VS: Mersenne: An officially sanctioned poach....

2003-01-27 Thread Torben Schlntz
Fra: George Woltman 
Sendt: ma 27-01-2003 21:29 
Til: [EMAIL PROTECTED] 
Cc: 
Emne: Mersenne: An officially sanctioned poach



It's been quite awhile since I've done a release of
exponents
that seem to be stuck - probably over a year.

I've identified 185 exponents that have had NO progress
reported and are
either:
a)  Below 12,000,000 and been assigned for 200 days or
more, or
b)  Between 12 and 20 million and been assigned for 300
days or more

Does anyone see any problems with releasing these
exponents back into
the pool?


Hi George!

I don't really understand the question. If these 185
assignments have made NO progress in a year why didn't they expire in
about 60 days automaticly? I've seen this expiring happen to some of my
machines - no problem - 6n days of inactivity and they dies at my
account.

Do you by NO progress mean close to NO progress?

I would like to have an email informing me about a short
period of time to get that machine up and running again. I don't have
any reason for postponing any milestone, so my answer could as well be:
I know that machine died after many years of work so please expire all
the work assigned to machine: xyzxyzxx.

With approx. 70 machines and only me to support them I
would just like to be warned. 

br tsc

and let us soon find another gem!

 

 

 

 

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SV: SV: SV: SV: Mersenne: Drifting UP(!) in Top Producers ranking?

2002-11-26 Thread Torben Schlntz
Hallo Mary!
Ups, I don't suspect you. 
Maybe the method should be more like: Look at the cleared exponent
report to find accounts only or overwhelming returning 66-bits factors.
But this might still unwantedly catch you as those factors you find
will be in this area.
Then one will have to do some TF double checking work of the factors
given to the account (can be seen at the assigned tests report). And
then again you have to be sure the account also finished it's work on
that TF. 
So as I said it is to complex, to time consuming and not exactly a job
for me, as I won't be the GIMPS police.
And I very well understand your view TF's starting from eg. 64 bits also
have to be done some day. 
br tsc 

-Oprindelig meddelelse- 
Fra: Mary K. Conner 
Sendt: ti 26-11-2002 00:10 
Til: [EMAIL PROTECTED] 
Cc: 
Emne: Re: SV: SV: SV: Mersenne: Drifting UP(!) in Top Producers
ranking?



At 11:04 PM 11/25/02 +0100, =?utf-8?Q?Torben_Schl=C3=BCntz?=
wrote:
 No, and I am not the GIMPS police. It would offcourse
be quite
easy simply to check all accounts having done 5+ years TF and
having
more than 0,6 years pr. foundfactor. On the other hand some
accounts
could be very old and back in those days a factor could have
been found
in less effort than now a days appr. 0,5 y/ff. NetForce and
Challenge
seems to be good candidates for accounts with a very low effort
pr. ff.

Well, you'd nail me.  I do expired exponents for the most part,
which makes
it much less likely that I will find a factor because almost all
of those
expired exponents have already been done part way, and if there
had been a
factor in the parts already done, they wouldn't have expired.
So I have
8.783 P90 years in factoring, and only 6 factors found.  Unless
you count
the pre-factoring work I turn in manually to George.  Lots of
factors found
there for much less CPU expended.



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SV: SV: SV: Mersenne: Drifting UP(!) in Top Producers ranking?

2002-11-25 Thread Torben Schlntz
-Oprindelig meddelelse- 
From: Brian J. Beesley 
Sendt: lø 23-11-2002 13:23 

This is not a particularly effective cheat; you still end up having to
do
significantly more than half of the computational work. Is there any
evidence
that this may be happening?

No, and I am not the GIMPS police. It would offcourse be quite
easy simply to check all accounts having done 5+ years TF and having
more than 0,6 years pr. foundfactor. On the other hand some accounts
could be very old and back in those days a factor could have been found
in less effort than now a days appr. 0,5 y/ff. NetForce and Challenge
seems to be good candidates for accounts with a very low effort pr. ff.

Does it make sense to impose a penalty clause i.e. if someone
subsequently
finds a factor in a range you claim to have sieved, you lose 10
times the
credit you got for the assignment? N.B. There will be
_occasional_ instances
where an honest user misses a factor, possibly due to a
program bug,
possibly due to a hardware glitch.


I'd rather not like the penalty/ punishment. A reward equal to
the full effort of doing the TF would be much better - and under those
circumstances no one would try to cheat because a factor found at eg. 63
bits would reward very well.


