Factor Info

ID 57025
Size 944 digits / 3136 bits
Status composite
Value 73046147702507166549408943110537402390724818641711963298937193348442054148976793121242597741129391616476112074277663229412503773577735960938122897794714265653647148720235986437702593212326415168682940099798390777044953591639836035406055031505596496075156970511564773835074078835666076814123365330400978543188625402332791201265238799312000739130843006493891367766107505422556026350323665726839191688683409973766655733275904729878106507642098754932331492071193352266349293417724494870743715747429258285071895604548209212845613653229172679748759501102000475725248311228060762121031934479665297007172377189239209112034517336093877716062097471030085988427968015823737671394034211859060042491793850811789414302670102174537602297921571182972422887965985234735592887794609729755976040281389627627319008371621870578512249463867397636218332400549424312030125299550123820246093800280368677910553135435084024993011749669562868039315439640383002513841980941

Factorizations

Primary (ID: 55353) 6428231657169394351137985039 (proven prime)
(ID: 57026) 11363334677125230716465691604897812440372587039731745852753938243518652911623208250061422950338860076644109100643247312803644162309372613527286890624063981501667471164120620756907221335362094338959488485638439016704723147105025115563970550023761858043395465741515581190980859850282442242827474608121061546722223594892704963368378462048905186250012475049163925733306915577172219991855425561431940831590830944360464477954717477238612810644109357803474551173976141953535064780689336735262559956138191419631960720409724639039550162287835991468055084195775486657656917369099015539870735852629069934184727951290859015663479151641252767805777614959679325401916995149078802513014140524634548609107325416061704879827023733495297872721813151537260546852431193927340818361011136959873720531734046043737348150580572923044349045625206372052898571530782052555713251231275847514042341947414375233189828960316520176828094565998006819 (composite)

Primary factorization keeps track of the smallest (known) prime factor. Secondary factorizations are old results kept when a new smaller prime factor is found, which occasionally happens with ECM.