Number Info

ID 50747
Size 737 digits / 2449 bits
Value 93994937350198285116056899194787285705036300564591573550816661413128920574318696796537039890922649496295433509343759624818517346516094439891378451902401690127540178301643301533480936322121791017015874973641782670836559803724269884071176249312622548314881234068292710086460208303249864065414050111267236854047234259469726212660126691199979111923982917759033324960702054097163014702534776441307384762670171055443160103428132435777647830599146905345560745312494784001670021921125706096691087664298480024773153474660232365834390812730545298957427794530221372490020392890292371462766168380283246919096599840021389358474984593085343550315324903056384647796329518042238156800000000000000000000000000000000000000000000000000000000000000000000001
Progress 6.28%
Completed no
Small factors 900583823287<12> × 7475177082889<13>
Large cofactor 13962360136379247227975970368402267121605108331470642339748198871953085754409142590817234442514051535183922681210386287300143408686868075596586537397802134168658535832046062128454681104900234205101354725193153481963601803899389899639735764076433173497534759696055175254506210073357136819001935070273959655559856483018584955513376119964944823271774569875070046074395311779701401904840362675074002930479919436100909165434841768486982469168095024435451259181165815086153965896287648080092698752214527603125193422443728878056450951398230483204187884158126919665827893333839573824498391790431905774737247352640350595607040977536296952702670879730778445668915409067880008092945904374628860297368245179573930117618629007 (composite)

Factorization

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

93994937350198285116056899194787285705036300564591573550816661413128920574318696796537039890922649496295433509343759624818517346516094439891378451902401690127540178301643301533480936322121791017015874973641782670836559803724269884071176249312622548314881234068292710086460208303249864065414050111267236854047234259469726212660126691199979111923982917759033324960702054097163014702534776441307384762670171055443160103428132435777647830599146905345560745312494784001670021921125706096691087664298480024773153474660232365834390812730545298957427794530221372490020392890292371462766168380283246919096599840021389358474984593085343550315324903056384647796329518042238156800000000000000000000000000000000000000000000000000000000000000000000001 = 900583823287<12> × 7475177082889<13> × 2982837243481307144203<22> × [4680899089245513036203158624372760352442751451220336618183228442055150131023361845903423594401581692475162654410694702325002088492938981323440377925669172156811395147749269079178957120631606270110649996234302716013123368256169709288437504319944081872006449945478613786253986845464650567656941187980096054930084651894819892082472226587286668574355364087511267681915878021016845291837952840494023476215510368385990806087318267809519020892130747782423043740412659419056674803142455900463267781647007336376956101171607350855263367425656560449853558817099785783388552331936191580296614697759910124231270042984591720985972040036185697674973129870446636241832019800289277184013396060412635431693069<691>]

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