In 14,400 tosses of a coin, heads fell 7,428 times. How probable is such a large or
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In 14,400 tosses of a coin, heads fell 7,428 times. How probable is such a large or larger deviation of the number of heads from \(n p\) if the coin is symmetric (that is, the probability of throwing heads in each trial is \(1 / 2\) )?
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