Number Info
| ID | 58287 |
| Size | 1131 digits / 3755 bits |
| Value | 211916839988919556163629317232675591899259771077643802579617834578553175651861450617910950168441323296670031486748303088674545572712530575285447154210160679724271465211635406187994352316737553125525746520878762070370611437167344699023051434581025354213871086401661879770282545052939324420655740621661480336219116063026190514276447463940991957498304321729909865343352609040635045130758922409422698567481936151952473257311504360439901249087910537474507543066988864788481544742199373853232993891037208093927148243428423275583470090762378673563469996387512428664832362392297460783504947960128408413428299015757056623771549873266619124804276014436581956560957066105772335431284402029743343188520573003601562421476699343866770395208424866085397177267851638140864781276781357271750841697246746847443027306428181663641208705371922995966113838372762869975885484353961428391213222702516497889508080268408778486071557949371844686939569769519657702291805132090680090234169759543126730531140311135027200000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 4.82% |
| Completed | no |
| Small factors | 951756421849<12> × 2788511931816353<16> |
| Large cofactor | 79848570650460540298099555283661303704347697604860181724540440152692013349006010215714659135931519900941887080951053668473025632906514509897596446379275014981797676804646647679473038442510664966380824890430124129207701268805199317894187180848080074707016922600746360978580260914497297496095729473893825017337301426038472202940103345933464364538002469707670146942957047939949680606419243742205616805118460362262294981420965828631574336952014203779345189432389298231853937364222500190095817931788508072976528630410862172248545117792127310987493986761228535536653035103813774305360626789956003783856594044290683740447934271472242563099612467557940587594671427404753392741646249070238371676585474040417220192680842539047324340634358385805624964453911484633303374743314623839815364660774486420559510051066793025908262826535244110199343196979383929783141513465802026626744494182662869375206657740427254976058748281855639429150402084179326562395102060097834624236528809584592816252744411592375458279882335544628875248414472016859966515073060335027866635761032415736290993142972404055471912913858840635818297033 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
211916839988919556163629317232675591899259771077643802579617834578553175651861450617910950168441323296670031486748303088674545572712530575285447154210160679724271465211635406187994352316737553125525746520878762070370611437167344699023051434581025354213871086401661879770282545052939324420655740621661480336219116063026190514276447463940991957498304321729909865343352609040635045130758922409422698567481936151952473257311504360439901249087910537474507543066988864788481544742199373853232993891037208093927148243428423275583470090762378673563469996387512428664832362392297460783504947960128408413428299015757056623771549873266619124804276014436581956560957066105772335431284402029743343188520573003601562421476699343866770395208424866085397177267851638140864781276781357271750841697246746847443027306428181663641208705371922995966113838372762869975885484353961428391213222702516497889508080268408778486071557949371844686939569769519657702291805132090680090234169759543126730531140311135027200000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 951756421849<12> × 2788511931816353<16> × 1206199892565191407694766607<28> × [66198456112153044116548096771357886161538756694342573521213477439699105682325981152573630026331412142045407307186137754345712998857838540275358243532294864365472683947677539155586486429030336359982276607681481723557807039472396269797965982809476365479397473933979801154529933104078085696527748054672701477363015015309657974769344420574748290182048618697550789160614913103281282576254913241030981901003506914169181271514192471746678433128926210053307510881556623983625253252760798472993458737979683295618219662852827604078778517892174182665976457068639533581814384811290049169004930880805122270218104364788471486399973326476208693462308493680389061419921409619736346955841650993171105402044976220812371233855322520662947153515426408918889980901992801012728994836858234804282204262443544832805531011477669758909565906956802392768817989058611000793160033546930131988645333950915228557897043468317244823017056622449837714322589731083580833150729882085878573636202318586908464467615312578352498601644160167686114124167110652992457730149758810261420483787992748561654480197824004519<1076>]
Categories
- n!/n# + 1 (index 478)