Number Info
| ID | 58745 |
| Size | 2471 digits / 8206 bits |
| Value | 11610509754821800446014499161503364553923085742842189344562254351164617954573249947053708949925858915324695067375798847359253531442668261915363415646515002165975434759538791937532018867733110817333551234275648933907700993404206522365247080000431873680965836315500101251070161595722074622809595440697656185799374722783169143608047424901288351795682857867875904162264935998547084816846415146161155674448928434920497199984343664855248357617310005389717502902598487899899177773148625559960009455836741955052246853766153696541430753483917613293870341040882177744087838882859314882530986047355937298398929197205762644152603017986130151786259261628078991060319012582801890649382845842607950243093028723368301273038050171020343820152865643635012677611283924474289934852442028815680381381879396409821349335095015669407213587909365624979022900117546751314361578292543504972072929444142458951446398265509507247849427027451790807085212848155654081147055661144965208348119323931104893843804145832821465366004447025448727276713680272486551592421620582479197469620515410604987267786735567590416733846741511925822525105852975773565740029926845953182400747055693422473370338735145351755051562821411519352204755387327222463849250269689853760738553159348236421212416276158702576890283018027640108941896514191089560110766122352675163227315113273798836141693061184831260779390643194127500904812503609691138201903311656080766078910631840336996397927610875424157541488000694521314138970200674514295959128030391502938391913551498607798095770913531131233644083367244334700302853422115580547356378443663493241734390402847627805653720448421659586110188659351948090623983158431226035093419829301053195788806970175656593304333890308746676287026642519876039013000280669109969104029021288392395039723964432663838639640989629121608652943848820790099441794839311478977109094910855019713087962325158267828284841814953023215141003819064529269065050824516352979186159786101904298967982907871060201582833022848505719699894238904895632565909907518874276320967799678542943892728752882032580717054917057364989870619550821532234194660279699512879237506297042390709305421402305526054936491124317742223602432123744162385694233819348992000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 0.00% |
| Completed | no |
| Small factors | |
| Large cofactor | 11610509754821800446014499161503364553923085742842189344562254351164617954573249947053708949925858915324695067375798847359253531442668261915363415646515002165975434759538791937532018867733110817333551234275648933907700993404206522365247080000431873680965836315500101251070161595722074622809595440697656185799374722783169143608047424901288351795682857867875904162264935998547084816846415146161155674448928434920497199984343664855248357617310005389717502902598487899899177773148625559960009455836741955052246853766153696541430753483917613293870341040882177744087838882859314882530986047355937298398929197205762644152603017986130151786259261628078991060319012582801890649382845842607950243093028723368301273038050171020343820152865643635012677611283924474289934852442028815680381381879396409821349335095015669407213587909365624979022900117546751314361578292543504972072929444142458951446398265509507247849427027451790807085212848155654081147055661144965208348119323931104893843804145832821465366004447025448727276713680272486551592421620582479197469620515410604987267786735567590416733846741511925822525105852975773565740029926845953182400747055693422473370338735145351755051562821411519352204755387327222463849250269689853760738553159348236421212416276158702576890283018027640108941896514191089560110766122352675163227315113273798836141693061184831260779390643194127500904812503609691138201903311656080766078910631840336996397927610875424157541488000694521314138970200674514295959128030391502938391913551498607798095770913531131233644083367244334700302853422115580547356378443663493241734390402847627805653720448421659586110188659351948090623983158431226035093419829301053195788806970175656593304333890308746676287026642519876039013000280669109969104029021288392395039723964432663838639640989629121608652943848820790099441794839311478977109094910855019713087962325158267828284841814953023215141003819064529269065050824516352979186159786101904298967982907871060201582833022848505719699894238904895632565909907518874276320967799678542943892728752882032580717054917057364989870619550821532234194660279699512879237506297042390709305421402305526054936491124317742223602432123744162385694233819348992000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
11610509754821800446014499161503364553923085742842189344562254351164617954573249947053708949925858915324695067375798847359253531442668261915363415646515002165975434759538791937532018867733110817333551234275648933907700993404206522365247080000431873680965836315500101251070161595722074622809595440697656185799374722783169143608047424901288351795682857867875904162264935998547084816846415146161155674448928434920497199984343664855248357617310005389717502902598487899899177773148625559960009455836741955052246853766153696541430753483917613293870341040882177744087838882859314882530986047355937298398929197205762644152603017986130151786259261628078991060319012582801890649382845842607950243093028723368301273038050171020343820152865643635012677611283924474289934852442028815680381381879396409821349335095015669407213587909365624979022900117546751314361578292543504972072929444142458951446398265509507247849427027451790807085212848155654081147055661144965208348119323931104893843804145832821465366004447025448727276713680272486551592421620582479197469620515410604987267786735567590416733846741511925822525105852975773565740029926845953182400747055693422473370338735145351755051562821411519352204755387327222463849250269689853760738553159348236421212416276158702576890283018027640108941896514191089560110766122352675163227315113273798836141693061184831260779390643194127500904812503609691138201903311656080766078910631840336996397927610875424157541488000694521314138970200674514295959128030391502938391913551498607798095770913531131233644083367244334700302853422115580547356378443663493241734390402847627805653720448421659586110188659351948090623983158431226035093419829301053195788806970175656593304333890308746676287026642519876039013000280669109969104029021288392395039723964432663838639640989629121608652943848820790099441794839311478977109094910855019713087962325158267828284841814953023215141003819064529269065050824516352979186159786101904298967982907871060201582833022848505719699894238904895632565909907518874276320967799678542943892728752882032580717054917057364989870619550821532234194660279699512879237506297042390709305421402305526054936491124317742223602432123744162385694233819348992000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = [11610509754821800446014499161503364553923085742842189344562254351164617954573249947053708949925858915324695067375798847359253531442668261915363415646515002165975434759538791937532018867733110817333551234275648933907700993404206522365247080000431873680965836315500101251070161595722074622809595440697656185799374722783169143608047424901288351795682857867875904162264935998547084816846415146161155674448928434920497199984343664855248357617310005389717502902598487899899177773148625559960009455836741955052246853766153696541430753483917613293870341040882177744087838882859314882530986047355937298398929197205762644152603017986130151786259261628078991060319012582801890649382845842607950243093028723368301273038050171020343820152865643635012677611283924474289934852442028815680381381879396409821349335095015669407213587909365624979022900117546751314361578292543504972072929444142458951446398265509507247849427027451790807085212848155654081147055661144965208348119323931104893843804145832821465366004447025448727276713680272486551592421620582479197469620515410604987267786735567590416733846741511925822525105852975773565740029926845953182400747055693422473370338735145351755051562821411519352204755387327222463849250269689853760738553159348236421212416276158702576890283018027640108941896514191089560110766122352675163227315113273798836141693061184831260779390643194127500904812503609691138201903311656080766078910631840336996397927610875424157541488000694521314138970200674514295959128030391502938391913551498607798095770913531131233644083367244334700302853422115580547356378443663493241734390402847627805653720448421659586110188659351948090623983158431226035093419829301053195788806970175656593304333890308746676287026642519876039013000280669109969104029021288392395039723964432663838639640989629121608652943848820790099441794839311478977109094910855019713087962325158267828284841814953023215141003819064529269065050824516352979186159786101904298967982907871060201582833022848505719699894238904895632565909907518874276320967799678542943892728752882032580717054917057364989870619550821532234194660279699512879237506297042390709305421402305526054936491124317742223602432123744162385694233819348992000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001<2471>]
Categories
- n!/n# + 1 (index 936)