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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 #1100000010597892604 2,916 digits created 2026-10-06

Value

969371563249536199484918623863969347328911329909164771422305264328496202426412208011056720776868437276994602451679441007839065922495978849362731489835217779517307243588382573575291010503748048622671930025018838064804177114045149192795604780633528624766377191399845836254747289634267892790660083264500505092829477831991068459648839475815882714614249459290491459730870741111055699911114539399890244795751911549339460349378885336612698742334375719805976505996969391046598740767444147856638226786423313641548539674359686878120974969314336665317984790927587210036778953862596349852915190212135759451115576846474461682351295365324428107334178947678456926682142056253817199490105709891670448654704940570446879190589625637380597064879795175360751849982316047042694743105934055745732524097558317951802516705530874669465665688429569829337644947016393033021107142934668792105058310310857854655907673887094057223080371047801599058191070626194405525395765694755834701036511280458200517891030607300831491267224675270667971591914381929172230194727111340417857177627703404913765839256095562759016461182812817615838430423346911119057902313364669161066634288735393271414559376333991104710396787251213046046813770289292283625382091187849786995214272427623419793103168414865418704543802227613677049538009534911621229712989450324455719352988475707180479464314961866052094084586353653914691952698785622928175118031285901268111738145896798894277886647074401549689745348791518902648661065601245308422513787130557894634910250523041785224368193876208572635314126486762002641248310394413956541624230740775822091260222062581507092056133023017841126374271703808159309150214980574252659454809475929966710014915768601480384823949378752995455935526221347280948520485349685479428043345819726431294071220546194853396100313779804513789784702478838503586323320085586324160817177548589860330729281544987557889437387762280930928779158720129625606795515678104237398801235198115053070377370742827108245861516197470413771572987907471521218277342649260511845728592478328153367134663898481708641846964588820713542830124294746170750636221060823691487215341391154569418677595570845092057869602779490100510178477276346745127015607160246331281375327892863828892162445841870348377545933583472892839391962540350780438968735685739583106918062068421974784045186980047650723976581364368899144062302229746267086501843927792235252530655461393914573451045278355571688833230767126690641130618472029751059667494627991059824323067427471915238554884694126282489416736032082669296157810817296736370442683667939299538512694542639255749940165627694173581557550169873226746623033905999604158197192523499755638557621477072892001346376381751777487613831529360325826792811071048486127328352306261427182408176495003474474446408952752071552953829931373845270848643444134620091603028417447428039080599674812946644483900971723268939879183235343190715432968009864830449737948928676458517
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Is factor of

Primality

Certificate chain stepproven prime

Proven as step 25 of the certificate chain of a 3,195-digit prime (313 intermediate primes).

Certified number3,195-digit prime
Certificatedownload
Certificate chainshow step 25 of 313

N-1 and N+1

Checking N-1 / N+1 factorization…

From the command linefdb · curl
fdb
fdb number id:1100000010597892604 --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":1100000010597892604},"decimal":true,"detail":2}}'