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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 #1100000004836090144 2,912 digits created 2023-10-24

Value

95343795709969851300797332007432659938220444229624975724878077031798203882168468053784539152001419441444968721316929680291759370012212359374585973075571865985228699843759657024661667725739331955888872601248632582205743808004564296279987919810799678372801367546394276525935983772739508857566238635529795300603352680304167266018352271356080290983816844082355651734482589861647802313417210360687935987549385275321788227055916398531967813277259845717598051273314329474343409851398354617439879986712550841269397264420503362466521911439509848215461050106722047675736384459967248992782009504280062274964033714962831429640250332496665621783722205435536967141159441927224930577613040361593555106761096499062291973672823914509610002895689240999500909428851536694523057690483543506966264467465372295903159995599697476222459423955370517328445969496039186055929732562208489510055647068282042405375348989173374929328197865513715102131837901185326089765025875809990563065632640467572469962552862023686700250786225192095553154428484699511377657266972902569391782804140392752859567354604669928723862676322588483610205578264375698806011010177182158801994480395655191406875227940705955630972286529024806742337057182269834071759644345764880205814228831014675741161753205144607642957370651557288672868070576757703634485539278164988676439401916951962646078491364464904163501527884930905998598181218856301045865426921580821123893892268421829548540650366468362011640852930410965089125959206634393742364496362003028570932528752721279128152935639864453819282351450424571015391459257721323534719804776896251884824468946055756110064665033191352852939373527780871457240594615631260211208888577479313851079560605795250756963494530917532397234852284340798298814226281774893487795691047814122550311149386258265649090767927809798915250998918169739852124038856427987782468870032545377707612476165325396872775701667769489320342805752962682360153666902892003252767705282396580101025828012597748147879118694559189915581768243250697547652796149422781245078587499079476675424454362040594985898427735744390859454045560918186870460100552060903124707542320759659597960883143094999653504072995753406751227164467290925460809696890362709456083222058021731498335962719360224584284593786699818643555525281818587249134999022759030088972592786264473292013710790562987731488477769285109499085132664892097283053877184381363159717238897087745974953456593164235633642445881771931007073009322779485683403325726122096221772556103411871425639111527071792039000501256468718851192662830205241902501536482998543845545152706347685741869813083700013430877590444189214935933769559469313885146951586896687239849451754354249102616450469570969805329374750789083391607775582286585736378121302358276867487765249038002210649409052206141587336359425297848544105287278489297983671710412971370614714410371843984390612208712246267278655797118399482604041795224570925727732345246601851
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Is factor of

Primality

Certificate chain stepproven prime

Proven as step 77 of the certificate chain of a 3,667-digit prime (409 intermediate primes).

Certified number3,667-digit prime
Certificatedownload
Certificate chainshow step 77 of 409

N-1 and N+1

Checking N-1 / N+1 factorization…

From the command linefdb · curl
fdb
fdb number id:1100000004836090144 --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":1100000004836090144},"decimal":true,"detail":2}}'