Number Info

ID 57090
Size 598 digits / 1984 bits
Value 1350071961040911280722502442946832373156987655104365352383369098625216978520990598965924625788141296664373019379333259435360645923757302429527655935049165847514660054825677572933748503804926243312730585385772160970613138765640152496963214183159325737945750390198375881120415892473897728876709388351748452930350580995866278270468133176049523393084377637787483429232818073336442181199077435557857604987136198667327466343664570858924928343969009094424459501864932509444481362026359849056436012106649307262378625833369599999999999999999999999999999999999999999999999999999999999999999999999999999999999
Progress 8.68%
Completed no
Small factors 1201919
Large cofactor 1123263681696446499907649719279612330911640181330327045652301942664370043672652315976305080282565877288214113745879097872120039639740533621257053041884824058455403446343453737675956952011679858054270367126047729481448532526434936544778154087887225127438496596025502451596501837872516974002998029277970023712372115754777383725915085106441884513918473406100979707644872968425028792455296434749644198142417416371092782744647992800617120075453511504872174831968653885531788217031563565478568865378323586915905835445957339887296897711077035973306021454024772052026800474907210885259322799622936321 (composite)

Factorization

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

1350071961040911280722502442946832373156987655104365352383369098625216978520990598965924625788141296664373019379333259435360645923757302429527655935049165847514660054825677572933748503804926243312730585385772160970613138765640152496963214183159325737945750390198375881120415892473897728876709388351748452930350580995866278270468133176049523393084377637787483429232818073336442181199077435557857604987136198667327466343664570858924928343969009094424459501864932509444481362026359849056436012106649307262378625833369599999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 1201919 × 145379896311871420519<21> × 37468172944062592028618627<26> × [206212432952075532089433368001293690706878396260766871953517683691553259653470284949594592529251221686202758278280195802213688614694577698791872736899344370469307119553790313718372832119083941746623138474121277067142319768892806504839787704472322507930926348374452627701301618384074728584933276943517347481644786371104493435721650983647734911251016133720431160928307983899423452561824656803369434215275392636141844819870991685255201169941179526586922891743520698431108221567852095337060649371574326264023309376795254982625849712072417765698313117<546>]

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