Since the quest is back I thought it might be a good idea to keep track if any polar bear minis do drop this year.
Good luck to all the polar bear hunters!
Pol
P
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I'm not a math whiz or anything, but isn't 0.02% equal to 1/200?
Or does my understanding of decimal placement deceive me? Edit: I was forgetting to move the decimal place to account for the % sign. This is why I'm not a math whiz... Double edit: Perhaps a mod should just delete this post. |
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That isn't entirely true. You're following gambler's fallacy, which is essentially saying that if you lose consistently at an improbable event, then you're bound to win in the future. The events are unaffected by each other. It's like saying if you flip a coin 5000 times and get 5000 heads, you're bound to get Tails on the 5001st flip. Your odds are always, and will always be 0.02%.
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That isn't entirely true. You're following gambler's fallacy, which is essentially saying that if you lose consistently at an improbable event, then you're bound to win in the future. The events are unaffected by each other. It's like saying if you flip a coin 5000 times and get 5000 heads, you're bound to get Tails on the 5001st flip. Your odds are always, and will always be 0.02%.
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You have not understood my post, on any level.
I shall go on eg. 15,000 runs give you a 95% chance 20,000 runs give you a 98.2 % chance 25,000 runs give you a 99.3% chance 30,000 runs give you a 99.75% chance etc. you will never get 100% chance, yet you seem to assume that is what I have said! Perhaps you meant to reply to: in which case your post would have been more correct. |
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Originally Posted by IattackU
You are assuming that every run increases your chance. This is right, and wrong at the same time. Yes more runs gives you more chances at getting a MPB, but this doesn't increase the percentage because each run is a different instance, and each instance has a .02% chance.
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