Number Info
ID | 57437 |
Size | 1546 digits / 5136 bits |
Value | 9470423109130181876502241825221095838654092045953852941918951744517154592199609282413026050438918977393245124005652759184191595568945530455384480286374467397816449285960123319607929827872317096439437548621228984825018313253811102573358984731387625007111596350236422245572813205249197007460851314308292283174558372918684147670593707523719340283026181351964059366849616810909346777136912243911271140040754586665852846751315597518797336028532396054904397950210901026677472237116589324299356054853885742650607413691737652623329345579102998729669812698347601543832281146490909980742545236443763579036713147871895303787549013499595827781508724721100975271656756333506573159877157597932173387209292434849979588634779620449675842870617349512589863731621399539652956713056453408754338944519112322824361112542903930747914145341247329450916003285753323201846588720098130644293901361625305237236766234026635509425477786321645545814082768612809942489426991334558562464198187614809025942520006923029098810931309897980983801415577879407477785592294208504643442322598554159542030627492851054311965471535024504283969800017164594290284702524237311215451195347058770478512690838258063270800075068698349063550316796561390236150897390457666495831667441645165045995944969211000679518442191206163588034253050756103113390527026730179378302802909459306242393735816951239553422930739199999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
Progress | 0.00% |
Completed | no |
Small factors | |
Large cofactor | 9470423109130181876502241825221095838654092045953852941918951744517154592199609282413026050438918977393245124005652759184191595568945530455384480286374467397816449285960123319607929827872317096439437548621228984825018313253811102573358984731387625007111596350236422245572813205249197007460851314308292283174558372918684147670593707523719340283026181351964059366849616810909346777136912243911271140040754586665852846751315597518797336028532396054904397950210901026677472237116589324299356054853885742650607413691737652623329345579102998729669812698347601543832281146490909980742545236443763579036713147871895303787549013499595827781508724721100975271656756333506573159877157597932173387209292434849979588634779620449675842870617349512589863731621399539652956713056453408754338944519112322824361112542903930747914145341247329450916003285753323201846588720098130644293901361625305237236766234026635509425477786321645545814082768612809942489426991334558562464198187614809025942520006923029098810931309897980983801415577879407477785592294208504643442322598554159542030627492851054311965471535024504283969800017164594290284702524237311215451195347058770478512690838258063270800075068698349063550316796561390236150897390457666495831667441645165045995944969211000679518442191206163588034253050756103113390527026730179378302802909459306242393735816951239553422930739199999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
9470423109130181876502241825221095838654092045953852941918951744517154592199609282413026050438918977393245124005652759184191595568945530455384480286374467397816449285960123319607929827872317096439437548621228984825018313253811102573358984731387625007111596350236422245572813205249197007460851314308292283174558372918684147670593707523719340283026181351964059366849616810909346777136912243911271140040754586665852846751315597518797336028532396054904397950210901026677472237116589324299356054853885742650607413691737652623329345579102998729669812698347601543832281146490909980742545236443763579036713147871895303787549013499595827781508724721100975271656756333506573159877157597932173387209292434849979588634779620449675842870617349512589863731621399539652956713056453408754338944519112322824361112542903930747914145341247329450916003285753323201846588720098130644293901361625305237236766234026635509425477786321645545814082768612809942489426991334558562464198187614809025942520006923029098810931309897980983801415577879407477785592294208504643442322598554159542030627492851054311965471535024504283969800017164594290284702524237311215451195347058770478512690838258063270800075068698349063550316796561390236150897390457666495831667441645165045995944969211000679518442191206163588034253050756103113390527026730179378302802909459306242393735816951239553422930739199999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = [9470423109130181876502241825221095838654092045953852941918951744517154592199609282413026050438918977393245124005652759184191595568945530455384480286374467397816449285960123319607929827872317096439437548621228984825018313253811102573358984731387625007111596350236422245572813205249197007460851314308292283174558372918684147670593707523719340283026181351964059366849616810909346777136912243911271140040754586665852846751315597518797336028532396054904397950210901026677472237116589324299356054853885742650607413691737652623329345579102998729669812698347601543832281146490909980742545236443763579036713147871895303787549013499595827781508724721100975271656756333506573159877157597932173387209292434849979588634779620449675842870617349512589863731621399539652956713056453408754338944519112322824361112542903930747914145341247329450916003285753323201846588720098130644293901361625305237236766234026635509425477786321645545814082768612809942489426991334558562464198187614809025942520006923029098810931309897980983801415577879407477785592294208504643442322598554159542030627492851054311965471535024504283969800017164594290284702524237311215451195347058770478512690838258063270800075068698349063550316796561390236150897390457666495831667441645165045995944969211000679518442191206163588034253050756103113390527026730179378302802909459306242393735816951239553422930739199999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999<1546>]
Categories
- n!/n# - 1 (index 625)