Number Info
| ID | 58233 |
| Size | 983 digits / 3263 bits |
| Value | 15069847879529646991122352429704239459121307620375237623727223654453986363629072187652064086173792067324384996213080374811456689759505894401872294488395827940556675319559197366065314320028582499218196332516380819475227170752032525350505499909332953616348618930857861364600179815712806074400124485808955820486772958529570778640544839713668174228975557705033925603520402470459323333999957248807693075646257263178515805250383371579739294054952404890680962959365293453730071608537345509313307763687550678402766542254816628601798392433380017858048259008483955863101090454414161681010413006648358903574418100542736270671370186131108190985071251814920388760410064974024906226957757240867379714416445462361844733219144295200035214660885594682003190009459744934425555469899806066401481616250898690213437346720558707695110216333768614563185764028194634972775013416960000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 2.98% |
| Completed | no |
| Small factors | 1777 |
| Large cofactor | 8480499650832665723760468446654045840811090388506042556965235596203706451113715356022545912309393397481364657407473480479154017872541302420862292902867657816858005244546537628624262419824750984365895516328858086367601109033220329403773494602888550149886673568293675500619122012218799141474465101749553078495651636763967798897324051611518387298241731966817065618188183720010874132808079487229990475884219056375079237619799308711164487369134724192842410219113839872667457292367667703609064582829235046934590063170971653686999658094192469250449217224808078707428863508392887833995730448310837874830848677851849336337293295515536404606117755663995716803832338195849693993786019831664254200572000822938573288249377768823880255858686322274621941479718483362085287264997077133596782001266684687795969244074596909226285996811349811234206957809901313997059658647698368036015756893640967923466516601012943162633652222847495779403489026449071468767585818795723128868880135059088351153629713 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
15069847879529646991122352429704239459121307620375237623727223654453986363629072187652064086173792067324384996213080374811456689759505894401872294488395827940556675319559197366065314320028582499218196332516380819475227170752032525350505499909332953616348618930857861364600179815712806074400124485808955820486772958529570778640544839713668174228975557705033925603520402470459323333999957248807693075646257263178515805250383371579739294054952404890680962959365293453730071608537345509313307763687550678402766542254816628601798392433380017858048259008483955863101090454414161681010413006648358903574418100542736270671370186131108190985071251814920388760410064974024906226957757240867379714416445462361844733219144295200035214660885594682003190009459744934425555469899806066401481616250898690213437346720558707695110216333768614563185764028194634972775013416960000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 1777 × 104849981027276340656268079<27> × [80882223990355273685390172053728083042617302417134102099853807434440318866404650307738363732575017473219805389585265956296150562785636204708108127676640579581465733059596589340024057293798012117058134254817848661194110584994182567332010037718264649369884770127109780727832405359101337076217500108438731927353468315814392048156070830435731183078939079546057714265014628418254046791539931720365751452474878879437123758165533234531437984010702121304615826733928529977382930849861175272895402213357734024777034435408782668274578617288032394507720645167385853236081288290309628114593800188260639370406012328296185910595174520572183522384166708426916300324253928873651977828277035478275298521613840003642541868208519745545261718799966720080683099837858807503010254443380465053983169403126638027473978461272129363049226461132114465672255931473803577020396860567911061593119699137878259744431405660838387532084246530883690357986861731567185205093270226576570047<953>]
Categories
- n!/n# + 1 (index 424)