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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 #1100000004843957706 2,944 digits created 2023-10-24

Value

5435859945537115774147388907711313499687709144088050232985457532579867102068228954697745902269480154503146399806447882678616840633111574676585039995177089713938373259463937772961785602101806237820956986703375784735086339767959942673383413539074085412820298938859450437408264738389756269629668720472374580677612496614045452202810962802911034560201057930579043972647228832472170807231150329166757172925543094289774911269472204837170715494977433078407652096707636819931092439805611807743604526034975776094213134613643192687406392544272610500215031090195487764138659455161828131351737228746248507471181397873223823748067814810482994088155569132755653704582641750267556536709871288408497396801376344438647238994091381140263008156171714741655304441124527985200192690756033138190569680047837346910143847007607377006725146068992021336399431565743751373664939524418621425345489427169748631446102348651390176304097766835744074710193027179880572875834490951705012792184040437282219896903286370062162084666186475685546857624559056877383461369813567954505357258808384512643661760416947494458479750924334919220326665724989045236547225296036172343669479539091178572326337332839733397004920547196869929061320476219441958123197116260133214291563836727410048577532934687795609397097181596464931985223484750557697355878707072206370068898384784988024910370063796292659369115466338854470077656269201741979298414393373792141737993163119405447864717750099139773246167865811534297497655145217252027713408037930181429510479186390084950988237487438250814401498058267956783220707821507002355475335633004984382104941103001534512358017233102802904523391748278328905560960664317452628014239619146877659724382711667334308393693959210425786165091120601479827802994395545589889343712708178584428029296863754867031181701684137515184583389162860631185522477421450242865566342313537670140140067583874174718725647433834606930092302467611198554033237643052765205891730330256779595036235189003169269274220876557412976682032131247075626924787547705506534732895451152639304790596686296045914908529975103267943471787935776672309873947769780204735209025521757990087246405184847872279292134610000412254642961456778973850606714917613519749405108418653488758064985450902283231346746022069712080629199948758107651795889778884758404705029584172761212465413364072962586976774340835985407964790836042605435775179648283550129995272637920259127236558408291484750337318243356303201101650071722675691092108684732059257915777126235168520625788213962246014412390612655942541833016187707134078938350610875310064892150725466419067596358622139075488834272690981289066081959514244729441890693807779892344476513449898137399629602375364324116833125047281199286805883289202509143617288324140516539801892627655852852499722101139963920311923077831241663021826952117927958766048282117460007134904236190341394158926066521362062148504144009553162435958186998120987739158648906166387755196086661792639348416395163
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Is factor of

Primality

Certificate chain stepproven prime

Proven as step 42 of the certificate chain of a 3,350-digit prime (367 intermediate primes).

Certified number3,350-digit prime
Certificatedownload
Certificate chainshow step 42 of 367

N-1 and N+1

Checking N-1 / N+1 factorization…

From the command linefdb · curl
fdb
fdb number id:1100000004843957706 --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":1100000004843957706},"decimal":true,"detail":2}}'