 The exponents above
 79.300.000 are still candidates, though George has chosen to
limit his
 program to this size and I think with very good reason.

Hmm. As it happens, one of my systems has just completed a
double-check on
exponent 67108763. This took just over a year on an Athlon
XP1700 (well,
actually it was started on a T'bird 1200). The fastest P4
system available
today could have completed the run in ~3 months. The point is
that running LL
tests on exponents up to ~80 million is easily within the range
of current
hardware.

Yes, but that kind of hardware was not at the market in 1995.
But regarding Moores law George should have predicted the P4 and SSE2?


Personally I feel it is not sensible to expend much effort on
extremely large
exponents whilst there is so much work remaining to do on
smaller ones. I
justify running the DC on 67108763 as part of the QA effort.

Sure. Let's get a new prime and let us have it fast.


 BTW, the list of found factors contains 2.500.000+ but the
top
 producers list only contains 30.000- of these. GIMPS must be
 responsible for far more than only 30.000 factors. Any
explanation for
 that?

Well, there are a lot of factors which can be found by
algebraic methods
rather than by direct computation: e.g. if p+1 is evenly
divisible by 4, and 
p and 2p+1 are both prime, then 2^p-1 is divisible by 2p+1.


Evenly? What about 11, 83, 131 and 251 giving: 3,21,33 and 63.
Are these just plain luck or does it exist one p+1 / 4 is not even and
the factor 2p+1 does not fit?

 

Have a nice day

tsc

 

 



 

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SV: SV: Mersenne: Drifting UP(!) in Top Producers ranking?

2002-11-22 Thread Torben Schlntz
 
 Which remind me, to avoid the cheat possible, the award for finding a
 factor should be set somehow bigger than only the nearest 6x bits.
Give
 a factor something like the full value of TFing it to 66 bit!
 IMHO the TF with a factor found should be equal to an LL; but I have
 already discussed this with George and he is afraid only factoring
would
 be done if the award is that high.

 That, and you get some rather ridiculous consequences if you do that.
 
Sorry Nathan. It is my fault you read  the IMHO paragraph in a wrong
way. I meant I had that point of view UNTIL I discussed it.. As
George argue:  Nobody would do LL if a succesful TF was rewarded the
same - he is truly right.
My goal is to get the succesful TF rewarded a bit higher. As it is now
someone might skip the 57-65 range and only do the 66-bit part, thus
missing factors and get fully rewarded for only doing half the work. 
 
When George originally created the list of candidate exponents, he
eliminated tens of millions of composite exponents, and an infinite
number
of negative exponents, non-integer exponents, imaginary exponents, and
prime exponents above the range of the program.

Composite exponents was removed long before the project. Lucas must have
known the exponent needed to be prime. I believe a Mersenne number has
to have an exponent which is a positive integer?! The exponents above
79.300.000 are still candidates, though George has chosen to limit his
program to this size and I think with very good reason.

BTW, the list of found factors contains 2.500.000+ but the top
producers list only contains 30.000- of these. GIMPS must be
responsible for far more than only 30.000 factors. Any explanation for
that?


br tsc

 

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SV: Mersenne: Drifting UP(!) in Top Producers ranking?

2002-11-21 Thread Torben Schlntz
These days you get an assignment say 21.1xx.xxx and it will give you
approximately 0.057 P90/y.
Team_prime_rib has a calculator for the exact value you will get for any
number you TrialFactor and what you get if you really find a factor.
Visit www.teamprimerib.com to get the p90.exe program.
Which remind me, to avoid the cheat possible, the award for finding a
factor should be set somehow bigger than only the nearest 6x bits. Give
a factor something like the full value of TFing it to 66 bit!
IMHO the TF with a factor found should be equal to an LL; but I have
already discussed this with George and he is afraid only factoring would
be done if the award is that high.
 
br tsc
 
 

-Oprindelig meddelelse- 
Fra: Russel Brooks 
Sendt: to 21-11-2002 23:13 
Til: [EMAIL PROTECTED] 
Cc: 
Emne: Re: Mersenne: Drifting UP(!) in Top Producers ranking?



Mary K. Conner wrote:
 You get credit for your work doing factoring even if you're
not finding
 factors.

Has this changed?  When I joined GIMPS a couple of years ago I
though Factoring only counted when a factor was found.

