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That is not even half of it! |
The largest
known prime number has been discovered by a computer at a university in
Missouri in the US. Prime numbers - such as two, three, five and seven - are
divisible only by themselves and one, and play an important role in computer
encryption.
The new
prime is more than 22 million digits long, five million longer than the
previous largest prime. Primes this large could prove useful to computing in
the future.
The new
prime number was found as part of the Great Internet Mersenne Prime Search
(Gimps), a global quest to find a particular type of large prime numbers.
Mersenne primes are named after a French monk who studied them in the 17th
Century.
They are
hunted by factoring two by a large number and taking away one, a relatively
manageable calculation for today's computers, but not every result is a prime.
The discovered prime is written as 2^74,207,281-1, which denotes two,
multiplied by itself 74,207,281 times, then take away one.
The Gimps
project has discovered the 15 largest Mersenne primes in the 20 years it has
been running and it is possible that there could be an infinite number of them
to discover. What use are large primes?
Large prime
numbers are important in computer encryption and help make sure that online
banking, shopping and private messaging are secure, but current encryption
typically uses prime numbers that are hundreds of digits long, not millions.
"This prime is too large to currently be of practical value,"
However,
searching for large primes is intensive work for computer processors and can
have unexpected benefits. "One prime project discovered that there was a
problem in some computer processors that only showed up in certain
circumstances," said Dr Steven Murdoch, cybersecurity expert at University
College London.
The new
large prime, the 49th known Mersenne prime, was discovered by Dr Curtis Cooper
at the University of Central Missouri. Although computers do most of the hard
work, primes are said to be discovered when a human takes note of the result.
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