Number Info
| ID | 57376 |
| Size | 1372 digits / 4557 bits |
| Value | 3298205605589676063935887862969484596266495129154349566213505002403027890117752628515057227002984412406339488097150897843157388915072589183257520564854230270008667431161050406177378240284615480310220825709912829176037385644857473085111539476486771423840638354575055252908271937739594201823819682377085858289646923835252795058545039613846295899087242899154960158277519770617823055588347134254271511939765273551072971552280013401189807941899810905555698559799440676880134395692153725156245745562270780428128264332952472765889278843834621802247424120212029853151505733589377016842380194320982822926144897301409003087582972572637286214934229171686566660425680801647448466881661707152459783108511862490234928149922274220915471941568269898082101607603210102759629618054659931683665498194723754761888937078598450840196090557577283739038527372404187971090676223054817319132482060724713851488594863303027813672656169919507676548353879478518603702022508139945615543709378457524310032859496893105074783085439152720238212600475789140748792979780084537573368705588932133415453860716268340038117143490733523941502303746678575426263304917277718039293991333427783756357363584417196049553620648258836009055463625384263679999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 2.29% |
| Completed | no |
| Small factors | 3137 |
| Large cofactor | 1051388462094254403549852681851923683859258887202534130128627670514194418271518211193833990118898441952929387343688523380031045239105065088701791700622961514188290542289145810066107185299526770899018433442751937894815870463773501142847159539842770616461790996039227049062247987803504686587127727885586821259052254968202994918248339054461681829482704143817328708408517618940970052785574476969802840911624250414750708177328662225435067880745875328516320867006515995180151225913979510728800046401743952957643692806169101933659317451015180682896851807526946080061047412683894490545865538514817603738012399522285305415232060112412268477824108757311624692516952757936706556226223049777640989196210348259558472473676211100068687262214940993969429903603190979521718080348951205509616033852318697724542217748995362078481380477391547255033002031368883637580706478500101153692216149418142764261585866529495637128675859075392947576778412329779599522480876040785978815336110442309311454529645168347170794735555993854076573988038185891217339171112554841432377655590988885373112483492594306674567148068451872470992127429607451522557636250327611743479117415820141458832439778264965269223340978086973544486918592726893108065030283710551482307937519923493783869939432578897035384124960153012432260121134842205929231750079693975135479757730315588141536499840612049729040484539368823716927 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
3298205605589676063935887862969484596266495129154349566213505002403027890117752628515057227002984412406339488097150897843157388915072589183257520564854230270008667431161050406177378240284615480310220825709912829176037385644857473085111539476486771423840638354575055252908271937739594201823819682377085858289646923835252795058545039613846295899087242899154960158277519770617823055588347134254271511939765273551072971552280013401189807941899810905555698559799440676880134395692153725156245745562270780428128264332952472765889278843834621802247424120212029853151505733589377016842380194320982822926144897301409003087582972572637286214934229171686566660425680801647448466881661707152459783108511862490234928149922274220915471941568269898082101607603210102759629618054659931683665498194723754761888937078598450840196090557577283739038527372404187971090676223054817319132482060724713851488594863303027813672656169919507676548353879478518603702022508139945615543709378457524310032859496893105074783085439152720238212600475789140748792979780084537573368705588932133415453860716268340038117143490733523941502303746678575426263304917277718039293991333427783756357363584417196049553620648258836009055463625384263679999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 3137 × 6964584620502265978887156091<28> × [150962120411199952706819234657961254124556801084683848148387927540951923135310751198895499784510590256849760462908533034909559143703910164572854840397928487299529788256594085396737135051270489406342295264109027882819498286332131414932980649693552126331712442723178212213601005791985431382043538915124370635247415571455552654722070560552994683521217843763289673775725047133136241948714561342319248170543650847179488144670014999467460592352941899223099935859156498846478720904196149754553036328732591449168637870595444345726448389579951390392500393602224946264263403000818948159691123275618242639714271809021586601955533273377944331926366963888890175662049237188823133583633289188934373278954641816450450914387020009073531058404613182891875524120630315989122512675392110567806998953412983784865811764153802431761799317811351047879817253464316085406736770955393476908014179828770519533354157544724369236518685086262035798531574944891817767615429664684449312974405711812558417838753319302703060823211664832963403476609049050080421601936060189098115319796517292802700868304079877360672046872024445983470542998709011687474281017110078100169668481249232053858050482326400015065319204136487702991170528170006190019374008428475190532387863458481541119022445460952097326361507503923088051991023110714242309108942619476658276493810692005774017864637197<1341>]
Categories
- n!/n# - 1 (index 564)