Number Info
| ID | 46478 |
| Size | 1356 digits / 4503 bits |
| Value | 276999652728658908385262359581445173880193317626051182769254303861635347710654473601886991507188780082015433205106423379259432925257015287959481999704911431255948865964605123474475111648771964779685119870667596678635821951006389540806607290594072159719040508431024908120530271299660080915150310467045360104862687094645026912908673848734859145960244715075606934256831770219396421708590145414238839545652868708292550559969156950585524040843551257388782334999982189903111812872230844853616399711825017741066649633098674210436387094148081535796347494488742210151607807630035279920475920090446876789548571147134912023169131262141152409821911058145428090617284524030438484811067033469958241517970761894044443977793317952233132087523879941180206928819824318444805850849794469646263751983677653988218371571646304745785647695827102363283659341653809589386526967382260325818514805455197496365846693556252916916374615519031801781694495954928422082047407449344496737590442311461265129624203568834695644736752661714290778312654006270155917322436779473562599649678513856023600392255030847538580991653939759876273881695729560017613976089316609351436102229552271060719701842292944199320425778421589399493940351517526101612245811200000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 |
| Progress | 1.63% |
| Completed | no |
| Small factors | |
| Large cofactor | 276999652728658908385262359581445173880193317626051182769254303861635347710654473601886991507188780082015433205106423379259432925257015287959481999704911431255948865964605123474475111648771964779685119870667596678635821951006389540806607290594072159719040508431024908120530271299660080915150310467045360104862687094645026912908673848734859145960244715075606934256831770219396421708590145414238839545652868708292550559969156950585524040843551257388782334999982189903111812872230844853616399711825017741066649633098674210436387094148081535796347494488742210151607807630035279920475920090446876789548571147134912023169131262141152409821911058145428090617284524030438484811067033469958241517970761894044443977793317952233132087523879941180206928819824318444805850849794469646263751983677653988218371571646304745785647695827102363283659341653809589386526967382260325818514805455197496365846693556252916916374615519031801781694495954928422082047407449344496737590442311461265129624203568834695644736752661714290778312654006270155917322436779473562599649678513856023600392255030847538580991653939759876273881695729560017613976089316609351436102229552271060719701842292944199320425778421589399493940351517526101612245811200000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
276999652728658908385262359581445173880193317626051182769254303861635347710654473601886991507188780082015433205106423379259432925257015287959481999704911431255948865964605123474475111648771964779685119870667596678635821951006389540806607290594072159719040508431024908120530271299660080915150310467045360104862687094645026912908673848734859145960244715075606934256831770219396421708590145414238839545652868708292550559969156950585524040843551257388782334999982189903111812872230844853616399711825017741066649633098674210436387094148081535796347494488742210151607807630035279920475920090446876789548571147134912023169131262141152409821911058145428090617284524030438484811067033469958241517970761894044443977793317952233132087523879941180206928819824318444805850849794469646263751983677653988218371571646304745785647695827102363283659341653809589386526967382260325818514805455197496365846693556252916916374615519031801781694495954928422082047407449344496737590442311461265129624203568834695644736752661714290778312654006270155917322436779473562599649678513856023600392255030847538580991653939759876273881695729560017613976089316609351436102229552271060719701842292944199320425778421589399493940351517526101612245811200000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000000001 = 11447718977012146030379<23> × [24196929823739943100155006811463499094580571834087814378874430114378918498730973417839538919623800578359561672181169788791190763855051651767509520267107193819229693149902636589425211046903270712264702927527321028941839727206676731234350768095804498985772655642287334143065551213531635490803887760957962019422376793536761409647415712745095172599151832902822260440675784357109880485188908548556229622657713145110694331939484578239573250415810884064579717156365250776776066997183081654205466848142755607025697373018852671326370873985372652368622201674390134584424189293153624658295001543051353522622624520326925646018374488285007018730121189564356984708193385477667629288175565686631298492230224507579262073936763963185877008474547902191355254260930779734965476555680951129230558056022622547224920195931575976783345189362586958087625830860299959851199328437607503514079949633221777509342050993201985675255890506171797416494864714612276050417430820832578207620118705371904046744243403153716937046949424900278253925951404629105635979950553357416681175897586012300290490434255709068253948361169886677153746398099484308175029192546650828639940221010974317835279489682403661010204031888615660196742523597023945865140993493793339652480372444124604587905969179925819498245810518153134066774273358601760499981809839635823085836079060704807993219<1334>]
Categories
- n! + 1 (index 581)