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Pi has been calculated to trillions of digits, though only a few dozen are needed for practical engineering.

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The longer version

Ten digits of pi already give the circumference of a circle spanning Earth to within a fraction of a millimetre. Push to a few dozen and the error shrinks below the width of a single atom, even for a circle drawn around the observable universe. Extra digits therefore buy nothing measurable.

Record computations running into trillions of places are really stress tests for arithmetic routines, storage strategies, and hardware stability, and they double as a search for statistical oddities in the digit string. Engineers designing gear ratios or satellite orbits stop around fifteen places and never notice the difference. The chase is about method, not need.

Where this entry sits

This section collects odd corners of mathematics, from stubborn prime numbers to counting systems older than modern schools. Expect famous constants, probability puzzles, shapes that break everyday intuition, and numbers far too large to picture. The full list sits on the Numbers and Math page, where every entry is listed in order.

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March fourteenth is celebrated as Pi Day because the written date looks like the first digits of pi.

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Fibonacci numbers run one, one, two, three, five, and onward, with each term the sum of the two before it.

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Dividing consecutive Fibonacci numbers gives values that approach the golden ratio more and more closely.

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The square root of two was one of the first numbers proven irrational, which unsettled ancient Greek mathematicians.

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Imaginary numbers were introduced to give meaning to the square root of negative one, written as i.

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