Real life is rarely fair and simple. It's intricate, quantum mechanical and like a biased coin.
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And yet you can understand huge parts of it using just maths. Isn’t that amazing?
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And you don’t even need to know the value of a or b!
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Can you do this for biased dice as well?
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You can probably do it by picking six combinations of faces that are different, e.g. 2-1-3-4-6-5, 1-2-3-4-5-6, 6-1-4-2-5-3 etc. They all have the same probability P(1)P(2)P(3)P(4)P(5)P(6).
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Couldn't this logic/methodology be used to prove that some non-random number generators are random?
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Perhaps better to word it as: Couldn't this trick be used to construct a random number generator from some non-random number generators?
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I haven't tried the code but my first thought is to print the values to stymie optimisation
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