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Gigantic Prime




The term appeared in can find many in a day.

The first discovered gigantic prime was the Mersenne Prime 244497 − 1. It has 13,395 digits and was found in 1979 by Harry Nelson and David Slowinski . {Link without Title}

The smallest gigantic prime is 109999 + 33603. It was proved prime in 2003 by Jens Franke, Thorsten Kleinjung and Tobias Wirth with their own distributed ECPP program. {Link without Title} It was the largest ECPP proof at the time.


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