Mathematicians discovered the existence of a pseudoprime that is the sum of 10,333,229,505 known primes and contains roughly 295 billion digits but cannot be represented precisely because the mathematician who found it lacks sufficient RAM. | Harper's Magazine

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Mathematicians discovered the existence of a pseudoprime that is the sum of 10,333,229,505 known primes and contains roughly 295 billion digits but cannot be represented precisely because the mathematician who found it lacks sufficient RAM.

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Mathematicians discovered the existence of a pseudoprime that is the sum of 10,333,229,505 known primes and contains roughly 295 billion digits but cannot be represented precisely because the mathematician who found it lacks sufficient RAM.

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