Cheers... Russ

DIGITAL FREEDOM! -- http://www.eff.org/



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Mersenne: Please fix the primenet error 2250 I've had since 02.58 UTC

2002-09-23 Thread Torben Schlntz

 
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SV: Mersenne: TF - an easy way to cheat

2002-09-21 Thread Torben Schlntz

That's not what Nathan meant, and it would have the opposite effect of
what
Torban wants, which is to guarantee that he never LLs an exponent which
has
not had a full factorisation effort.
 
Your are truly right, Daran.
But my name is Torben. And not Torban. Torben means the the bones of the
great god THOR. This god is responsible for the ligthning. And is next
to the superior god ODIN. :-)  

One advantage of this, from Torban's POV, is that his chance of finding
a
factor through P-1 is *increased* if it has not been properly TFed.

What is POV?

br tsc

 

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Mersenne: TF - an easy way to cheat

2002-09-20 Thread Torben Schlntz

Anyone receiving a TF task could edit the worktodo.ini from
Factor=20.abc.def,59
to
Factor=20.abc.def,65
He would receive approx. twice the credit the effort is worth.
Ofcourse nobody would do this, as we are all volunteers! Or could
somebody some day be tempted to raise his rank using this method? 
Does GIMPS hold some log for TF's done by which account? If so could
this log please be open? 
Would this cheat be trapped later by P-1 or does P-1 trust earlier work
so factors below say 67-bits are not considered?
The above questions are _not_ asked because I intend to use the method.
:-/ I think it would miscredit GIMPS as we trust the results of GIMPS.
And I would be disappointed if I learned that an LL I did could have
been solved far earlier - and using less effort.
br tsc
 
 
 
 
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Mersenne: http://mersenne.org/primenet/ - the world test status

2002-09-18 Thread Torben Schlntz

1800  180921   333
1810  181920   347
1820  182922   364   2
1830  1839 

Refer to the PrimeNet statistics charts
http://mersenne.org/ips/stats.html  for more information.
ends somehow interrupted.
br tsc
 
 
 
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SV: Mersenne: http://mersenne.org/primenet/ - the world test status

2002-09-18 Thread Torben Schlntz

After deleting the internet cache and doing it again 12:15 (local time)
the result stay the same. 
br tsc

-Oprindelig meddelelse- 
Fra: Untermeyer, Gary 
Sendt: on 18-09-2002 22:28 
Til: Torben Schlüntz 
Cc: 
Emne: RE: Mersenne: http://mersenne.org/primenet/ - the world
test status



This often happens if you try to view the report right after the
hour, say
at 3:01 or so.  Maybe the file never got completely uploaded to
the net.
I'd check it again at 30 minutes past the hour and see if the
next hourly
update was more successful

-Original Message-
From: Torben Schlüntz [mailto:[EMAIL PROTECTED]]
Sent: Wednesday, September 18, 2002 2:01 PM
To: [EMAIL PROTECTED]
Subject: Mersenne: http://mersenne.org/primenet/ - the world
test status


1800  180921   333
1810  181920   347
1820  182922   364   2
1830  1839

Refer to the PrimeNet statistics charts
http://mersenne.org/ips/stats.html  for more information.
ends somehow interrupted.
br tsc





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Mersenne: Some problem about reporting a TF

2002-09-10 Thread Torben Schlntz

I lost a TF
I know my machine Torbenskværn was ready to report the TF of
M19.875.7* today. 
It now has started M19.917.917.
It never wrote the prime.log and it never was credited upon my account,
and I don't have prime.spl for that result.
What happened?
Don't tell me the æ matters. I have results for that machine during
the past 2,5 years - no problems.
Of course I can back up to immediately before, I guess at 85% of 66 bit;
and I will.
 
This starts an another discussion: 
 
What happens to that amount of work done to a factor that I some time
gets after someone else has brought it from 58 bits up to 64 or 65 where
I get the assignment?
It seems to me this is just forgotten work. Why don't we donate it to
the challenge account?
 
have a very niceday
tsc
 
PS.: Though I don't like TeamPrimeRib because they are so fast I can't
catch up, I'm still amazed of their site. Go visit
http://www.teamprimerib.com. The graphs are wonderful! And so the 7-days
producers and the 30-days producers lists. Very good work, guys! Besides
you smatch me out by a factor of at least 11. :-(
 
 
 
 
 
 
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Mersenne: Now able to communicate with server.

