Number Info

ID 31471
Size 726 digits / 2412 bits
Value 661061329275424785124312140948002533867078748632195533967612635393666880800910900549751066587121473918929714529252562194413191482546654409129204766042309711765064481280995822254753552962058345391566011049767854909098797020841985526029872386038200747772856016104797168666184415162509579530270579120919904196351358918500397293334173475325007372911619029856409158549697718929759758488500441679854758638981143754872902603043357886760647744833497334921610884768810935933206510819600679406441517898805833796763763523707445173873477887149690659598089307905138711573781148324773426241792542022134008717939563648837336217527674119004429004587479624462298199997279400877552745048845943342519366294053435176498016388872127500152430326664
Progress 71.79%
Completed no
Small factors 23 × 32 × 7 × 132 × 79 × 179 × 11393 × 66751 × 70667 × 460843 × 2149351 × 4473853 × 15749263 × 26419117 × 31062781 × 470991383 × 17775647821<11> × 905322817433<12> × 16167387994321<14> × 48267536643310573<17> × 1124628296466412249<19> × 1540414892216877829<19>
Cofactor 17401527304069114260643667527836077659056891990767259879510154510033574809048567824201097284756143852304760093941193232175509618476993436632720624668146165594239724240014555346879663760740007065980782553434829920401760621983086238483841808783784703928508418703076575332298011708496635699471959909883016346234739937334016583436864287225180419195580767627813307081773980719452701171419562695671224061815894162706324304449207829763922786684388205346020068179443980887239186530034145441865547288702460218158370980014877122586660680382368241093989657829160379433115556763 (composite)

Factorization

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

661061329275424785124312140948002533867078748632195533967612635393666880800910900549751066587121473918929714529252562194413191482546654409129204766042309711765064481280995822254753552962058345391566011049767854909098797020841985526029872386038200747772856016104797168666184415162509579530270579120919904196351358918500397293334173475325007372911619029856409158549697718929759758488500441679854758638981143754872902603043357886760647744833497334921610884768810935933206510819600679406441517898805833796763763523707445173873477887149690659598089307905138711573781148324773426241792542022134008717939563648837336217527674119004429004587479624462298199997279400877552745048845943342519366294053435176498016388872127500152430326664 = 23 × 32 × 7 × 132 × 79 × 179 × 11393 × 66751 × 70667 × 460843 × 2149351 × 4473853 × 15749263 × 26419117 × 31062781 × 470991383 × 17775647821<11> × 905322817433<12> × 16167387994321<14> × 48267536643310573<17> × 1124628296466412249<19> × 1540414892216877829<19> × 22891684312069628256533505418771<32> × 7321791091964958819836930030271109<34> × 372439336824726691064792045436022711<36> × 12394735435562113296770410018912233353<38> × 158124310056416991684436337187816394305528216973<48> × 487846649707940849607058786016592732059966368066810103<54> × 49111214401990371338862058134554794049124452184654341324497459991257991948839915287519343431485468138353748081136257975137<122> × [5936586994008935300972772773161534171616868489790089270606081440725184793739071690167946583270770746446816619252781182463857347629132836359807082187800171418872812898934384926932468003319261327333591718433<205>]

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