A stopped clock is perfectly correct twice a day. A clock which is consistently X seconds fast/slow is never perfectly correct.
@moralofstory Set a clock to run at K times the speed of a regular clock, where K is any irrational real number.
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@moralofstory This will result in |2*(1-K)| moments of perfect correctness per day. -
@moralofstory Notes: -K can be negative. -As K->1, it takes longer for uncorrelatedness to become obvious. -Most real clocks are like this. - 1 more reply
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