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A die, with 1, 2, 3 as small, and 4, 5, 6 as large.
If the first roll is small, what is the probability that the second roll is large? The third...
Just give the conclusion: after rolling small a thousand times, the probability that the 10001st roll is large is still 50%.
There will always be mathematicians calculating probabilities; actually, the essence is that a 1% chance equals a 99% chance, and the outcome will only be between small and large.
You will definitely object to this conclusion, right?