Number Info
| ID | 58217 |
| Size | 939 digits / 3119 bits |
| Value | 625598118152584581468389812128431175005004869682913818336559498906604628956695091261343937546930323091686190768538924659078529242227145080644270301976150348166002816937203790906023880039975010166884669226793874918183075095661010398312843178832892916736757158189519754132779560956009541554402128522172628935315852451683693516632032025353528761606642325902868009622297431397254803142833650752684180287260442673602472765092845223873191871264164375892916092668706354809692195347963869336149541188698653408866129359956513853977336359972335007935143426600720823490892808252428226524756032173652199122905487424469589255169609347588204327753922314259710760454412827740219104072121685023823774778645763200790158577976983139687375069686844235883399758643429668930065901911748979572086974092649610764503325100454185905726423040000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 100.00% |
| Completed | yes |
| Small factors | 9923 × 1932089 × 5316109 × 413215688591<12> |
| Large cofactor | 14854383611866554048506072294090110842014717266134131427547491046223537827933537977173029383025783636274453522031145114793327304954318660855517619253839868461263484662792105352010141402297457346144919740209005342953351000633137323598181589869416443176540455996002189440002674048640010332042342530083375985544328595989963078800321660102351124219830082169922676035879285614995927809585682697183140194095707441469868508646110297034921173982958499829613674799486213164032980724865907661149155870197019703349320089697500812427935376012083781105012792814782311200056090962882227283719774994189801774804598800037866114245863065381223649384378693118678904833222032020035458289050477581897042450377572588080992982510354886445766017194498283466708536333740391618614573294149758991277222183456852904620711054025577960702325262168976919515642172343737075551312343281842822028495678005812464324336769691753898860627536339457 (proven prime) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
625598118152584581468389812128431175005004869682913818336559498906604628956695091261343937546930323091686190768538924659078529242227145080644270301976150348166002816937203790906023880039975010166884669226793874918183075095661010398312843178832892916736757158189519754132779560956009541554402128522172628935315852451683693516632032025353528761606642325902868009622297431397254803142833650752684180287260442673602472765092845223873191871264164375892916092668706354809692195347963869336149541188698653408866129359956513853977336359972335007935143426600720823490892808252428226524756032173652199122905487424469589255169609347588204327753922314259710760454412827740219104072121685023823774778645763200790158577976983139687375069686844235883399758643429668930065901911748979572086974092649610764503325100454185905726423040000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 9923 × 1932089 × 5316109 × 413215688591<12> × 14854383611866554048506072294090110842014717266134131427547491046223537827933537977173029383025783636274453522031145114793327304954318660855517619253839868461263484662792105352010141402297457346144919740209005342953351000633137323598181589869416443176540455996002189440002674048640010332042342530083375985544328595989963078800321660102351124219830082169922676035879285614995927809585682697183140194095707441469868508646110297034921173982958499829613674799486213164032980724865907661149155870197019703349320089697500812427935376012083781105012792814782311200056090962882227283719774994189801774804598800037866114245863065381223649384378693118678904833222032020035458289050477581897042450377572588080992982510354886445766017194498283466708536333740391618614573294149758991277222183456852904620711054025577960702325262168976919515642172343737075551312343281842822028495678005812464324336769691753898860627536339457<911>
Categories
- n!/n# + 1 (index 408)