P-1: a set of 45

GP2 · 2003-10-22, 05:44

Pfactor=10428713,64,1
Pfactor=10438361,64,1
Pfactor=10447363,64,1
Pfactor=10456049,64,1
Pfactor=10464343,64,1
Pfactor=10474939,64,1
Pfactor=10484501,64,1
Pfactor=10496573,64,1
Pfactor=10507417,64,1
Pfactor=10519771,64,1
Pfactor=10530229,64,1
Pfactor=10540609,64,1
Pfactor=10549261,64,1
Pfactor=10560313,64,1
Pfactor=10571107,64,1
Pfactor=10583773,64,1
Pfactor=10593857,64,1
Pfactor=10604443,64,1
Pfactor=10614827,64,1
Pfactor=10625611,64,1
Pfactor=10636117,64,1
Pfactor=10648321,64,1
Pfactor=10659223,64,1
Pfactor=10671677,64,1
Pfactor=10682939,64,1
Pfactor=10696003,64,1
Pfactor=10704949,64,1
Pfactor=10715773,64,1
Pfactor=10728539,64,1
Pfactor=10740659,64,1
Pfactor=10750963,64,1
Pfactor=10765589,64,1
Pfactor=10779217,64,1
Pfactor=10790303,64,1
Pfactor=10800329,64,1
Pfactor=10815737,64,1
Pfactor=10828621,64,1
Pfactor=10840387,64,1
Pfactor=10852489,64,1
Pfactor=10866223,64,1
Pfactor=10881511,64,1
Pfactor=10892797,64,1
Pfactor=10907063,64,1
Pfactor=10920983,64,1
Pfactor=10934507,64,1

Post here to claim this set.

When you're finished, manually check in your results at http://www.mersenne.org/ips/manualtests.html

As an alternative to doing sets like this manually, consider the semi-automated method of doing P-1 exponents for Primenet credit:
http://mersenneforum.org/showthread....1671#post11671

ColdFury · 2003-10-25, 03:16

I'll take these

GP2 · 2003-10-28, 22:25

Can you check in any pending results in the 10.4M range right away?

The leading edge of double-checking has moved rather quickly into this range (partly due a large number of exponents checked out last night by Leggett/Dell_CPU2.

GP2 · 2003-11-02, 07:11

Interim status: of the first 10 exponents, one factor found:

10438361,83865405324748775279

ColdFury · 2003-11-08, 10:23

All done. 2 Factors found. All results sent to Primenet.

dave_0273 · 2004-08-14, 16:03

The other factor that was found...

10828621,499433216263277695649

2003-10-22, 05:44	#1
GP2 Sep 2003 2585₁₀ Posts	P-1: a set of 45 Pfactor=10428713,64,1 Pfactor=10438361,64,1 Pfactor=10447363,64,1 Pfactor=10456049,64,1 Pfactor=10464343,64,1 Pfactor=10474939,64,1 Pfactor=10484501,64,1 Pfactor=10496573,64,1 Pfactor=10507417,64,1 Pfactor=10519771,64,1 Pfactor=10530229,64,1 Pfactor=10540609,64,1 Pfactor=10549261,64,1 Pfactor=10560313,64,1 Pfactor=10571107,64,1 Pfactor=10583773,64,1 Pfactor=10593857,64,1 Pfactor=10604443,64,1 Pfactor=10614827,64,1 Pfactor=10625611,64,1 Pfactor=10636117,64,1 Pfactor=10648321,64,1 Pfactor=10659223,64,1 Pfactor=10671677,64,1 Pfactor=10682939,64,1 Pfactor=10696003,64,1 Pfactor=10704949,64,1 Pfactor=10715773,64,1 Pfactor=10728539,64,1 Pfactor=10740659,64,1 Pfactor=10750963,64,1 Pfactor=10765589,64,1 Pfactor=10779217,64,1 Pfactor=10790303,64,1 Pfactor=10800329,64,1 Pfactor=10815737,64,1 Pfactor=10828621,64,1 Pfactor=10840387,64,1 Pfactor=10852489,64,1 Pfactor=10866223,64,1 Pfactor=10881511,64,1 Pfactor=10892797,64,1 Pfactor=10907063,64,1 Pfactor=10920983,64,1 Pfactor=10934507,64,1 Post here to claim this set. When you're finished, manually check in your results at http://www.mersenne.org/ips/manualtests.html As an alternative to doing sets like this manually, consider the semi-automated method of doing P-1 exponents for Primenet credit: http://mersenneforum.org/showthread....1671#post11671

2003-10-25, 03:16	#2
ColdFury Aug 2002 101000000₂ Posts	I'll take these

2003-10-28, 22:25	#3
GP2 Sep 2003 5·11·47 Posts	Can you check in any pending results in the 10.4M range right away? The leading edge of double-checking has moved rather quickly into this range (partly due a large number of exponents checked out last night by Leggett/Dell_CPU2.

2003-11-02, 07:11	#4
GP2 Sep 2003 5·11·47 Posts	Interim status: of the first 10 exponents, one factor found: 10438361,83865405324748775279

2003-11-08, 10:23	#5
ColdFury Aug 2002 2⁶×5 Posts	All done. 2 Factors found. All results sent to Primenet.

2004-08-14, 16:03	#6
dave_0273 Oct 2003 Australia, Brisbane 1D6₁₆ Posts	The other factor that was found... 10828621,499433216263277695649