2002-08-30 Thread Torben Schlntz

Tnx, George (and probably numerious people activated on this error
29). 
I've started upgrading and found a very nice CPU report in 22.8. What I
always wanted to know is now right before my eyes: Pentium III, MMX, SSE
etc. Also doc's are very enjoyable reading, 10% better here and 25%
better there; all it sums up to something. I'm pretty sure all my
machines with PII+ CPU now are vers. 22.8 running.
I also had a factoring result from a machine in Finland so vers. 21.4.1
now communicate with the server.
So yesterday complaining - today enjoying!
Had 0.6+ years more of TF, an LL, a P-1, and 2 or 3 factors running in
this day.
I'm a happy user again of the prime95.exe program.
br. tsc

winmail.dat

SV: Mersenne: Unable to communicate with server.

2002-08-29 Thread Torben Schlntz

 
What is going on? Yes, it is true I get this error message 29. Then for
a few hours yesterday everything seemed to work well again and a had 2
machines updating results. 
Do I have to update to 22.8 when I'm mostly do trial factoring? I would
rather not because I have around 50 machines on 3 locations in Denmark
and added to that a few machines in Norway, Sweden and Finland. I can't
update all these machines within the 60 days check in limit. And right
now some of them already are lacking factors to work with.
Can't we just have the server back to normal and continue our work. And
then later and planned upgrade to some version?
 
br tsc
 
PS.: Does anyone know what happened to
http://www.teamprimerib.com/rr1/topover.htm it has either been updated
for days?
 
 
 
 
 
Where can we download version 22.8?  The webpage at
http://www.mersenne.org/freesoft.htm shows only version 21.4, from 22
Sep
2001 (for Windows).  Thanks --Andy

The freesoft.htm page now has a link to version 22.  I've hastily
added it thanks to this error 29 mess.  Not surprisingly, my email load
has gone up with all the version 21 Windows clients raising an error.


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winmail.dat

SV: Mersenne: Factors aren't just factors

2002-03-26 Thread Torben Schlntz

reaction to another mail about this

This happens all the time in different shapes so I would expect some
happy day we found a crosslinked factor.

we will never find a factor who is a factor of Mx and also of My
simply because every factor give only one count with my algoritm and is
factor
of one or zero mersenne numbers
for example the factor 7 is a factor of 2^3-1 and 2^6-1 and 2^9-1 and
2^12-1 etc..
but only 2^3-1 of a mersenne number
so a factor can never be factor of Mx and My both

 
Yep, you're so truly right. After I used the reverse factoring algorithm
a bit harder it is not difficult to see that when you arrive at 1 (and
started at 1) the same pattern will repeat (after all we are multiplying
by 2 and mod'ing the same value repeatedly from 1).
Some how it is no longer a mystery that 13421 is a factor of any 2k*61
(2684 in this case) as 61 is the highest prime in the factorized values
of 13420 (factors: 2*2*5*11*61). Again: 2*5*11 is only the k.
And also I have found reverse factoring will find it self as a value for
Mprimes, 31 is a factor of M5 and so is 127 a factor of M7, and most
often just it self -1 for very uinteresting values, like 107 divides
M106. :-(
 
On the other hand this insight could make me/us construct interesting
and primetested values beyond the scope of Mprime (eg. max 66 bits for
numbers below 21.600.000)  but in the scope of GIMPS (any prime
apx.72.300.000). At least I got one machine for which mprime has no
relevance as some uncontrolled reboots happens and I would like a sleep
to occur every 10 seconds. Then I can write my own reverse facoring for
this machine - it is on anyway for other purposes. 
 
Happy hunting
tsc
 
 
 
 
 
 
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Mersenne: SV: apologies

2002-03-22 Thread Torben Schlntz

I have forgiven you long ago! :-) What a temper and black mood. :-(
Yes I suppose we will find others. The list you show is quite short
(12), we know 39 mersennes, have we investigated them all?
br tsc
 
 
Given a Mersenne prime exponent, what is the smallest Mersenne number,
composite or prime, which the exponent divides?

p:  n
2 (none)
3: 2
5: 4
7: 3
13: 12
17:   8
19: 18
31:   5
61: 60
89: 11
107: 106
127:   7

Note that the smallest Mersenne exponent n is prime only for the four
Mersenne primes which are also Mersenne exponents (3, 7, 31, and 127)
and 89.  Do you suppose there are any other examples?

