Factor Info

ID 179091
Size 943 digits / 3132 bits
Status composite
Value 6074977672842561725102445997611750742138912421558097957194614078518651911960043272992442143926026419331417215939282787853468782384543306756389876467369280267137159171509835117508956540593514719794424118768739946741503165151141309509690645136868523922612888955108864200626453579946053048020794704431192656650657791614199320733964885339143298132576204545170003453056358977195791669985415897570493232889383348210508378391679652320904089946392925153340534935885019539801423901368546938585624112874433489827037309437907602515767302331037375228937386840591158033469757246262381416155112076947216062485998494275320790232231811136564373372382871396753961630857492438688897067079653739322298855551321225758225417501839766468952976075065582000601256822540893977452621417356511382874921079309895463353633238428025402792660282553862573238156767307321839534693321385429464672327953149970415128125005711455784533795241727223926137854855238640757814390748787

Factorizations

Primary (ID: 16511) 161379125529070529363563940022253349040025051224249445378347584044584532201078261 (proven prime)
(ID: 179092) 37644135528223734102854816780586103429860043888957492635525572320017921267472101116678133550841290707195090772379397646769955435850992799962053332313624633068637028491801090803128173177760282337223968649898138304096399294548929083022279371651597730353070293885669861525186448930275614016616394573220758902355120068297825698574710388648269793857847741785330212446450486258501304387590276191289265125112078712710246984648743318113975692660450963152535991076188124554480816164703138705483821366863486429339704731784919822598298017990453668372233848256736347747325969621022395518699700182772498396322487805434961872748106263738875517513707568512945896500680021868900972487515294389759242468156328456876811804230220175188985878834264583767914524041217667508952446058781386908441019092714189070544810804072647183548464271796013244529847867504113825490943249362695207367 (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.