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Enter a value, an expression, or a term with a variable like 10^n+1 to list a range. Switch to Database id to look a number up by its stored id. Reading never stores anything; use Create to add a number to the database. See the expression syntax & functions reference.

P · Proven prime
id #1100000004857158011 2,952 digits created 2023-10-24

Value

450874498932603917574624802035298570806423704800300210261107549913807671561208453599156938011637269156462946663352031652433256757176999656971731917312525113553046972643779301434024195114730292778041618049004428024958074481653469577075012898663992490961762612380785330310546531210826764965175090520453251060429583620688063237951033973597035368740170065389111481055503300904933879351508897959781586729226708413319561003046897902382579812809859943203492343662780013045673344488789768939730366484048824544379965764876107561522652961801602305597427412873377469469554056390391451018046988780788619890443230368313549003447863488832193585497523313120084611237023053808908237139990796506916958130452294961998454593943049043725232960029956936448834920981412658272083080792439153835662180216283198693336463277956805671177441071136525392480200872180582992525103041544988177653171749769884467056091914325824375594846673260637143182043481241688639657033934340817289206921506781108785520083902330559484668901580037438100962969187831861736232391533466885005852359385108088383364308813607986114066305221201399851424045130540323167045700952181991726266196518234261392511279202317786969543132195904955536606954544691155263336623497179504691491545988229375499414137774072219781744233544563516709313969453504885647119983808881233274044500158703825329834749427045598106945400480044919061993997804828670326697810800601823983329559963384094484349263845315954511600434686620243298436311809292425197750721457030879866086366694543786417951228894292881539337517450305498444928603023029767191613394903975776313951065291116551653243929661973570210044758722547921737290913954374529630492697983086291827662080215323007767008679035912407830401082260317582639215403545327194161648114383915368143235542893309502592482599079362091202298156562483389051841447567296475488457355827235999401692797071711771940912289624241079911677181133537244478668122958889113386542004636819699440617668451674355495066895525367224425499878697531609835715518821161969955531181589227317175990605152097757837536678395547778476187390153794022352742329943607705661458433329399820877740056751033344220446692403798198214432168722715243996268476467408020282590856591960478768590489881474375444004166097618634717940332062638871070355902895113706781503984038929227296930981343990760253366859425142787514691394321521621311856314493309864742530659807632002660023203480829667169634494546562672957314046865704829472761345401544712176748650735098498396008504053658651974220575112213472129808622716056341904248183613656026849067343582881524830782374667422207246775672961740776501224633681783191884332453167875882657091621238367115383998418535993139382387442934612972349064755918199354886980541095807151817727554608978235308183274484899516542640113113809369982752925376669518682839266112186572217981812411314343518408069310310150436284796256523612063649557779388517648615449643410956755255451979885400462254825703229212250981
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Is factor of

Primality

Certificate chain stepproven prime

Proven as step 7 of the certificate chain of a 2,997-digit prime (315 intermediate primes).

Certified number2,997-digit prime
Certificatedownload
Certificate chainshow step 7 of 315

N-1 and N+1

Checking N-1 / N+1 factorization…

From the command linefdb · curl
fdb
fdb number id:1100000004857158011 --detail 2 --decimal
curl
curl -s 'https://factordb.com:4059/rpc' -H 'Content-Type: application/json' -d '{"jsonrpc":"2.0","id":1,"method":"get_number","params":{"target":{"id":1100000004857158011},"decimal":true,"detail":2}}'