Number Info
| ID | 57370 |
| Size | 1355 digits / 4500 bits |
| Value | 31509574556279647880167811458797681308460457532639466542433852336570748652606885984644248843417101833794722879159902137486098786849102943918580260083837002013968424634427990898767253087372310433905597964487766638108769835193984743895248601792554359236684208776429455913875704319514762630757404014066277513376798307636725670071735514395611870170010325291997885689126179395543882118985764692597267475860811052348530610201392926677000917294018735620822793539380462312210537086395293634296685281274556079723272032336231887383959877352447307855194668251003722570123899616610250238830913997218444572933237180788418852611364305872761976372288205774496391365671757907188926939195096287172409302279463347888178891796658266842639821517351553857671597744981536942556772608817925877776125364023446100611594661099426489059626458222837555694173623836805859445228016308743712821826067279166479549821964939485251896206086727144915365440636749081840532381359702839683472434854064745937797397122493962535139132306413482655340632807031565451846987390949388553518394403603040998369435825552345750840706985658723346521183410750624485792109190926476643508257124188796165680425601571685507112925535127006609407999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 5.36% |
| Completed | no |
| Small factors | 3511 × 161123 × 268107649 × 7914533426220341<16> × 153990065258036443<18> |
| Large cofactor | 170461751010912200209250466767583824952346566966006285427550966060879421261378441074222452550734357271622101545492848300450068480392861966003452813766763912604897945355102000801485013339779966548549020129957432134251983238216068582248566894190003830512383657004609247944865860970670207240535535029400649083139358722297617224044254383726747571773799816100012028293903134791791863211941175234737986671503231479043934870616950218571660732880643290196613077427515594648462218694157375045666131455936284916509846349069112445726668919377718145831761059142040995839865975952380846710184687880461263557125491891741648054923601218426232004498132231172751887696827764436790068524795533633658744526281065996819338206303776611066490298788845967364393202640906516862005169638623787113035364534066496670344008633499657889993521516206659752502217936780824200095026342912707830073039931456937502239657791077108465491659904109589878026176263155060939757015753510767688771431861598053980164345904745665666233525576290219584298057548129780660219063638183385564793964842986587495046548292772981404557504073260343875188684808803274390447958578077669791456144715591736096292885336413032062449909127972650608018015532644100769530540474454074817607515304603065186002129610733945505766248766759001368757673956467256845037023421509 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
31509574556279647880167811458797681308460457532639466542433852336570748652606885984644248843417101833794722879159902137486098786849102943918580260083837002013968424634427990898767253087372310433905597964487766638108769835193984743895248601792554359236684208776429455913875704319514762630757404014066277513376798307636725670071735514395611870170010325291997885689126179395543882118985764692597267475860811052348530610201392926677000917294018735620822793539380462312210537086395293634296685281274556079723272032336231887383959877352447307855194668251003722570123899616610250238830913997218444572933237180788418852611364305872761976372288205774496391365671757907188926939195096287172409302279463347888178891796658266842639821517351553857671597744981536942556772608817925877776125364023446100611594661099426489059626458222837555694173623836805859445228016308743712821826067279166479549821964939485251896206086727144915365440636749081840532381359702839683472434854064745937797397122493962535139132306413482655340632807031565451846987390949388553518394403603040998369435825552345750840706985658723346521183410750624485792109190926476643508257124188796165680425601571685507112925535127006609407999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 3511 × 161123 × 268107649 × 7914533426220341<16> × 153990065258036443<18> × 18802511564423921283023<23> × [9065903266531769535506289253874352998534254424630526293101493167201654812075255996035548991919970800633260190960289952645540751718655260889020697386577151366924586050437216581908147699000055459104385178698340082180980584530676267518984843240035727535297112876036354093899754518581669023217820380906503427122046747949405627087732270361148026508336800251275913914155419613309601996319667320223362856752960713236636050357584148384123734011546264332394738069025559608167827314289442472924849878381419439642192766245708364038993588932586794988756291023978224215169978697505074547109410743048613157017007114962793373943596750787565129385229486771216879781278229405210531155209077530495340267603900883943300862188094048496871934304906971436113260705294794547452113480036400445153069666827122555336286227336381023766145979794921661734426007957252232716314789927815214077242611307884389791404813438410854506483143704609385037759191101370623476374003114684204687414403939653011952576901712751575873908169454701009252549841857317670469518014759225384575587019568854128821081736747986371950014058390586559680355483171239523522905125147066903932658989753640500032753339513066553072124574214734807449387274332882290791614169558186495926104684309128518807020448786374367565150653275799921602362283<1282>]
Categories
- n!/n# - 1 (index 558)