Number Info

ID 45476
Size 1334 digits / 4430 bits
Value 22391885402572766076054022212419745150620228741761398204061153827215967393702923881833891959944265952473329193625625155230029070608884817033965824006731485761366073755834541263965258379959512890822842819193802617116383357276000855291815601557034230159964655086514706588786313105523516073452882587152880526933815942120358866728482551164966824916607067075569906387825748088910046775215241064359437243917834051268241517661666570790371587092115143949989656081421893217806922715958198701356969264443120912428783508430898862684927571367190348026980767015353826568813477339629809605323407862241459354081745214932758619381911942266892666679697147090989465203720645540034599748688740824599857384441293595474224915817458692192364710329692206574384476937908461267997039646884684366322581767504191056008386128158812066303304919783471978325175826677337393972099350069265254766338588981776021449604999864940123268330886100124429344377808152255690817525616488328792740032280968413399353102127438525439263589681994694597340960846999553073154283843142616649761511349388212946045880688440823485433404176117639965158558209667203436230073124770940990027277269242981865714566154343040806016156282155621013102211891199999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999
Progress 100.00%
Completed yes
Small factors
Large cofactor 22391885402572766076054022212419745150620228741761398204061153827215967393702923881833891959944265952473329193625625155230029070608884817033965824006731485761366073755834541263965258379959512890822842819193802617116383357276000855291815601557034230159964655086514706588786313105523516073452882587152880526933815942120358866728482551164966824916607067075569906387825748088910046775215241064359437243917834051268241517661666570790371587092115143949989656081421893217806922715958198701356969264443120912428783508430898862684927571367190348026980767015353826568813477339629809605323407862241459354081745214932758619381911942266892666679697147090989465203720645540034599748688740824599857384441293595474224915817458692192364710329692206574384476937908461267997039646884684366322581767504191056008386128158812066303304919783471978325175826677337393972099350069265254766338588981776021449604999864940123268330886100124429344377808152255690817525616488328792740032280968413399353102127438525439263589681994694597340960846999553073154283843142616649761511349388212946045880688440823485433404176117639965158558209667203436230073124770940990027277269242981865714566154343040806016156282155621013102211891199999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 (composite)

Factorization

Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>

22391885402572766076054022212419745150620228741761398204061153827215967393702923881833891959944265952473329193625625155230029070608884817033965824006731485761366073755834541263965258379959512890822842819193802617116383357276000855291815601557034230159964655086514706588786313105523516073452882587152880526933815942120358866728482551164966824916607067075569906387825748088910046775215241064359437243917834051268241517661666570790371587092115143949989656081421893217806922715958198701356969264443120912428783508430898862684927571367190348026980767015353826568813477339629809605323407862241459354081745214932758619381911942266892666679697147090989465203720645540034599748688740824599857384441293595474224915817458692192364710329692206574384476937908461267997039646884684366322581767504191056008386128158812066303304919783471978325175826677337393972099350069265254766338588981776021449604999864940123268330886100124429344377808152255690817525616488328792740032280968413399353102127438525439263589681994694597340960846999553073154283843142616649761511349388212946045880688440823485433404176117639965158558209667203436230073124770940990027277269242981865714566154343040806016156282155621013102211891199999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 2425367694357418761052510913<28> × 9232367304416212279492772758464972100859998293159390295780167663365666608131107390564670077775069436593885721799970736979212146829287098596123486941491465652108686844883200184750930494893842681685249124741795115904259130393532244141678749068394029566508650095335420032045100687876061048230815443291940390085202352393702512175331173412888498623654901570186769852763313005177511096657672939351708750037631412474887504733806982673323564144910780392072056436190443955724371511320777295834872799043000019578999219486339774240038107884429138578517526387287204675747198682763025370852515741291763012668633966523430524563477339144799278230218344756655483991004378602724860617403517790652591375634602889188442007625012301414350966480909174232666524986619504453608245816379436034816036888266961367326773453332488268622686782759902730193160021902817386218234173598532554135809759145299323726495715481171225092635910935885442075416900373660573999845922249059235274053759390318858345071977188308065304141447442941013954469767712463160366744172594191105754541421393177931737018351780339291984834466368159024273396379038920831225646920414102110542512098439293103639018679829890156963891990467639583930055045939900757708062088219792259177658126806987442801864171532374115114088019446628991258524654552520828694863801273023<1306>

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