The probable primes - Page 29

engracio · 2010-08-01, 23:03

all done.

e

philmoore · 2010-08-02, 01:28

Awesome! I received your certificate, and everything appears to be in good shape.

So what do we do for entertainment now?

engracio · 2010-08-02, 01:32

Quote:

Originally Posted by philmoore

Awesome! I received your certificate, and everything appears to be in good shape.

So what do we do for entertainment now?

Find the last prime.

enderak · 2010-08-02, 02:59

Congrats engracio!

Cybertronic · 2010-08-02, 06:14

Congrats Engracio

!

That was your first multicore certificate.

A 9500 digit number in 6 months

---
Norman

ET_ · 2010-08-02, 09:51

henryzz · 2010-08-02, 11:30

So who is giving 256366+39079 a spin?

em99010pepe · 2010-08-02, 12:13

Quote:

Originally Posted by henryzz

So who is giving 256366+39079 a spin?

You could.

engracio · 2010-08-02, 16:28

Thanks Norman for the help. I wonder how long before we all get knocked off the top-20 list.

http://www.ellipsa.eu/public/primo/top20.html

Like Norman I think I will take a break from Primo for a while. It is a long slog this last one. Until we get better technology I will just have to try to find the last prime for FOB and hopefully another k with SOB.

philmoore · 2010-08-05, 15:28

Thanks to Justin (enderak) who has now double-checked the sequences for 75353 and 28433, and helped me finish double-checking the sequence for 60451. Matching residues now proves that 2⁹⁸³⁶²⁰+60451, 2^1518191+75353, and 2^2249255+28433 are the smallest probable primes of their respective sequences. Only the three sequences for 2131, 41693, and of course, 40291 are not completely double-checked now. We found a couple of missing residues, but only two actual errors in the first time prp tests, both for the 28433 sequence at exponents greater than 2 million. I am hoping that in a couple of years, GPU processing may help speed up the double-checking for these last three sequences, but the results so far do tend to confirm a low error rate in general for Five or Bust work. Good work, everyone, and thanks again, Justin!

Cybertronic · 2010-10-13, 18:13

Hello, can anyone send me a www.sendspace.com link for downloading the latest version of windows-pfgw 3.4.1 ?

http://openpfgw.svn.sourceforge.net/...7.zip?view=log

I have ever trouble with "sourceforge.net".

Thanks !

This thread is enough.

2010-10-13, 18:13	#319
Cybertronic Jan 2007 Germany 2CD₁₆ Posts	PFGW Hello, can anyone send me a www.sendspace.com link for downloading the latest version of windows-pfgw 3.4.1 ? http://openpfgw.svn.sourceforge.net/...7.zip?view=log I have ever trouble with "sourceforge.net". Thanks ! This thread is enough. Last fiddled with by Cybertronic on 2010-10-13 at 18:17

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2010-08-01, 23:03	#309
engracio May 2007 11² Posts	all done. e

2010-08-02, 01:28	#310
philmoore "Phil" Sep 2002 Tracktown, U.S.A. 10001100001₂ Posts	Awesome! I received your certificate, and everything appears to be in good shape. So what do we do for entertainment now?

2010-08-02, 02:59	#312
enderak Feb 2009 3·13 Posts	Congrats engracio!

2010-08-02, 06:14	#313
Cybertronic Jan 2007 Germany 1315₈ Posts	Congrats Engracio ! That was your first multicore certificate. A 9500 digit number in 6 months --- Norman

2010-08-02, 09:51	#314
ET_ Banned "Luigi" Aug 2002 Team Italia 11401₈ Posts

2010-08-02, 11:30	#315
henryzz Just call me Henry "David" Sep 2007 Liverpool (GMT/BST) 13775₈ Posts	So who is giving 256366+39079 a spin?

2010-08-02, 16:28	#317
engracio May 2007 11² Posts	Thanks Norman for the help. I wonder how long before we all get knocked off the top-20 list. http://www.ellipsa.eu/public/primo/top20.html Like Norman I think I will take a break from Primo for a while. It is a long slog this last one. Until we get better technology I will just have to try to find the last prime for FOB and hopefully another k with SOB.

2010-08-05, 15:28	#318
philmoore "Phil" Sep 2002 Tracktown, U.S.A. 19·59 Posts	Thanks to Justin (enderak) who has now double-checked the sequences for 75353 and 28433, and helped me finish double-checking the sequence for 60451. Matching residues now proves that 2⁹⁸³⁶²⁰+60451, 2^1518191+75353, and 2^2249255+28433 are the smallest probable primes of their respective sequences. Only the three sequences for 2131, 41693, and of course, 40291 are not completely double-checked now. We found a couple of missing residues, but only two actual errors in the first time prp tests, both for the 28433 sequence at exponents greater than 2 million. I am hoping that in a couple of years, GPU processing may help speed up the double-checking for these last three sequences, but the results so far do tend to confirm a low error rate in general for Five or Bust work. Good work, everyone, and thanks again, Justin!