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Euclid’s Trick: Why There’s Always One More Prime Number
Euclid proved it over 2000 years ago: no matter how many primes you’ve listed, there’s always another one. Here’s the simple trick that shows why the primes never end. Imagine, for a moment, that you’ve done it. You’ve built the list. The full list. Every prime number, written out one after the other. Maybe it’s just 2 and 3. Or ...
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