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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 #1100000004831644176 3,743 digits created 2023-10-24

Value

14552613667062022716126842937292175347508004406840273591304048088025547313552116134051212742072490058494091507656085671868567539187280638287495640267245774952765312021050661510367059869899984313608886150897906503609205089716063702042540583391161798006001418466163464500853693877602643388072991112351116671102691149730603778093190684949459100782566019321368672261331142296879824781028789860786784892468126195140239577856772123754563165738886673146365219016591429421676510911680801475156641725063226072992796371823526224906056010649214796746286871766560889057742830775977509340786993312027777291462779243540666292834304624765777777947719878593234239486138656572034728267801751601711883922752842586630621928755503493580310747875633305473252124125221355012650510415326311069398727915877563311400274688038911824786914153125704950168838036906565444037946860705649113470603749129828133772975515554888459109031338826534664496449552177276264196741867575538119219804846241777107823431378477307634611901630815149823371550512909116518668603394083543708642721511155536338532887472605045230241074352979822383360871865679234198550860229623704428039789147464555999532051147110293030197972773345450975368648162131497672314389419858118586379525614943153664570236057826874444354373789645162820467664691602825250224329577481142821592154883462099729344111172454688713257179341096633646804808387091781491135987506052855018688189841952722099086547568920480991035126604851774024105697907723287784999206379281889536430847817844500805926685433152006007884772778862626163695502342754409042377718133268688537455439078153344541193797441939092146057690598113793415330649768551083397493639324249988972898663899147786746049744933928490487673025416812443097732818351374072131083691462354981337384530835480563320891990193544078513097862142395159745526997350817660700876854962596644547871190793002196418859859213465484806796718976693337520784091467174173397267563474531088884752062527747391199528413607265016580482178110475034041106310039874413570381152362402103986286953697533935966798229657305282926530067928145054480745981416366943092214130779213094846727196417675900300582665595010800032103627828313879391473610401640378240389784220703059182485344995920205166467150728336391012698109048890705776162383446708760618302463814855056288642460906493777228571100807141737243883351720810333175762985221215769183853119385550674315692396250099071019949942074427963337489945474942456777701194071093824841115855466202680472113077148065542768913214860156005288548833345097244429253153378209116400364270076700764966352869802951347064521120433406226062321105574164596183796875107967367314211094966721582590151192457002749793937521121589741185536316505125743605632702006647051843464507617152174412819020584974992721364656492109020654656741878978545328994181064463887631794147666759198276418936014075325128884477415647907726780609690863982575361516004883542996314352998133981474102081862038509767258120757119974576402466796941554699700303631993138315937534951352291135832067955417880484915248117062611026491018785855194811956719879413238247054763733109899379204784728141653786441793759459989294393090614058557804449960989350319284697787731349964854023774986329609333671607665138702602564228094044860130211415635049178432523563057105612809622508473459680106360799049218842566477248094780910442848888805910933183180335912144504072608515838690599197134799400675009085806461499865806318908767514462386857857488744452808790179318456340713061695744465847098962319609448913737331451874600044831262223362994819744810571938166455299708929581081511895515951536289245576307997345135105173265436041807312768484857255552319476418015601777550091254967428039450932780848825934028277339956400244478957553327
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Is factor of

Primality

Certificate chain stepproven prime

Proven as step 20 of the certificate chain of a 3,911-digit prime (465 intermediate primes).

Certified number3,911-digit prime
Certificatedownload
Certificate chainshow step 20 of 465

N-1 and N+1

Checking N-1 / N+1 factorization…

From the command linefdb · curl
fdb
fdb number id:1100000004831644176 --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":1100000004831644176},"decimal":true,"detail":2}}'