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- Gigantic_prime abstract "A gigantic prime is a prime number with at least 10,000 decimal digits. The term appeared in Journal of Recreational Mathematics in the article \"Collecting gigantic and titanic primes\" (1992) by Samuel Yates. Chris Caldwell, who continued Yates' collection in the prime pages, reports that he changed the requirement from Yates' original 5,000 digits to 10,000 digits, when he was asked to revise the article after the death of Yates. Few primes of that size were known then, but a modern personal computer 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 L. Nelson and David Slowinski.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. It was the largest ECPP proof at the time.".
- Gigantic_prime wikiPageExternalLink largest.html.
- Gigantic_prime wikiPageID "2433632".
- Gigantic_prime wikiPageLength "1502".
- Gigantic_prime wikiPageOutDegree "15".
- Gigantic_prime wikiPageRevisionID "678244414".
- Gigantic_prime wikiPageWikiLink Category:Large_integers.
- Gigantic_prime wikiPageWikiLink Category:Prime_numbers.
- Gigantic_prime wikiPageWikiLink David_Slowinski.
- Gigantic_prime wikiPageWikiLink Elliptic_curve_primality.
- Gigantic_prime wikiPageWikiLink Harry_L._Nelson.
- Gigantic_prime wikiPageWikiLink Jens_Franke.
- Gigantic_prime wikiPageWikiLink Journal_of_Recreational_Mathematics.
- Gigantic_prime wikiPageWikiLink Megaprime.
- Gigantic_prime wikiPageWikiLink Mersenne_prime.
- Gigantic_prime wikiPageWikiLink Personal_computer.
- Gigantic_prime wikiPageWikiLink Prime_Pages.
- Gigantic_prime wikiPageWikiLink Prime_number.
- Gigantic_prime wikiPageWikiLink Samuel_Yates.
- Gigantic_prime wikiPageWikiLink Titanic_prime.
- Gigantic_prime wikiPageWikiLinkText "Gigantic prime".
- Gigantic_prime wikiPageWikiLinkText "gigantic prime".
- Gigantic_prime wikiPageWikiLinkText "gigantic".
- Gigantic_prime title "Gigantic Prime".
- Gigantic_prime urlname "GiganticPrime".
- Gigantic_prime wikiPageUsesTemplate Template:MathWorld.
- Gigantic_prime wikiPageUsesTemplate Template:Num-stub.
- Gigantic_prime wikiPageUsesTemplate Template:Prime_number_classes.
- Gigantic_prime wikiPageUsesTemplate Template:Reflist.
- Gigantic_prime subject Category:Large_integers.
- Gigantic_prime subject Category:Prime_numbers.
- Gigantic_prime hypernym Number.
- Gigantic_prime comment "A gigantic prime is a prime number with at least 10,000 decimal digits. The term appeared in Journal of Recreational Mathematics in the article \"Collecting gigantic and titanic primes\" (1992) by Samuel Yates. Chris Caldwell, who continued Yates' collection in the prime pages, reports that he changed the requirement from Yates' original 5,000 digits to 10,000 digits, when he was asked to revise the article after the death of Yates.".
- Gigantic_prime label "Gigantic prime".
- Gigantic_prime sameAs Q9300316.
- Gigantic_prime sameAs Numero_primo_gigantesco.
- Gigantic_prime sameAs 巨大素数.
- Gigantic_prime sameAs m.07cqrq.
- Gigantic_prime sameAs Gigantiska_primtal.
- Gigantic_prime sameAs Q9300316.
- Gigantic_prime wasDerivedFrom Gigantic_prime?oldid=678244414.
- Gigantic_prime isPrimaryTopicOf Gigantic_prime.