Drop a Needle, Find Pi
Take a needle. Any needle. Drop it on a floor with parallel lines spaced apart by the needle's length.
Do it again. And again. A few hundred times.
Count how many needles cross a line. Divide the total drops by the crossings.
You get pi.
Not approximately pi. Not "close to" pi. The ratio converges on pi as you keep dropping. 2/p, specifically. Which means if you drop 1,000 needles and 637 cross a line, you get 1000/637 = 1.57. Multiply by 2. That's 3.14.
This is Buffon's Needle. Georges-Louis Leclerc, Comte de Buffon, 1777. Almost 250 years ago. Before electricity. Before statistics was even a proper field.
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