Phil Moore


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VS: Mersenne: Factors aren't just factors

2002-03-22 Thread Torben Schlntz

 

-Oprindelig meddelelse- 
Fra: Torben Schlüntz 
Sendt: lø 23-03-2002 02:54 
Til: Bruce Leenstra 
Cc: 
Emne: SV: Mersenne: Factors aren't just factors


Bruce Leenstra wrote:
You'll notice that 'tempvalue == 1' is only the exit condition
for the loop above. This is because every prime is a factor of some
mersenne number M(v) { plus the set of M(kv), which are all composite
}.  Of course GIMPS is only interested in those where v is prime. My
program will abort the loop and prompt me if count  (q-1)/2, indicating
q isn't a factor of any M(v). It hasn't happened yet.

Yes I got it now, and with the same 
multiply by 2 - take modulus of factor - check for 1 - check for
(q-1)/2 - repeat
just proved a low factor for M641 as well as the usual M29, 43
etc. :-) 
And you're right - the algorithm tells - whenever a factor is
found, it will be factor again and again for other GIMPS uninteresting
composite M's, like 89 is a factor for M11 then M22 then M11*x. So there
is no SUPERfactor being a factor for several M's.
Last you say any prime will be a factor for some Mx, quite
interesting, and yes to pick one 641 is a factor of M64.
br tsc 


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SV: Mersenne: Factors aren't just factors

2002-03-20 Thread Torben Schlntz

M89 is prime! M89 = 618.970.019.642.690.137.449.562.111 with no known
factors. 
So it would be lovely if we could rule out any possible Mx if x had
earlier been a factor for any other My. :-) But no.
M11 proves this so nicely: M23 has factors, M89 none. 
I've started looking for some factors, where f is both factor of Mx and
of My. The chance is there as Mx calls for factors of the form 2kx+1 and
My calls for 2Ky+1. Let's have an example:

547 is candidate for M7 as for M13:   2*(3*13)*7+1 and 2*(7*3)*13+1

or better: 

83 is candidate for M79 and for M6329 as 2*(6329)*79+1 and
2*(79)*6329+1 both equals 83.

This happens all the time in different shapes so I would expect some
happy day we found a crosslinked factor.

happy hunting

tsc


Torben, I noticed something along those lines long ago: the first
non-prime
Mersenne number is M11 which factors to 23 times 89. The very next
non-prime
Mersenne number is M23, and M89 is also not prime. It occurred to me
then
that possibly Mx is never prime if x is a factor of a Mersenne number,
but
it was just an observation and I never got around to pursuing it. If
so,
then it would (although only very slightly) reduce the number of
candidates
to be tested. So I am just as curious as are you.

 

 
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SV: Mersenne: just some comments to improve our site

2002-01-17 Thread Torben Schlntz

Daran wrote:
 
Have we sent a newletter since finding M#39?

No, no that I'm aware of. 
But we might have raised limit of numbers factorized by several 1000's. 
Or the highest number just being handed out by the primenet server has
reasched some limit worthwhile mentioning.
 
br
tsc
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SV: Mersenne: Factors

2002-01-16 Thread Torben Schlntz

Thanks is a poor word, but anyway thanks to all.
 
I will move on, though my first idea such like: 
 
   2kp+1 is a factor when k is 2^x
 
is already dead at M37. :-( damned!
I will find another proposal, prove it or disprove it, and continuing
getting new ideas. 
 
It seems to me that this k (in 2kp+1) is never:
 
  4,12,20,28,36,46,52,60,68,76,84
 
at least for less than M416.947.
 
Am I again a fool for a pattern already proved?
 
 
On the other site you can watch this:
 
k=2, 1875 factors in above mentioned space up till M416.947 spanding
35144 primes:
k=4, 0
k=6, 1132
k=8, 715
k=10, 465
k=12,0
k=14,233
k=16,351

k=32,138
...
k=64, 65
...
k=72,123
k=74,33
 
remark, the overall high values of k=2^x factors and remark the low
value of eg. k=74. 
Also remember these factors where obtained by prime95 Advanced factors
first of all looking for a low or maybe the lowest value for the factor.
So my point here is chance of  k=2^x for a factor is high, espcially
when p95 has run to the end regarding 64-70 bits low facoring and not
found a factor.
 
