Primality testing Phi(3877,2153) [N-1, Brillhart-Lehmer-Selfridge] Calling Brillhart-Lehmer-Selfridge with factored part 33.40% Phi(3877,2153) is prime! (136.170000 seconds)
phi(3876,2153)/(3877*8773841509*871963914352258190269) 34340875824983024457653930405121454057933427893555247898229817374559009433063192850561211994109384736787903789898654428636265090878202003805795813346658464217165903980205823680382094221170562353849 29776743275363928932901019042285661657784905509078424998879864545356103394754341695558997 6617369625229880257330932449476351450839907284674848688101049367949000217511383022841 106527067464557193791586668094434627206921020863065730287862403669465143886986886917 943797289934142320896730133796142033348961002646883176199
phi(3876,2153)/(3877*8773841509*871963914352258190269)
(3806 digits): p3806.zip
Task report for small primes:
[PRIMO - Task Report] Version=2.1.2 WebSite=http://www.ellipsa.net/ Task=Certification ID=B2B7E04A91E48 Created=03/25/2005 09:43:12 PM [Common] Path=C:\Program Files\Primo212\wrk\ Selected=5 Processed=5 Certified=5 Candidate #1=Certified, 0.85s Candidate #2=Certified, 0.04s Candidate #3=Certified, 0.37s Candidate #4=Certified, 0.20s Candidate #5=Certified, 4.97s [Candidate #1] Input=phi051_2153.in Output=Primo-B2B7E04A91E48-01.out Status=Candidate certified prime [Candidate #2] Input=phi057_2153.in Output=Primo-B2B7E04A91E48-02.out Status=Candidate certified prime [Candidate #3] Input=phi068_2153.in Output=Primo-B2B7E04A91E48-03.out Status=Candidate certified prime [Candidate #4] Input=phi076_2153.in Output=Primo-B2B7E04A91E48-04.out Status=Candidate certified prime [Candidate #5] Input=phi204_2153.in Output=Primo-B2B7E04A91E48-05.out Status=Candidate certified prime