Eugene Shubert
Valued Senior Member
For the sake of argument, let's define a miracle to be something fantastically improbable.
Suppose that we have a biased coin that, if flipped, would almost always land tails-side up with a mathematical probability of (1-p); otherwise, it would land heads-side up with a mathematical probability of p.
By the threshold of intolerable improbability, I mean the largest mathematical probability p such that if we flipped our biased coin just once and it lands heads-side up, then there's nothing miraculous about that at all, but if we flipped that coin a second time and it lands heads-side up for a second time in a row, then we know that we have violated a known law of physics.
Suppose that we have a biased coin that, if flipped, would almost always land tails-side up with a mathematical probability of (1-p); otherwise, it would land heads-side up with a mathematical probability of p.
By the threshold of intolerable improbability, I mean the largest mathematical probability p such that if we flipped our biased coin just once and it lands heads-side up, then there's nothing miraculous about that at all, but if we flipped that coin a second time and it lands heads-side up for a second time in a row, then we know that we have violated a known law of physics.
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