Now am I wrong in this conclusion and should I drop the the project or
is still a small amount of light passing through the halfopen doorway?
 
br
happy hunting
tsc
 

 


   Try Will Edgingtons's page,
   http://www.garlic.com/~wedgingt/mersenne.html .
   Use used to keep a comprehensive archive of known Mersenne
factors. I am
   not sure how up to date this files are, but it is a good
starting point.

I still keep the data, but have not had time to update the
online
copies for a while now for several reasons that have nothing to
do
with GIMPS or other Mersenne stuffs.



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Mersenne: just some comments to improve our site

2002-01-15 Thread Torben Schlntz

Why is P-1 factoring not a single schedule task? like the LL and the
Trail Factoring?
 
Why is P1 factoring hooked upon the LL test?
Why does P1 not have it's own life like the TF and the LL?
 
I realy hated the P1 until now 21.4 fixed that. And I hated the
CPU-clocks of earlier versions to, because I have no idea what so ever
the clock beat of my computer is, but I can relate to time.
 
Some people might have plenty of mem - outdoing my best a 512M - but
some of the machines I (or maybe Primenet) have selected for P-1 have
nothing more than 64 or 128M.
 
We also need a a place for rapid starters. Some Gazelle view. 
Wow! Even though I've only done 0,323 P90 years I'm number 33 in this
week I will certainly continue, because I will catch up with those
guys having 79 years
Hmmm, maybe in percentage of the week before.
 
Also the newsletter should more often be sent. We make progress every
day so why don't we tell GIMPS'ers what is happening? Even a small
progress is a giant leap, like now all numbers below 4.900.000 has been
doublechecked or All numbers below 16.000.000 has been trial
factorized.
 
Just my few words
happy hunting
tsc
 
 
 
 
 
 
 
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Mersenne: Factors

2002-01-15 Thread Torben Schlntz

I have downloaded the factor files suggested by GIMPS but it gives no
meaning. How do I read the files *.cmp?
 
And why is this not documented close to the source of the *.cmp files?
 
I am also a bit disannoyed about numbers less than M751 that should be
fully factorized seems unavaible, or am I looking the wrong places? Do
you know a site which I don't?
 
I'd also like to know about any number fully factorized, whatever size
it might be, and whatever size the factor(s) might be.
 
The next step for GIMPS is a faster factoring algorithm and the way to
get that will be that someone - maybe a mathematician or some
beer-drinking fool like me - finds the stones of immortality. :-)
 
Besides I have the question: why does the advanced facor algortithm of
prime95 somtimes find 2 factors? This happens eg. at  M1289, has
108817410937 and 15856636079 as factors?
 
 
Happy hunting
tsc
 
 
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SV: Mersenne: Preventing new assignments

2002-01-13 Thread Torben Schlntz

You could fool the program by telling it to use dial-up connection at
the test/primenet menuitem. Then it will never tell anything until you
again tell it to use you internet connection. Then you have the peace to
change without a new assignment (and a probably p-1 factoring - which
you ofcourse won't becasuse you are using 21.4 of prime. :-)
 
br tsc 

-Oprindelig meddelelse- 
Fra: Paradox 
Sendt: lø 12-01-2002 16:27 
Til: [EMAIL PROTECTED] 
Cc: 
Emne: Mersenne: Preventing new assignments



In about 10 days, I've got 5 Pentium4 computers that will be
submitting
completed LL tests (for 10,000,000 digit numbers). I used to
have
dozens of smaller computers working on such LL tests for years,
and so
I have a collection of Prime95/mprime directories which have
60% to 80% completed LL tests in them. I'm going to want to
make sure that the currently running mprime's on the P4s do not
get
new assignments, so that I can simply remove those copies of
mprime and replace it with a copy from my collection.

For now, I've set the Days of Work to 1. If I were to set
days of work to 0, what would happen? How can I tell it to
simply
submit the results to primenet, disconnect, and then exit the
program
when it is done?


Regards, David Meyer ([EMAIL PROTECTED])

About half of my prime checking arsenal:
http://www.pdox.net/primework.jpg



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SV: Mersenne: Re: Mersenne Digest V1 #912

2001-12-03 Thread Torben Schlntz

 



 
No you wouldn't because they would like yourself go to do only
factoring work, and as George said to me when I propose this a year ago:
It would make the focus of GIMPS towards factoring and not like it is
now on primenumber finding.
We will (again in George-words) have to eliminate candidates
by using a small amount of time in the factoring field; but only so
much/less that we still have power to run LL-tests to really prove
primes.
 
