Report Results Here - Page 20

PatrickSchmeer · 2007-02-09, 14:54

The following Mersenne numbers have no additional (unreported) factors between 2^65 and 2^69:
M3321929993
M3321930047
M3321930301
M3321930317
M3321930377
M3321930421
M3321930431
M3321930529
M3321930583
M3321930587
M3321930757
M3321930793
M3321930817
M3321930827
M3321930839
M3321930841
M3321930893
M3321931007
M3321931051
M3321931117
M3321931133
M3321931183
M3321931313
M3321931541
M3321931559
M3321931579
M3321931661
M3321931703
M3321931727
M3321931729
M3321931763
M3321931813

ET_ · 2007-02-13, 13:59

Did anybody send all new factors of Mersenne numbers to Will Edgington?

Luigi

PatrickSchmeer · 2007-02-13, 17:47

M3321932099 has another factor: 51043506150165031487 at 65.468 bits (20 digits)

Found today at 14h56m UT. No further factor up to 66 bits (2^66).

wblipp · 2007-02-13, 23:14

Quote:

Originally Posted by ET_

Did anybody send all new factors of Mersenne numbers to Will Edgington?

I have not. In the past you did this - do you want somebody else to take over that responsibility?

ET_ · 2007-02-14, 09:01

Quote:

Originally Posted by wblipp

I have not. In the past you did this - do you want somebody else to take over that responsibility?

No, thanks

I just wanted to be assured about that.

Luigi

brunoparga · 2007-02-15, 00:36

3321929113 has no factors from 70 to 72 bits. I'm now taking 3321929197 from 70 -> 72.

brunoparga · 2007-02-24, 22:10

29197, nf 70-72. Now 29209.

(telegraphic reservation message)

PatrickSchmeer · 2007-02-25, 06:47

The following Mersenne numbers have no factors between 2^66 and 2^69:
M3321930701
M3321931013
M3321932099
M3321932179

Patrick

PatrickSchmeer · 2007-03-08, 05:37

The following Mersenne numbers have no factors between 2^67 and 2^69:
M3321928787
M3321930671
M3321931517
M3321931793

brunoparga · 2007-03-09, 17:04

Uh, I'm done with my last exponent, 29209, which has no factors, and have already started trying 29563, from 70 to 72 as usual. Hope to be able to install Factor5 in my machine soon!

ET_ · 2007-03-09, 18:27

Quote:

Originally Posted by brunoparga

Uh, I'm done with my last exponent, 29209, which has no factors, and have already started trying 29563, from 70 to 72 as usual. Hope to be able to install Factor5 in my machine soon!

Watch out! The status.txt file is not backward compatible!

Luigi

2007-02-13, 13:59	#211
ET_ Banned "Luigi" Aug 2002 Team Italia 3²·5·107 Posts	New factors to Will Edgington Did anybody send all new factors of Mersenne numbers to Will Edgington? Luigi

2007-02-13, 17:47	#212
PatrickSchmeer Nov 2006 Saarbruecken, Germany 2·3·17 Posts	Second factor of M3321932099 M3321932099 has another factor: 51043506150165031487 at 65.468 bits (20 digits) Found today at 14h56m UT. No further factor up to 66 bits (2^66).

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2007-02-09, 14:54	#210
PatrickSchmeer Nov 2006 Saarbruecken, Germany 2·3·17 Posts	The following Mersenne numbers have no additional (unreported) factors between 2^65 and 2^69: M3321929993 M3321930047 M3321930301 M3321930317 M3321930377 M3321930421 M3321930431 M3321930529 M3321930583 M3321930587 M3321930757 M3321930793 M3321930817 M3321930827 M3321930839 M3321930841 M3321930893 M3321931007 M3321931051 M3321931117 M3321931133 M3321931183 M3321931313 M3321931541 M3321931559 M3321931579 M3321931661 M3321931703 M3321931727 M3321931729 M3321931763 M3321931813

2007-02-15, 00:36	#215
brunoparga Feb 2006 Brasília, Brazil 3·71 Posts	3321929113 has no factors from 70 to 72 bits. I'm now taking 3321929197 from 70 -> 72.

2007-02-24, 22:10	#216
brunoparga Feb 2006 Brasília, Brazil 3×71 Posts	29197, nf 70-72. Now 29209. (telegraphic reservation message)

2007-02-25, 06:47	#217
PatrickSchmeer Nov 2006 Saarbruecken, Germany 146₈ Posts	The following Mersenne numbers have no factors between 2^66 and 2^69: M3321930701 M3321931013 M3321932099 M3321932179 Patrick

2007-03-08, 05:37	#218
PatrickSchmeer Nov 2006 Saarbruecken, Germany 2·3·17 Posts	The following Mersenne numbers have no factors between 2^67 and 2^69: M3321928787 M3321930671 M3321931517 M3321931793

2007-03-09, 17:04	#219
brunoparga Feb 2006 Brasília, Brazil 3×71 Posts	Uh, I'm done with my last exponent, 29209, which has no factors, and have already started trying 29563, from 70 to 72 as usual. Hope to be able to install Factor5 in my machine soon!