Prime Verification Status
(Another of the Prime Pages' resources)
The Largest Known Primes Icon
  View this page in:   language help
  Before primes are added to the List of Largest Known Primes, they must be first be verified, comments must be checked and they must meet the size requirements.  Below we show the status of these primes (if any) that are awaiting verificiation (of any age) as well as those modified (for any reason) in the last 96 hours.  Click on the prime's id for more detailed information.  The color code is at the bottom of the page.

idprime digitswhowhencomment
119777197 · 23477399 + 1 1046804 L2125 Apr 2015  
119769329 · 22266631 + 1 682327 L4109 Apr 2015  
119735561 · 22256600 + 1 679308 L3877 Apr 2015  
119757495 · 22255944 + 1 679110 L4119 Apr 2015  
119754575 · 22250751 + 1 677547 L1741 Apr 2015 (**)
119736459 · 22249183 + 1 677075 L3877 Apr 2015  
119737319 · 22248914 + 1 676994 L2322 Apr 2015  
119772569 · 22248709 + 1 676932 L4133 Apr 2015  
119755305 · 22233655 + 1 672400 L4118 Apr 2015 (**)
117301527 · 22045751 + 1 615836 L4123 Feb 2014  
116869195 · 22023030 + 1 608996 L4122 Jan 2014  
111790607 · 21790196 + 1 538906 L4123 Mar 2013  
1197763913 · 21336796 + 1 402420 L1733 Apr 2015  
1197642125 · 21336732 + 1 402400 L1741 Apr 2015  
1197705837 · 21336279 + 1 402264 L3415 Apr 2015  
1197684215 · 21335969 + 1 402171 L3743 Apr 2015  
1197625395 · 21335444 + 1 402013 L3863 Apr 2015  
1197413933 · 21335100 + 1 401909 L3234 Apr 2015  
1197405433 · 21334246 + 1 401652 L3166 Apr 2015  
1197394143 · 21334200 + 1 401638 L3439 Apr 2015  
1197383837 · 21333964 + 1 401567 L4085 Apr 2015  
1197345055 · 21333582 + 1 401452 L1733 Apr 2015  
1197334449 · 21333506 + 1 401429 L4016 Apr 2015  
1197323881 · 21333211 + 1 401341 L2038 Apr 2015  
1197482671 · 21333092 + 1 401305 L4114 Apr 2015  
1197314305 · 21332844 + 1 401230 L2117 Apr 2015  
1197304971 · 21331888 + 1 400942 L1733 Apr 2015  
1197292355 · 21331804 + 1 400917 L3713 Apr 2015  
1197285121 · 21331471 + 1 400817 L4105 Apr 2015  
1197274929 · 21330434 + 1 400505 L2627 Apr 2015  
1197264931 · 21330101 + 1 400404 L3179 Apr 2015  
1197669351 · 21295695 - 1 390048 L2338 Apr 2015  
1197711967941782537 · 21290000 - 1 388341 L927 Apr 2015  
1197671964184136035 · 21290000 - 1 388341 L3383 Apr 2015  
1197601963418155785 · 21290000 - 1 388341 L927 Apr 2015  
1197731962356102637 · 21290000 - 1 388341 L3674 Apr 2015  
1197431962070924467 · 21290000 - 1 388341 L4071 Apr 2015  
1197651962016693635 · 21290000 - 1 388341 L3627 Apr 2015  
1197531961244798285 · 21290000 - 1 388341 L4117 Apr 2015  
1197631958727695745 · 21290000 - 1 388341 L4132 Apr 2015  
1197581957099368495 · 21290000 - 1 388341 L4120 Apr 2015  
1197451952907619617 · 21290000 - 1 388341 L3384 Apr 2015  
1197421952809285905 · 21290000 - 1 388341 L3384 Apr 2015  
1197241952114881827 · 21290000 - 1 388341 L927 Apr 2015  
1197511951919266827 · 21290000 - 1 388341 L4116 Apr 2015  
1197501949093396085 · 21290000 - 1 388341 L4115 Apr 2015  
1197251948371460395 · 21290000 - 1 388341 L927 Apr 2015  
1197461947971834697 · 21290000 - 1 388341 L4049 Apr 2015  
1197441947639737727 · 21290000 - 1 388341 L4049 Apr 2015  
1197591946323193085 · 21290000 - 1 388341 L4121 Apr 2015  
1197471945002170247 · 21290000 - 1 388341 L4032 Apr 2015  
1197521943967055677 · 21290000 - 1 388341 L4117 Apr 2015  
1197561929174852327 · 21290000 - 1 388341 L3392 Apr 2015  
1197491924933021767 · 21290000 - 1 388341 L1866 Apr 2015  
1193071832415565347 · 21290000 - 1 388341 L4128 Feb 2015  
1192851829172214515 · 21290000 - 1 388341 L4128 Feb 2015  
1191991794005948007 · 21290000 - 1 388341 L4128 Feb 2015  
1185331520901329535 · 21290000 - 1 388341 L4125 Sep 2014  
1171161243685827965 · 21290000 - 1 388341 L4128 Feb 2014  
1167621154012056437 · 21290000 - 1 388341 L4131 Dec 2013  
113956566645493027 · 21290000 - 1 388341 L4129 Apr 2013  
111651502725411867 · 21290000 - 1 388341 L4128 Mar 2013  
111244391663070727 · 21290000 - 1 388341 L4124 Feb 2013  
110887323180607615 · 21290000 - 1 388341 L4126 Jan 2013  
109586109602297105 · 21290000 - 1 388340 L4127 Oct 2012  
10912766947810457 · 21290000 - 1 388340 L4128 Sep 2012  
10900961579159647 · 21290000 - 1 388340 L4126 Aug 2012  
10899960496370625 · 21290000 - 1 388340 L4130 Aug 2012  
119761primU(73025) 11587 c77 Apr 2015 Fibonacci primitive part, ECPP (**)
119774 - E(1142)/6233437695283865492412648122\
95334907944693557071842282853986359013986902240869
2697 c77 Apr 2015 Euler irregular, ECPP (**)
119775E(592)/759798826\
19222177296117450670681508002057189755006983334595
1212 c77 Apr 2015 Euler irregular, ECPP (**)
       
Prime Description Color Codes
CompositeProven composite
RemoveScheduled for deletion--too small or proven composite
UnTestedNot yet tested
InProcessCurrently being tested
Probable-primeShown to be a PRP, awaiting further testing (see note).
ProvenProven prime
ExternalProven prime, externally verified
Note:  Only proven primes are accepted on this list.  These colors refer the status of this list's (re)verification process only.
Rank/Id Color Codes
shortOn the short version of the list
yesOn the long version of the list
noNot on the current list
(unknown)Not yet re-ranked
Note:  This list is (re)ranked every 30 minutes.
Description Notation
\ back-quote (23\ 45 = 2345, used to allow long integers to line wrap)
# primorial (9# = 7*5*3*2)
!, !n factorial, multifactorial
Phi(n,x) nth cyclotomic polynomial evaluated at x

Modify this display:

Include those modified (for any reason) in the last hours. (Use 0 to just see those in process or awaiting verification.)
We at the Prime Pages attempt to keep a list of the 5000 largest known primes plus a few each of certain selected archivable forms.  To make the top 5000 today a prime must have 378061 digits or meet the size requirements for it's archivable form.  (Query time: 0.004294 seconds.)