Regards and happy hunting
tsc
 

A particularly sore point. If we maintained a top savers list
whereby for
every factor found you were credited with the time an LL test
would have
taken, then I and the other Lone Mersenne Hunters would
pulverise these
big university teams.

150,000 factors in the 60-69m range, at an average of 27.2 P-90
years each
- h  just over 4,000,000 years saved

regards

Gordon





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SV: Mersenne: I have a RISC/6000 with AIX 3.1 installed

2001-12-01 Thread Torben Schlntz

 This might run anything;  but I'm probably to stupid to manage to set
 up anything on it. :-/ Can anyone use this machine as is for any
 purpose related offcourse to primechruncing?

If the system has a C compiler, you can certainly run LL tests
using Glucas. 
 
 No C compiler; not even man-pages. But some cute system called SMIT
which can do quite many things. :-)
 
Building Glucas is dead easy. If you don't have a C
compiler, you can almost certainly install gcc, though this is more
complicated and a lot more work than building Glucas. In any case
you would probably find a R6000 AIX binary version of Glucas if you
asked, or someone out there with a similar system who would build
one for you.

 I go for both; Does any one has a glucas binary for RISC/6000 AIX?

I don't know how fast the system might be, but there is plenty of
work even for slower systems.

I believe it to be 300 Mhz; And it was at least once some kind of a
mainframe. BTW I got it for only  $ 15! And _yes_  I got slow machines
(an -486 80 mhz requering appr. 9 months to complete a 65 bit
factoring).

Best regards 

Torben Schlüntz

 

 

 

 

 

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Mersenne: I have a RISC/6000 with AIX 3.1 installed

2001-11-30 Thread Torben Schlntz

This might run anything;  but I'm probably to stupid to manage to set up
anything on it. :-/
Can anyone use this machine as is for any purpose related offcourse to
primechruncing?
 
br tsc
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SV: Mersenne: Re: [Mersenne] celebrate

2001-11-19 Thread Torben Schlntz

Nothing to see here in Denmark. It was cloudy.  
 
br tsc

-Oprindelig meddelelse- 
Fra: Steinar H. Gunderson 
Sendt: sø 18-11-2001 21:09 
Til: [EMAIL PROTECTED] 
Cc: 
Emne: Mersenne: Re: [Mersenne] celebrate



On Sun, Nov 18, 2001 at 01:09:18PM -0500, Jud McCranie wrote:
I should have suggested this yesterday, but let's have a meteor
shower to
celebrate the probable discovery of a new Mersenne prime!

Big, big disappointment here in Norway -- I was outside for
about an hour
during the maximum, _nothing_ to be seen. No clouds at all,
perfectly
clear, but not a single meteor. :-(

Let's hope the prime verification goes better ;-)

/* Steinar */
--
Homepage: http://www.sesse.net/


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Mersenne: Now that you are eating on the westcoast

2001-11-19 Thread Torben Schlntz

If - and of any worth - I would accept a database in almost any size at
my network if it could help factoring faster.
 
And anyway who am I to suggest this:
 
Account ID  LL P90*  Exponents  Fact.P90  Exponents  P90 CPU
CPU yrs  LL Tested  CPU yrs*  w/ Factor  hrs/day
--  ---  -    -  ---
tsc  35.737   53  36.715  1031181.90

Team leader: Torben Schlüntz

 
 
happy hunting
tsc
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SV: SV: Mersenne: Strange factor arrived though not calculating it

2001-11-04 Thread Torben Schlntz

Yes I did check all prime.log and all results.txt. I would never have
missed it if it had been mentioned in any of these files. You probably
also did not notice that I have all results I have produced going to a
special file called: Results.all (how creative I am :-) ), and this
process is done automagicly by a script?
 
br
tsc


OK. Did you look through the contents of prime.log on whichever
system once had exponent 16871993? If the exponent was
dropped because PrimeNet informed the system the job was
already done, the evidence will be in there. If the system really did
run that exponent, found the factor  informed PrimeNet, the
evidence will also be in there.


Regards
Brian Beesley

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Mersenne: What will we do when anyone finds a number of 10 million+ digits which is prime?

2001-11-04 Thread Torben Schlntz

What will we do when anyone finds a number of 10 million+ digits which
is prime?
 
Will everybody just leave the project because there is no prize to gain
any longer?
 
After the introduction of search for 10 million digits number this
could leave the project with quite a big hole, say from M14.xxx.xxx and
up till the exponent found.
 
