Number Info
| ID | 45437 |
| Size | 1227 digits / 4074 bits |
| Value | 227355912849950585372224398471789103380497111873365714174962870186250889921221377133674779151847932996179955323060840188256913669797148941567329899289622839954980433752676061170245867811209920852136742773635142408672154292462689377058279709216725729094846196525918258243319333389342551574174942527330164754015475586876036734008035109079047866929853598226891907890984541285287299406444229461026997431051601794630312541426390915710871650922429548283406691171700917703040647066006728084506774908471316539794207797636640599929389081956056412301219463754169807733566812461403407764391553509214535152320703919331070332755144107129567547542625604340574579758395079797847591942913810516698958392006157975110353148480402986423546330255892860187558959920485061059501350721177659332901538362090435613412945646535690166827668527215232560488615105435000691175080121434193739179326477536664498170209003486284466767977967321613092675977854453408750956964332246129461213162697013283494033090323194836336720353419600656814496111099257927243781927402208022664958683552844580246386763067480262099665861707236691148799999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 1.03% |
| Completed | no |
| Small factors | 1423 × 3541 × 951959 |
| Large cofactor | 47397690682589492152542135230949042074267398725674805534911164353325753076941315623237130042664049823378431470750550467756295228853169583876231989363040989710719612014102291191641746675481352471493012930090159126462926518622357295676066201299969703213959829530594344693124303649732057082131334835994885119074694935906481774344572498199018440434720191940740590679543362055210980912860345006005432821434268394123555532394923605825946191992328175269840899037876240518088923027959319583038295020873703775262512881123004531983153342397587152013049930884418323061617358464331023984952226866331637899953789434731786736890808507447168461264536917503391081440332127378027080050137788369479033386379157360173598184775018931867710654892333976445544142938167254576839543624535993240356415526185186000298872112629241805421536142904766249388319576078771489017746070637704842477363002157231569311549153984270935449984883413076138113256884953789326363260542575556130438208049702934683862435997897295032114316111143643894084196764061820909855774576398502999472813949052687025077260138052283345616002717101136521850858261649729412549448829761863636174555065977986486935974788995504057718961004766870577260812159010959484865426445627 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
227355912849950585372224398471789103380497111873365714174962870186250889921221377133674779151847932996179955323060840188256913669797148941567329899289622839954980433752676061170245867811209920852136742773635142408672154292462689377058279709216725729094846196525918258243319333389342551574174942527330164754015475586876036734008035109079047866929853598226891907890984541285287299406444229461026997431051601794630312541426390915710871650922429548283406691171700917703040647066006728084506774908471316539794207797636640599929389081956056412301219463754169807733566812461403407764391553509214535152320703919331070332755144107129567547542625604340574579758395079797847591942913810516698958392006157975110353148480402986423546330255892860187558959920485061059501350721177659332901538362090435613412945646535690166827668527215232560488615105435000691175080121434193739179326477536664498170209003486284466767977967321613092675977854453408750956964332246129461213162697013283494033090323194836336720353419600656814496111099257927243781927402208022664958683552844580246386763067480262099665861707236691148799999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 1423 × 3541 × 951959 × [47397690682589492152542135230949042074267398725674805534911164353325753076941315623237130042664049823378431470750550467756295228853169583876231989363040989710719612014102291191641746675481352471493012930090159126462926518622357295676066201299969703213959829530594344693124303649732057082131334835994885119074694935906481774344572498199018440434720191940740590679543362055210980912860345006005432821434268394123555532394923605825946191992328175269840899037876240518088923027959319583038295020873703775262512881123004531983153342397587152013049930884418323061617358464331023984952226866331637899953789434731786736890808507447168461264536917503391081440332127378027080050137788369479033386379157360173598184775018931867710654892333976445544142938167254576839543624535993240356415526185186000298872112629241805421536142904766249388319576078771489017746070637704842477363002157231569311549153984270935449984883413076138113256884953789326363260542575556130438208049702934683862435997897295032114316111143643894084196764061820909855774576398502999472813949052687025077260138052283345616002717101136521850858261649729412549448829761863636174555065977986486935974788995504057718961004766870577260812159010959484865426445627<1214>]
Categories
- n! - 1 (index 534)