when the swinging peg ends up between two nails, it is clear what area it is on..
mikeydsc 2013年9月14日 17時21分 
so we really do have to guess 3 times? I have been at this spot for an hour now and getting tired of this ridiculous low odds of guessing 3 in a row...must be some trick to this?
۞۞ Lodi 2013年9月14日 17時47分 
look into the future and guess the first one right.
mikeydsc 2013年9月14日 23時38分 
I wont spoil what it ended up being but it sure was easier than it looks
MASTAN 2013年9月15日 6時04分 
The game does not mention that 1 in 4096 is correct answer. I tried 1 in 4096 and one in a million, and both times merchant said it was correct. So the merchant lacks math skills, not the game.
Jhoonaz 2013年9月16日 14時36分 
sexcatly
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