Number Info
| ID | 57703 |
| Size | 2334 digits / 7751 bits |
| Value | 171011285574772944713195778859211984976352222820915385288200486703870655040375401735885709699219837874175128158347379405074897918131761144224009760595187460454467350924955878598087231812668240704279695403748820379705137213501360102252485554620391988504104167092563293680373243486840337655167581781767922859214590354300488489067044166281280727083938006005735361954702852604594013365071198437330261554639622363046851746047301322541580019785664861078795045393692015756312841606834954874744003811695312576412591106330358175926815376284563436137473929977104951850533063710770610134746199767719203512657044915436075624058178890510306222524665413990568055151655706723082888562436061626667842769812439598234771214189031266426303389151103304527718907130530045122583978873385244417446435457804058223147232050398503854639263299482537988742172818295506262100484745726536692874763998595479236602151659742120755446945330931518991686797311595610824397920076272697437279398028891053172469438214185680862606277936858419329946591530767227465797976624279946375168788715821944167685998934806656308369844850523842488068930067239832638088010222388456902189504849671666701758265926494342363200299996209745053933414674427514833309857963178487803369535352250924574847507519194375231987738261858589947179339069518578923718566793210562406333239691976413749033682043421549943376772698696556945749667186197780959548581871006942380448920615080830924056086198075356436859766918851268816490280469320266785840666638257010194716700850903463057834270531185104287673523778743782154937700663457310368569563355641948161610890929483143231699836648777467763310315083466244637086173360190356816146870065983231752587689190029300476509387641678011801761787459314849577775187887064010536744126026040142652989216479473637826886512573631637917476860982609698129272041285860230131666734936553698680480047664204312756380456942153865283779877464653850834539427322271845292296079248777476313562642138526958271577477442506731903199084108747625119868884898375369373318995709511058202510759338356453292469677766650074497023999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 0.96% |
| Completed | no |
| Small factors | |
| Large cofactor | 171011285574772944713195778859211984976352222820915385288200486703870655040375401735885709699219837874175128158347379405074897918131761144224009760595187460454467350924955878598087231812668240704279695403748820379705137213501360102252485554620391988504104167092563293680373243486840337655167581781767922859214590354300488489067044166281280727083938006005735361954702852604594013365071198437330261554639622363046851746047301322541580019785664861078795045393692015756312841606834954874744003811695312576412591106330358175926815376284563436137473929977104951850533063710770610134746199767719203512657044915436075624058178890510306222524665413990568055151655706723082888562436061626667842769812439598234771214189031266426303389151103304527718907130530045122583978873385244417446435457804058223147232050398503854639263299482537988742172818295506262100484745726536692874763998595479236602151659742120755446945330931518991686797311595610824397920076272697437279398028891053172469438214185680862606277936858419329946591530767227465797976624279946375168788715821944167685998934806656308369844850523842488068930067239832638088010222388456902189504849671666701758265926494342363200299996209745053933414674427514833309857963178487803369535352250924574847507519194375231987738261858589947179339069518578923718566793210562406333239691976413749033682043421549943376772698696556945749667186197780959548581871006942380448920615080830924056086198075356436859766918851268816490280469320266785840666638257010194716700850903463057834270531185104287673523778743782154937700663457310368569563355641948161610890929483143231699836648777467763310315083466244637086173360190356816146870065983231752587689190029300476509387641678011801761787459314849577775187887064010536744126026040142652989216479473637826886512573631637917476860982609698129272041285860230131666734936553698680480047664204312756380456942153865283779877464653850834539427322271845292296079248777476313562642138526958271577477442506731903199084108747625119868884898375369373318995709511058202510759338356453292469677766650074497023999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
171011285574772944713195778859211984976352222820915385288200486703870655040375401735885709699219837874175128158347379405074897918131761144224009760595187460454467350924955878598087231812668240704279695403748820379705137213501360102252485554620391988504104167092563293680373243486840337655167581781767922859214590354300488489067044166281280727083938006005735361954702852604594013365071198437330261554639622363046851746047301322541580019785664861078795045393692015756312841606834954874744003811695312576412591106330358175926815376284563436137473929977104951850533063710770610134746199767719203512657044915436075624058178890510306222524665413990568055151655706723082888562436061626667842769812439598234771214189031266426303389151103304527718907130530045122583978873385244417446435457804058223147232050398503854639263299482537988742172818295506262100484745726536692874763998595479236602151659742120755446945330931518991686797311595610824397920076272697437279398028891053172469438214185680862606277936858419329946591530767227465797976624279946375168788715821944167685998934806656308369844850523842488068930067239832638088010222388456902189504849671666701758265926494342363200299996209745053933414674427514833309857963178487803369535352250924574847507519194375231987738261858589947179339069518578923718566793210562406333239691976413749033682043421549943376772698696556945749667186197780959548581871006942380448920615080830924056086198075356436859766918851268816490280469320266785840666638257010194716700850903463057834270531185104287673523778743782154937700663457310368569563355641948161610890929483143231699836648777467763310315083466244637086173360190356816146870065983231752587689190029300476509387641678011801761787459314849577775187887064010536744126026040142652989216479473637826886512573631637917476860982609698129272041285860230131666734936553698680480047664204312756380456942153865283779877464653850834539427322271845292296079248777476313562642138526958271577477442506731903199084108747625119868884898375369373318995709511058202510759338356453292469677766650074497023999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 21797348319984205742009<23> × [7845508685934365923893813228172836893665181066223944077961780083753762761013483416805359613252923505556862010769993173453741744439609815522733975732555043071076108696731078875049135391839650007550088079340799907384561145759169148655368206168486034667331870812531003454992870479169119751378145002292717551030069919156200882381869728090166236520936006736044329612194463963371745288904510388475691350583452394243799193531328334085923877085391558396451256636351219677278778450942578306351876576819897969547787384497954978382471028532200792551916912769951303821363988600785549916294762859868909570743051715092115408669901862154799251778538795793853335206482872406167516907622725291581278479453238145569298855434380432294620275447798443277779437659444048983228439750907095456598211662643102375370778231719872559723975349416834937799396815837173921585247254758389404483120289157333908698752633939000213841023240705157859394611053661928664103421407493853585200456543108656873661515189017899142619637312188153883905000653856763789544287744846771145423951191878558952710313932297938604272538422247738866925918397629224039960874447761118231594300806372585451070104011531354777790036721886724952365593868006933524500061164882152449298611018257405145887388387952077816629590427861683392527520548035345553666033756764409886685762322264601025336922102980937472983829617276121187537921265595371106227899210562053030835013188097939364420121009607855016109452746989723058858292346815950516180767193800730108797375894669648987444289618481915020278372562444870668921189708662548013293152429034694836155591297116792604214513630602333400960151028587481218428407811710699043079217472344571026995282435917778084707974421799365703840563102754576926031836202624384775698617147686851263726638431642559572327605524882146157469310311452165559925132826916688582337615287742786459366831962136244558526134592329306638902539505931005217821888313675766013882236398134747155461652636758977708442183308034565817548650149956206156342740595144108294879910908252349963812423587706237389913163707974652095925894248373947279004449159326350056127342898585696068928515623809372217010069760953345387492959273642721403438304513372351439119261761105617352912602496314617233180133155356452166307880182055149976955164566885548011181630377353075193824306293111<2311>]
Categories
- n!/n# - 1 (index 891)