Number Info

ID 58137
Size 727 digits / 2412 bits
Value 1125099353028583191462799144419997238199665654397688802194922009630888905365124246738047149825654222712887250576157311169650981724096251784623256981122811037739023044781158775799876735337623497157189388463400835021847773658816252979116450059192628070248104504798876343910569867035698796015639362118229963194156254537044655887900529092551807756034614764202569656099150087833142309902368327953350129706828500910145132043723065429409465229528939960264167329574288369007892658168817859731499434840236069276191205005752000315656573539420593768640107537524198939532973548511081887565926832832430077850778191733632538307973426114985984000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001
Progress 100.00%
Completed yes
Small factors 227 × 18617 × 129000689
Large cofactor 2063779475860958439670531232705915468407743965863421337260323836784904102052993795549398075138325703284988563996168126218196401829332758648801914028524764885927005900892901181278902015535630934236050614297368020752687019919062599437048363780768263740257759298851839135769606466409106325766262655427152106595448062085527972759376955424320933650402507050876409209270255854338471532397308949532465235573792673212779090953072165731618541178652260576217504178438032369328415491833417179711337354329700169839607871871240513703408323831883173756097133883763149130634787151333389829474326769616530378022093531297111136702100379326608547430009638582819951430801912734875116750010666081986349123729147670817571986222992851 (proven prime)

Factorization

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

1125099353028583191462799144419997238199665654397688802194922009630888905365124246738047149825654222712887250576157311169650981724096251784623256981122811037739023044781158775799876735337623497157189388463400835021847773658816252979116450059192628070248104504798876343910569867035698796015639362118229963194156254537044655887900529092551807756034614764202569656099150087833142309902368327953350129706828500910145132043723065429409465229528939960264167329574288369007892658168817859731499434840236069276191205005752000315656573539420593768640107537524198939532973548511081887565926832832430077850778191733632538307973426114985984000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 227 × 18617 × 129000689 × 2063779475860958439670531232705915468407743965863421337260323836784904102052993795549398075138325703284988563996168126218196401829332758648801914028524764885927005900892901181278902015535630934236050614297368020752687019919062599437048363780768263740257759298851839135769606466409106325766262655427152106595448062085527972759376955424320933650402507050876409209270255854338471532397308949532465235573792673212779090953072165731618541178652260576217504178438032369328415491833417179711337354329700169839607871871240513703408323831883173756097133883763149130634787151333389829474326769616530378022093531297111136702100379326608547430009638582819951430801912734875116750010666081986349123729147670817571986222992851<712>

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