Number Info
| ID | 57319 |
| Size | 1211 digits / 4023 bits |
| Value | 93627142750900263877445135543165924393685373554441506951526624629524522961259862435613840144597567533780224487046961282052459367449561209680617759211317986218223337975188645266200620375825618396531538802817019585298293510953105188926468349407407294261938144139017797586084425790429599823631940046459924135634460698104813804385207992650749186244926816130897807863910032726878159926567001427296525730943514498103605197342698416004438318540320942513168231617057803413383014558694238818576965031614648583129488168860189099711566721229085340559908244020493351343385091828887316761670316003890525523482708351715145359193166728106727186943168952393735452978925001508545570109895268884393644098244465907438980049220859455518751819207472745157111399661956518338258030966444355328650255777182537778847746421416429032983533320008285738410160197911275972848673154078665938822905411150131495226466861755404810494267038207353134034349496109824058506067064191759067087059785379931485802345095263090925074588379077474942557534062869975303546079840092188403303853924855798824959999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 |
| Progress | 3.92% |
| Completed | no |
| Small factors | 688657 × 23998360275019561<17> |
| Large cofactor | 5665225937938962804146824403864216303895439514933499988687149673162659993119862634902425401173459406068736982099744861904487334680641472127456413839236098361267171578199483870572528485472524426516225384043016737142036953831967455208994526231428298132882106709015928010515728226525470043447373697884286439966995251280878395133854314605540257626420076083220684140160050065791560472135729550613027140451015070534620927945665349434848176730907022231834115675043390378635368086080405332233168368377392820175403115919802027783829704706290135204019220843831720228261118919722736178317271632718032121844366747226569453387478516437173201093968847452290679639199276656093245687678764784488749264250135109904295877270765839342653143066393334883835438067034023295806440613769185267759570833563268061905224203050323052334214901639015835995862519236393009651051478472766956128399375130096424795939632786960874644459594567807533288993267105970876661743362612318166146466866026640920534628920325670645420346898484321170722858952038134084327529151418529410774305040264339062830731518629121882057616729189069333726936426956504925530714336111449160281289520449439352393620421676945074760899982926666455258487 (composite) |
Factorization
Format: number = small prime × proven prime<size> × (probable prime)<size> × [composite]<size> × {unknown}<size>
93627142750900263877445135543165924393685373554441506951526624629524522961259862435613840144597567533780224487046961282052459367449561209680617759211317986218223337975188645266200620375825618396531538802817019585298293510953105188926468349407407294261938144139017797586084425790429599823631940046459924135634460698104813804385207992650749186244926816130897807863910032726878159926567001427296525730943514498103605197342698416004438318540320942513168231617057803413383014558694238818576965031614648583129488168860189099711566721229085340559908244020493351343385091828887316761670316003890525523482708351715145359193166728106727186943168952393735452978925001508545570109895268884393644098244465907438980049220859455518751819207472745157111399661956518338258030966444355328650255777182537778847746421416429032983533320008285738410160197911275972848673154078665938822905411150131495226466861755404810494267038207353134034349496109824058506067064191759067087059785379931485802345095263090925074588379077474942557534062869975303546079840092188403303853924855798824959999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999999 = 688657 × 23998360275019561<17> × 15835100605717999035127961<26> × [357763810852787994216271686387357439036844432870792089999746801253911529092350832374360611425558759401498621569069958532940419767664650972891288503638667324564552223901832044538835721254886276005472469880076732628067760315990571542294399089936693735030371712262713859681953098277764505795504304619297454598388079529216828735677555249919764451283223516497326488862873284050951870287690103918640472772954534644345105784419578057176287675973824937238419378993391819173658360624065685960454099091425233141092491011427314902993089155115394856480957819709204681532495140986640596445588236023871085535809335300248022940910219897563244052552631491334709500540091901388803772697702908979644370837130330632598458591898486539050608043390867124616800152492974786085708074272582867277453253477989480217181554606607950491691859993309915889255160881585867709250218340896927289724201478320179640275785405333639500588043644898303958409467619410263096545764734271786999980705138801805363714337576701471749725252404500677370639884419366213354404401945905819342936192106234268429704064916773388247713170702821417071252939645324663049376527050510726281483587261634236729607681950849167<1164>]
Categories
- n!/n# - 1 (index 507)