Number Info
| ID | 57605 |
| Size | 2039 digits / 6773 bits |
| Value | 47796672634710392245364961567842564731806545716313020725020816326918838835183106678347631253280786034212936791754978253520208600853539891385453613902165551315444664019566947728544687475550074840912107980483241231227013266639168039435728788355774561359446335042459641547931930726001194339911147608257619599631790471422446309525196566150306525491720439856998151575308594961964659479153469119803191487305488586865605701331636070613026540546292382170310056342592526054563953262035374475662623730467706377179305673724394758027394022248692194614197165489850649717146801861468792693608252882102798908824563965609301711563047610573185760345184903125731200524508137928646841449060504918865263881828890470757897849503167735462893344860498809413551107585337634192287229186726963001245193900912163142123895461117731496795261039832079662861158418811367240749638325731624779494529729450790605835649684826439557153692273465291361523544418549615851605610529432860886992547758050419605285929282969261843101228576950225816036947234727922556287102838125248888757027190681351262421351211250085677443787851029549992648544810963656790761731445148603502472866685602167458678204207758695930313329126198778258124587181145900097822415262857572039338556099586958307186789601271719789228017552273347434621207814712407128350165651053431767823321082348963933994991573061619344118562252421909539906570822167032288040169103026447592071912755380604791566321526541036853650861927665110668767091785721245447889518655725899801289345217802150888265140413383163574366737626678495663279484246423439203436719560038531578400494827922630798077063474363088551229780681178408814730381486880885319539499342234404532390340647564124885608687630228941424021593584980842993317512614207487369518529075053803939151976616458550100783797243591036077971865599999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 1.08% |
| Completed | no |
| Small factors | |
| Large cofactor | 47796672634710392245364961567842564731806545716313020725020816326918838835183106678347631253280786034212936791754978253520208600853539891385453613902165551315444664019566947728544687475550074840912107980483241231227013266639168039435728788355774561359446335042459641547931930726001194339911147608257619599631790471422446309525196566150306525491720439856998151575308594961964659479153469119803191487305488586865605701331636070613026540546292382170310056342592526054563953262035374475662623730467706377179305673724394758027394022248692194614197165489850649717146801861468792693608252882102798908824563965609301711563047610573185760345184903125731200524508137928646841449060504918865263881828890470757897849503167735462893344860498809413551107585337634192287229186726963001245193900912163142123895461117731496795261039832079662861158418811367240749638325731624779494529729450790605835649684826439557153692273465291361523544418549615851605610529432860886992547758050419605285929282969261843101228576950225816036947234727922556287102838125248888757027190681351262421351211250085677443787851029549992648544810963656790761731445148603502472866685602167458678204207758695930313329126198778258124587181145900097822415262857572039338556099586958307186789601271719789228017552273347434621207814712407128350165651053431767823321082348963933994991573061619344118562252421909539906570822167032288040169103026447592071912755380604791566321526541036853650861927665110668767091785721245447889518655725899801289345217802150888265140413383163574366737626678495663279484246423439203436719560038531578400494827922630798077063474363088551229780681178408814730381486880885319539499342234404532390340647564124885608687630228941424021593584980842993317512614207487369518529075053803939151976616458550100783797243591036077971865599999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
47796672634710392245364961567842564731806545716313020725020816326918838835183106678347631253280786034212936791754978253520208600853539891385453613902165551315444664019566947728544687475550074840912107980483241231227013266639168039435728788355774561359446335042459641547931930726001194339911147608257619599631790471422446309525196566150306525491720439856998151575308594961964659479153469119803191487305488586865605701331636070613026540546292382170310056342592526054563953262035374475662623730467706377179305673724394758027394022248692194614197165489850649717146801861468792693608252882102798908824563965609301711563047610573185760345184903125731200524508137928646841449060504918865263881828890470757897849503167735462893344860498809413551107585337634192287229186726963001245193900912163142123895461117731496795261039832079662861158418811367240749638325731624779494529729450790605835649684826439557153692273465291361523544418549615851605610529432860886992547758050419605285929282969261843101228576950225816036947234727922556287102838125248888757027190681351262421351211250085677443787851029549992648544810963656790761731445148603502472866685602167458678204207758695930313329126198778258124587181145900097822415262857572039338556099586958307186789601271719789228017552273347434621207814712407128350165651053431767823321082348963933994991573061619344118562252421909539906570822167032288040169103026447592071912755380604791566321526541036853650861927665110668767091785721245447889518655725899801289345217802150888265140413383163574366737626678495663279484246423439203436719560038531578400494827922630798077063474363088551229780681178408814730381486880885319539499342234404532390340647564124885608687630228941424021593584980842993317512614207487369518529075053803939151976616458550100783797243591036077971865599999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 12808333082531586610061<23> × [3731685639866519371193770213570284405976140763917753412987204737708120896375100064139106149698693081172947165254878102980434998266419379649440422331903013095958475377573312026002678676368224931116455859386675748921854109124580403222792291487781433056015713071265961719563283545608339770261688888344442014458235261438839827122517958045205364378723915044758673010252309028030932669076314687644595924507644199207158848540785591231089300274797770391466603946634603700297523269199757625718688992005171720838460258560575731019883545371978899833463342226046553570888124477863117156663805972969105929080153284671393053565682362451050231415705245910642448108010198607377190379608330768001700659392022966298810370020897734402501639791562521250082578097938003052698023276609176431137789963285604003341414008007339444630809168931406261587218417277620638396717970224186802548891859845014797831798042523505072512467527197669948647747988936163078708199811061885673596376205181277814929920201254366491422195590728391585969839333520485051982358232089074251651654473975220738279577750917975326554427179466197034124290074583651672424205558822473698337992344334346112263989210205738102785495632832001881978205051771836320961900465305566560550402106505038401456785503747308058903974390637752590355545435163417085139711835548512989131030715800631860679126221736507132680617573979598424683972800389356970178397942629775464433654681926293024080808504727310746250530129277352844462856052658785783162101172419086955923775461360995184654092578024631181427341631119500399498880761903494504707696361159576616956311782074314916391771003849930982103811663697412511936631832854404567042801803759922326326499835337398342579283444427996815789839019933930555671813521778190276378410558676191989603195625648938318390028743917888284252241582612884405222902455135129897053331655101357201926857814335799406657535630841461079302111998583448455560336981052703892979176847296262531852508420528397062362705035033880361044180666677472124561172277083331310262459<2017>]
Categories
- n!/n# - 1 (index 793)