Factor Info

ID 153881
Size 945 digits / 3138 bits
Status composite
Value 292071356307435315140205574471698235035062073417477243179169931368258221258376340198292850224102110844819291129439840792318391165589106332607191145627886018601838474176825637373204162823277295858861737353500339122587596523863727011498742827395009860755392095831881116658297409550682586535935846686128222747472498461100645700876380208851206297844940096655705402725763480694398659847803510708362468486100123805627828863536973746601200020948192410339850418190544107137378701442195504937290496753045736498883114722074015495544701731315905658965835061898124505411785071479290324008192466876909486727416713913152206238047199244565922036829650218429290987731461768220625486878065208806345835867033711745655108619389580461373249069301199418635198434207369983082090841304489091240342543581138670347619693448247669836395083685538916527413303686812077559147877681396697159745367882042713963187200054109350082901150926781279519854817687383572975253485072303

Factorizations

Primary (ID: 152393) 24274869980616021618875753 (proven prime)
(ID: 153882) 12031840192786212462613200773075134825661487625812702173849183567796113836985775748376327011887062677362760648492762398878096099493224887688283983832764935129428652607400477172155418947163615664672471531474018624610821610038789086458146379498672848502020959230690637297036717920099684227952130422000102172192281733958172418701775225154079028932367293989459280221754977454834006357239428452738938385361318638218459299595916967709387752498568832335879685358328977269560903040383769687489069636157703449383211062576689090296541115856627920858501047354821105805567683870917634390104937927341140329584121154772667375173386177382119674755500518941022577296927690799334393766641266526552200099218014283042820978788697028329784390678765481570963600049625266729366832990383064883959794433456975216822631664917838008625918627060612943743021943128510434897520551234714398527653778402991760379257332460575199513097772089167008811351 (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.