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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 #1100000004817633198 4,936 digits created 2023-10-24

Value

2990768498254691839608704323743304821947412068585825156866895588712651588022824821497636439421406125094129104972179672715147053192554185072874365381859084977736604435480347793682447581340725946298485217706539084532849263796175373128846926551016659728933023384505634346629230012643899554279159206330735819697564967557873517049230432533251393896192971793256765058418765641004707271260267235366737908153410495533168463695395738157132793238133177551300060967030469039495850856127688891704296964731082748161808131577999375071086481019738417773657734574481160559397493575261699225054130081716649215409551163931576641741620283124207406533230024885317408506039476038103343176558391028059754117502429501919145874613126025176474635971008116091134359864572838005646111020933979132038025480247365925310592008740506991800629855681410235306106244070167362973620344982764207704930461469649873671569934960294322242633659092718101562991231743656887474858664681473143511286951197319860869100737772266698564246159069512790609002470857296752227892216333396957377497969984816702183748339759617054053606649008341375630661395980283774867752830849428828455950532439566153211753183607014017803040965618083260556568218628534183219388476331375788176878524740136630393922187852257190441917350188520688514636254920322125836848918675576645567306457974541997523277435820822732505837481725042293439967001304837964068564184666382120580776314580648015168182571874115072010396477204507439948157553880789443336104582136892269172510874219611026530104489911604829341050793391660403209821758361181261082992913066523346181743713907899740381682329626993279168327554400506123067060672545750697002405128377304781999213794225221926192133714759470246691873914671568039813916694916956920536393885505669312898648853245377838988736213904107111405565865285811159394486546137326159293919588796035311258099875310941406697282587725081873580359387844514556703457208873411645853416591589032061516043067355899830923577253540113520709520331509716427354515133265750216494365906949270980266547539517357644203980824137796640166776467694616951102605851563289013853968118369983852713396367524884991155012315554028221408895961175264781884582730500541387475459274402993616346120851557554905470885215179560960819147629141560195570516333539949014182159611426543142800129401090465025885993946703558363224701694339063713143128539334466596565645300669168200755978165668359053554946983461468704561196410886869506056079515820064471894072881605092103458039164636393452639465898940547259475988011571683593516886528476247635999580405399432606443927578913257694970548636061233669031472465662603764379740903097924081134125395005706258747459904956107744342905504221252730321961638476086812948135657733369579647858368352959635380549075558562943364753432395646136916052453640993498140547139564747304093188971556924948244039661212191951268726880126842130074021626425437492202734642139757527285283069939740935201962272120749134730203194225416913753146834041665698619707561442014897644390032494027332666207869288250560701831805774136112959157582620535717560431404568310445199773667279673263541908181893790916963373027940142736268158165528132261357240302410071158951026743830138972076070036423984584675308095778139625429695936772380432555851829382370559634776511975506254138520279165484580411821679737632910684069216209791619244381270056863349745738069305917942315643896728438003283126013441358163527448085293600769167630854138915714765941271388354526480434526831695448476683649790951713098030966855967786997688460361259002367437732856003318266633998040761752074496309924836994110766665040086561357229688737822898166454918866638247172538000171049145414228277674033999333299487257859948994909873393420568785193092563950895961366187393187804464824870472793704013846835298943355088221284208355974522014728090621433197131617126300219998491228469547835950011315383720208153891442477363290121637098897828965239882488560508609094893337392078998341316231994616776737821124982619125993740190609806007216980390190544888978443972693780153779555011802257585349506289059295743964253405791291904647413541897389234320469257461367448704060740961275578394825796767618596391282792174081829507948956968349161006947721092044334451531396369581183965427061284065696061517599394594882097092662472633691773112083578227506001761309581702590032449582078801081221660959161126468731036395523445831036999094582003646665239638718143037867274242166029044128954778248881837781277432772570289981215457058107994335403673986018392197747284112916306793338121951839591929623027719705551740770146792177505944931846088745438658415302623469908405983217133486379392942471503901543843025200920701527434032094632176660123746415631247831950709232170124875591374866023048865885004946686528485315841031551722600908380442429177224786316883214519532675242365226553980472609290019564621119190010424369792686633041801660033672307109255386873020652677499866092720152517
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Is factor of

Primality

Certificate chain stepproven prime

Proven as step 23 of the certificate chain of a 5,180-digit prime (607 intermediate primes).

Certified number5,180-digit prime
Certificatedownload
Certificate chainshow step 23 of 607

N-1 and N+1

Checking N-1 / N+1 factorization…

From the command linefdb · curl
fdb
fdb number id:1100000004817633198 --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":1100000004817633198},"decimal":true,"detail":2}}'