Factor Info

ID 220872
Size 3267 digits / 10850 bits
Status composite
Value 116748405280965012529645798550029736974557959550297342523927249875661044379650866773555225467233391857368201696068209030542713414875113698462620223135729477640991558587465738738595864657143024048569895024282699578083873040503300645069973655868962382081417936573092234867114082467065163980968247440891420543122055837603366505085629944585863444854992812511869012932488950286571633105550287495302681825578972153048713888587951631375525011203441635169602145083316706002705928978162908846565417772908901060937081810354735391889406813154204156674968375663609877066846124929614078323592690426527863118306289888699253636292116692045516255927167087492402394202332830335931711331902230533038900925090128100446437529973409921689051828617579843069158908679765952485696152679517875387155873782569254982604751776329619102973580179012463493890748910192153095168860349009810372254768930905742880596969763809219537120664904751207256627397177531660727910508886100601224875772960111730221213288579335823297596138700218537437230035095786714491931930767388856583698422686019690916727335362237935774298854262412158842448743017205935631036199227727271155561065081714524493748221474657529982325187086547014607650105035734053348963608167806018282203636243527669980275293731043482695017564672271195471737101957667134012190251231430474099012731641022686369890483760736091023552415367492110485545838053986646486876392255610308837859365503261284823020279625544788571190655010544983390588886786363494213929175536221273481849825431130563053691181542200466057316312551856183684095904163181847849692592960576308799811317374315703815935601649556228635841344533325953129531033154682108527298826211832301465202760551303582252637059083622418838725504375710727463023451343697751555973027885122180033798316989326253001354426422892915296305832393057447823776722083650124230893014782521088478903475945165125660121653794099780073879318617642791414743599328566053067627740808345972838477725308463604293131652619030263560152802724455855864710438739469239582769419956601355479923079726761395418518392680947946161767460321465620655970064102275312902364937529305618901558945595081392606342205263390819409754169683135381410285435725226124122869891769637486858728019550050118515544296881875918717784594169809981218617592587617498694900831958910840786987668996706789167376166219931088474782564071832313747749600666042264769450334521874970448715002228604283024600196876982967976881246448117020699884840113975810846986114413024686546583928978472693327725462435771692146159955608308916741176859758357914269171496927364035769078596237085439599798452759718535727852967087320146738513928550712298964246231025304655810041784286810555082504584316775670039943163483870302052303986796531395725740024923887274466514430496167025695490282888122211057429351609934643634301778081312096591376082289853313717696203485854101654980864309522172120436810420174528992145039394647279684978997306831067623196804291870584711709738740611602724696982270469073468861425682916340690427470202905611037789139860907324577237992757335270266743122398814114343432529582241748141063840264931947784860524770318364190899931364494978940544277357383169708345464577262951634327158154012527353794029790180433228545668693422296289989909288705736149812540252063

Factorizations

Primary unknown
unknown

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.

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