Number Info
| ID | 57317 |
| Size | 1206 digits / 4005 bits |
| Value | 242392838930312233347948116934013504806803085870319904498828838015452006568753494870357011936451340110547308529047541000803753326626904043578239017069548612646916698963886287717146963397449447257383689834405195399232369508139825271257510056405774563021830115670238847171309695984667401462302634083756424747022644469569395395832900965279393743741105301921746917542781927103567422957906813062886138763180210577544788763436989442410690977989864243733963557422313878697316884805376244151837263390172081600389083494778645322893700962634391528444186184559944678335909542820384393913121963858444593367928267216850597157352177351400674120009653945751162301699170515112917061760916861830554504709871708600480969003476550775170096512749047913481293525280655405756346808555965524252062734043686766440518990792302709127440787134142850548099891260106549370242667293388078399694780773542651089743404377742063186371600204543426829546653556678689745577010071380977334262909075653135658704053454036614849699396728328116518211820119167754797381258938472302228290263926702079999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 0.62% |
| Completed | no |
| Small factors | 389 × 69991 |
| Large cofactor | 8902828047422190908494996618331776876887589765776345482348973256365131872766803211472654340774821621779109702244403182385063658997321104104432928268505936538036590711273097863854877683592350498585355753393236324627428943697088093157240306820416924079068341312272240627460390554976142965068796913027871293588743983189663694764167106658825056564970226319650826848607377948357128948452271188553700524007152391409001530583751860362608170003417047624594097001686257153272511636746841529343793463499368082557698053458090418562214001977793455135167624179662051971350027148932530543612014304830180089181802890516720389108866966384501882522966098055837524380169867418977264089698674142075868980065035486218076330837708909073109124781303975714295603165161095657445594035280317320712543101619006044093990593219594966192340305455462729457059141540987306896956060835735009473483196408860760604711034560193111364468865590960733862501144810380862613919258270443707590274793525716826783496969406041329430544732480225111506691334760585810073533836960539885362795412171872703868389395199140366890359278289874875208891161511437809172600560946157638556466624665918302606589264378060506420601488278019145979804454476501 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
242392838930312233347948116934013504806803085870319904498828838015452006568753494870357011936451340110547308529047541000803753326626904043578239017069548612646916698963886287717146963397449447257383689834405195399232369508139825271257510056405774563021830115670238847171309695984667401462302634083756424747022644469569395395832900965279393743741105301921746917542781927103567422957906813062886138763180210577544788763436989442410690977989864243733963557422313878697316884805376244151837263390172081600389083494778645322893700962634391528444186184559944678335909542820384393913121963858444593367928267216850597157352177351400674120009653945751162301699170515112917061760916861830554504709871708600480969003476550775170096512749047913481293525280655405756346808555965524252062734043686766440518990792302709127440787134142850548099891260106549370242667293388078399694780773542651089743404377742063186371600204543426829546653556678689745577010071380977334262909075653135658704053454036614849699396728328116518211820119167754797381258938472302228290263926702079999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 389 × 69991 × [8902828047422190908494996618331776876887589765776345482348973256365131872766803211472654340774821621779109702244403182385063658997321104104432928268505936538036590711273097863854877683592350498585355753393236324627428943697088093157240306820416924079068341312272240627460390554976142965068796913027871293588743983189663694764167106658825056564970226319650826848607377948357128948452271188553700524007152391409001530583751860362608170003417047624594097001686257153272511636746841529343793463499368082557698053458090418562214001977793455135167624179662051971350027148932530543612014304830180089181802890516720389108866966384501882522966098055837524380169867418977264089698674142075868980065035486218076330837708909073109124781303975714295603165161095657445594035280317320712543101619006044093990593219594966192340305455462729457059141540987306896956060835735009473483196408860760604711034560193111364468865590960733862501144810380862613919258270443707590274793525716826783496969406041329430544732480225111506691334760585810073533836960539885362795412171872703868389395199140366890359278289874875208891161511437809172600560946157638556466624665918302606589264378060506420601488278019145979804454476501<1198>]
Categories
- n!/n# - 1 (index 505)