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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 #1100000010596758370 2,940 digits created 2026-10-06

Value

394587313647269944386133870693736751126423198218882684581257318208898798441038059200675486729006140924697565947116763479606817390908671636425856441680233785027882378228045807933172879436781881153907351230579190266439582251108466979303163167201756438842956111853333458974961643123751663205934506013819779432219781451382970707771488459418893657887823228694167533860190466567319764016812345647917263689945799200906152861033133413947463032904712400056627319842513821576056969437225030336181961821535387217222024172123666370041688681703458205773993585353796534573914160120938412977590445997242078077796394642490660360175662942076044627049247091153646238223359374681441346837343612064541080081565007948257486611183811238330615857200914196864865643868519951676638550062196809466937633480580044400830272187121947951913705988882190981851662966365687031394738625874323196437013911496556203877111603008447237412814233627202281585195545618780884765819423971131954875370515743453969093626553138127621251857375727315496600000979325885429723173938553009836295420434839004630612298826352322335939556794622348497993425648970904087932881927153207554830380755726683615260298459350225608793400135395724602283970177972235678842481848450734165404685913121491453000556580365106150573551032750460313027061579949243233577436016563601119429928699786972902872337572595049401555802423989588483281631730299904220900016315024280260780512949422238828799701378989994543391910672350124230584696935144873133423108395853056090138407741182223362861691069246547338127813978827976897899180939124582060537471571926627675495625726850149296162391460749886358813947821320002392121803073125047982988130504922040237304534694013283541606614688331087259654281760083406286839593055502095565087206124829949164913333300941231092732149720749109390954355047601172870654219283252225084145074185499124000017591805520018186768573925834968689204313089181560682127182801305094945469733849385052546742744124985110944134457480609205589505434815463873156832326352972455036487985351406610296467857051509722697941209148274081761136056293989627380018648694319768872829509184825826945002798327751297113991374374448836778187618567328107778987723690159609137135889082090466310150064672340453420382885417013111184624913909536331220451492022441800698956791038976077654328353793257678625681868760917761025049185329215254303250465043503412171520789724678656565915869945626114528361499984033476940120952222133790546771640783545119678005743643409899828490270572799373874913753209051585269456152450171470413703396889185213530657330488298942699715303431128029023719047490314048227209146278838089369924856788195990372287218010444524778388108161452236888459896989689679340042240974354715957617754700326043879109962320255317463343240315632849596354566022612306896144672718128943718862141778805216575484102002609240298480941700310018289955792560276872070960710214008849116953949568760648432686698481172748847692269991
Is factor of

Primality

Certificate chain stepproven prime

Proven as step 24 of the certificate chain of a 3,203-digit prime (331 intermediate primes).

Certified number3,203-digit prime
Certificatedownload
Certificate chainshow step 24 of 331

N-1 and N+1

Checking N-1 / N+1 factorization…

From the command linefdb · curl
fdb
fdb number id:1100000010596758370 --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":1100000010596758370},"decimal":true,"detail":2}}'