Number Info

ID 40417
Size 752 digits / 2496 bits
Value 12123484627574232376882658676528596931217308121266408937307220638136505854785087372120410508150285301087176056436324443880942835204890895666190558418347749563377227203749566520862077950922294575244959003587792909049411265573468244515158034682006902229612737978832324174891127561361759012605859598817404355637825319406698931063953803826543536650329318624704353231090006081387943465822819044581683512657616448576442153327201416812854264905659484594624727573769566431925470504455696205716904442635556128756176323425346859725901176525190678016139366951494733869405468436833885217675027227945009021673309847928792021294538775741878010798366332957337726763953282769621532345674000254442814518412269363321044426258994912822137535415477166978652288149015790625
Progress 100.00%
Completed yes
Small factors 3 × 55 × 11 × 41 × 101 × 251 × 601 × 1801 × 4051 × 7001 × 8101 × 28001 × 96001 × 268501 × 3775501 × 37177501 × 229668251 × 831172501 × 14321535001<11> × 269089806001<12> × 619324035675566251<18> × 1277297679372570001<19> × 4710883168879506001<19>
Cofactor 1637548190133919902309596420964639755348157462090709805287380666084179264866601944178789982573215408329912166927597608001424701440569567011056145063367098333205840122305729451019555877030239986188100342117760182492879278763624706560965687070743749069012401994228703973236927526171557460768923134666803826479016024488151679021707466684989571145291225384349840587811678070629225496925948675867992612036208407649335927218983576681812446262130730093466406443749142648713632609873432081892338090154048240759789130379472995549121109753300594051740363157683139503098572688622909163221073775052580842258806501 (composite)

Factorization

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

12123484627574232376882658676528596931217308121266408937307220638136505854785087372120410508150285301087176056436324443880942835204890895666190558418347749563377227203749566520862077950922294575244959003587792909049411265573468244515158034682006902229612737978832324174891127561361759012605859598817404355637825319406698931063953803826543536650329318624704353231090006081387943465822819044581683512657616448576442153327201416812854264905659484594624727573769566431925470504455696205716904442635556128756176323425346859725901176525190678016139366951494733869405468436833885217675027227945009021673309847928792021294538775741878010798366332957337726763953282769621532345674000254442814518412269363321044426258994912822137535415477166978652288149015790625 = 3 × 55 × 11 × 41 × 101 × 251 × 601 × 1801 × 4051 × 7001 × 8101 × 28001 × 96001 × 268501 × 3775501 × 37177501 × 229668251 × 831172501 × 14321535001<11> × 269089806001<12> × 619324035675566251<18> × 1277297679372570001<19> × 4710883168879506001<19> × 47970133603445383501<20> × 94291866932171243501<20> × 5519485418336288303251<22> × 232983411264923603130001<24> × 573759820507018639639785001<27> × 983262166270913562877993411320001<33> × 633746672116596658276533517443227501<36> × 18152902839291497575027462639977160832701118299213751<53> × 246053469753590746981511859818675718355368494592178751<54> × 23072017280360209143853190404178284560740949254655131346786858037350918591251<77> × 167151693059203651258538223678521800139589649629368247829683865124002155584217612884019447563002501<99> × 45712845832064476909251288412537780542141386629649967711230003222863831555000707453689906421700439212068044560931077031315106846707799052501<140>

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