Number Info
| ID | 57681 |
| Size | 2267 digits / 7530 bits |
| Value | 48389995377670996337409243637131857675637407682715586719159242675343695634402899850490391616753412365960749638689390240392403415521327022071128811821720412949103295026733895089700359999471787999985501281046951690741670844752889455241493664102308240568974157983349983646938509809811480677635946885689165144522789807360452734360257183275376547630310574939125642708926656259659294326699085050693224974376076473733684154379209437116377392061039873623584664285959593909017633653738623896969665217325563341426818514720268044602311764758441552571289453923056756921870471873611225530084849956407349179934877187719587720657485432884449720855726965357398980729313308135698895862568713096560568277051649926529147208391577660005474883634289293312093446776980197314649493874061739481125292595703279532426935506484054908772076311165195276858469073117633848195663468865458034631072682573548993265086209043327265079804215613811507338400620329171109101548525949745685481345232824201712337228837085089540514669005791461868087426650599697344998179996653690787735130893709258047593283837334722874406986178169915104178255955360057984177413268215010671355755322702002373547473215253204580725916742809460010789589518922462936942663549368437366343913884894333785982902827266075351607796965394491640433493643460055676116694986241207469795821533652830343670684503718179425608796078009269915877148981273211320164316825838390336763975857639337823243995568605687480601402289459187718826676425738330038881148704472803165146824246559219191684560203872253707349588987471859912520256891391013326408451087948780762981696506343764268801327035829844635419541702043196525759329392997965046104210868578266016323874964802637726326356446666961310612580260002614329302136505949507949125053774968572945963884646081493409781864135091454802489708970295003788838548503636615154546021131455076530056450304961109697025529819125657516596726547342275661564853543036697434926678355398376871297049556954963893739654108507285532992611913945384463621658689667071999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 0.00% |
| Completed | no |
| Small factors | |
| Large cofactor | 48389995377670996337409243637131857675637407682715586719159242675343695634402899850490391616753412365960749638689390240392403415521327022071128811821720412949103295026733895089700359999471787999985501281046951690741670844752889455241493664102308240568974157983349983646938509809811480677635946885689165144522789807360452734360257183275376547630310574939125642708926656259659294326699085050693224974376076473733684154379209437116377392061039873623584664285959593909017633653738623896969665217325563341426818514720268044602311764758441552571289453923056756921870471873611225530084849956407349179934877187719587720657485432884449720855726965357398980729313308135698895862568713096560568277051649926529147208391577660005474883634289293312093446776980197314649493874061739481125292595703279532426935506484054908772076311165195276858469073117633848195663468865458034631072682573548993265086209043327265079804215613811507338400620329171109101548525949745685481345232824201712337228837085089540514669005791461868087426650599697344998179996653690787735130893709258047593283837334722874406986178169915104178255955360057984177413268215010671355755322702002373547473215253204580725916742809460010789589518922462936942663549368437366343913884894333785982902827266075351607796965394491640433493643460055676116694986241207469795821533652830343670684503718179425608796078009269915877148981273211320164316825838390336763975857639337823243995568605687480601402289459187718826676425738330038881148704472803165146824246559219191684560203872253707349588987471859912520256891391013326408451087948780762981696506343764268801327035829844635419541702043196525759329392997965046104210868578266016323874964802637726326356446666961310612580260002614329302136505949507949125053774968572945963884646081493409781864135091454802489708970295003788838548503636615154546021131455076530056450304961109697025529819125657516596726547342275661564853543036697434926678355398376871297049556954963893739654108507285532992611913945384463621658689667071999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
48389995377670996337409243637131857675637407682715586719159242675343695634402899850490391616753412365960749638689390240392403415521327022071128811821720412949103295026733895089700359999471787999985501281046951690741670844752889455241493664102308240568974157983349983646938509809811480677635946885689165144522789807360452734360257183275376547630310574939125642708926656259659294326699085050693224974376076473733684154379209437116377392061039873623584664285959593909017633653738623896969665217325563341426818514720268044602311764758441552571289453923056756921870471873611225530084849956407349179934877187719587720657485432884449720855726965357398980729313308135698895862568713096560568277051649926529147208391577660005474883634289293312093446776980197314649493874061739481125292595703279532426935506484054908772076311165195276858469073117633848195663468865458034631072682573548993265086209043327265079804215613811507338400620329171109101548525949745685481345232824201712337228837085089540514669005791461868087426650599697344998179996653690787735130893709258047593283837334722874406986178169915104178255955360057984177413268215010671355755322702002373547473215253204580725916742809460010789589518922462936942663549368437366343913884894333785982902827266075351607796965394491640433493643460055676116694986241207469795821533652830343670684503718179425608796078009269915877148981273211320164316825838390336763975857639337823243995568605687480601402289459187718826676425738330038881148704472803165146824246559219191684560203872253707349588987471859912520256891391013326408451087948780762981696506343764268801327035829844635419541702043196525759329392997965046104210868578266016323874964802637726326356446666961310612580260002614329302136505949507949125053774968572945963884646081493409781864135091454802489708970295003788838548503636615154546021131455076530056450304961109697025529819125657516596726547342275661564853543036697434926678355398376871297049556954963893739654108507285532992611913945384463621658689667071999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = [48389995377670996337409243637131857675637407682715586719159242675343695634402899850490391616753412365960749638689390240392403415521327022071128811821720412949103295026733895089700359999471787999985501281046951690741670844752889455241493664102308240568974157983349983646938509809811480677635946885689165144522789807360452734360257183275376547630310574939125642708926656259659294326699085050693224974376076473733684154379209437116377392061039873623584664285959593909017633653738623896969665217325563341426818514720268044602311764758441552571289453923056756921870471873611225530084849956407349179934877187719587720657485432884449720855726965357398980729313308135698895862568713096560568277051649926529147208391577660005474883634289293312093446776980197314649493874061739481125292595703279532426935506484054908772076311165195276858469073117633848195663468865458034631072682573548993265086209043327265079804215613811507338400620329171109101548525949745685481345232824201712337228837085089540514669005791461868087426650599697344998179996653690787735130893709258047593283837334722874406986178169915104178255955360057984177413268215010671355755322702002373547473215253204580725916742809460010789589518922462936942663549368437366343913884894333785982902827266075351607796965394491640433493643460055676116694986241207469795821533652830343670684503718179425608796078009269915877148981273211320164316825838390336763975857639337823243995568605687480601402289459187718826676425738330038881148704472803165146824246559219191684560203872253707349588987471859912520256891391013326408451087948780762981696506343764268801327035829844635419541702043196525759329392997965046104210868578266016323874964802637726326356446666961310612580260002614329302136505949507949125053774968572945963884646081493409781864135091454802489708970295003788838548503636615154546021131455076530056450304961109697025529819125657516596726547342275661564853543036697434926678355398376871297049556954963893739654108507285532992611913945384463621658689667071999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999<2267>]
Categories
- n!/n# - 1 (index 869)