It will be kind of difficult to find new volunteers that will use time
and electricity to fill the hole if nothing more than glory is won.
 
Will there be an other prize?
Will there be a new goal?
 
We have the 4 or 5 biggest primes, are anyone stressing us by using
another algorithm like the LL, have access to more CPU, working on a
bulletproof method of generating new primes?
 
br 
tsc
 
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SV: Mersenne: Strange factor arrived though not calculating it

2001-11-03 Thread Torben Schlntz

 It seems like I have had credit for one factor that I never did:

 M16871993 with factor: 2224518820603490479

 I am the owner of this exponent as it is assigned to me. Yes!

 But I didn't work on it.

If you're running v20 then P-1 will be done early - the current test
will break off at the next multiple of 65536 iterations whilst the P-1
is run.

:-) Thank you, Brian; but look at exponent: M16871993, these
aren't handed out for LL test yet (as for as I know), this one is a
trial factoring.

Now maybe you think I don't control what is going on, but I
think otherwise. To convince you that I know everything cooking I show
you this script I can run anytime:

Z:\primenet\explecho off 
MULTEM~1\RESULTS.TXTIteration 81 / 13124623
TERMIN~1\RESU0001.TXT   Iteration 807 / 11944657
TERMIN~1\RESULTS.TXTIteration 185 / 11511061
TORBEN~1\RESULTS.TXTIteration 1054 / 12510737
APOLD\RESULTS.TXT   Iteration 1040 / 11167979

Factoring:--
-
HHV012\RESULTS.TXT  Factoring M18056699 to 2^65 is 7.69%
complete.  
HHV003\RESULTS.TXT  Factoring M17954653 to 2^65 is 16.38%
complete.  
JANSTA\RESULTS.TXT  Factoring M17883379 to 2^65 is 20.01%
complete.  
HHV005\RESULTS.TXT  Factoring M17790013 to 2^65 is 37.69%
complete.  
HHV014\RESULTS.TXT  Factoring M16645553 to 2^65 is 39.02%
complete.  
LAGER2\RESULTS.TXT  Factoring M16538857 to 2^65 is 48.15%
complete.  
HHV007\RESULTS.TXT  Factoring M18079057 to 2^65 is 42.39%
complete.  
HHV001\RESULTS.TXT  Factoring M17556293 to 2^65 is 54.26%
complete.  
HHV011\RESULTS.TXT  Factoring M17863829 to 2^65 is 51.76%
complete.  
ZENTRA01\RESULTS.TXTFactoring M17694427 to 2^65 is 76.71%
complete.  
ZENTRA01\RESULTS.TXTFactoring M17694427 to 2^65 is 77.65%
complete.  
INTEGR~1\RESULTS.TXTFactoring M17785673 to 2^65 is 78.66%
complete.  
HHV002\RESULTS.TXT  Factoring M18054301 to 2^65 is 89.72%
complete.  
HHV016\RESULTS.TXT  Factoring M18012121 to 2^65 is 86.38%
complete.  
HELLY\RESULTS.TXT   Factoring M17021969 to 2^65 is 93.43%
complete.  
HHV009\RESULTS.TXT  Factoring M17950103 to 2^65 is 97.19%
complete.  

66--
-
HHV006\RESULTS.TXT  Factoring M17960981 to 2^66 is 0.47%
complete.  
---
HHV015\RESULTS.TXT  Factoring M17889829 to 2^66 is 14.30%
complete.  
---
HHV008\RESULTS.TXT  Factoring M17950123 to 2^66 is 21.52%
complete.  
---
---
---
---
---
HHV004\RESULTS.TXT  Factoring M17919931 to 2^66 is 78.03%
complete.  
---
---

logs-or-results-if-any:-
-
HHV013\RESULTS.TXT  UID: tsc/hhv013, M17927929 no factor to
2^66, WW1: AC1D7755
HHV013\PRIME.LOGUID: tsc/hhv013, M17927929 no factor to
2^66, WW1: AC1D7755
Factors done:
RESULTS.ALL 808 lines match
Things done this month:
RESULTS.ALL 5 lines match


 

And here follows the directory listing for the machine in
question:

 Directory of Z:\primenet\expl\helly2

29-08-1999  11:01   28.672 Rpcnet.dll
29-08-1999  11:01   61.440 Httpnet.dll
25-04-2000  14:331.212.928 phelly2.exe
27-09-2001  15:15  529 PRIME.INI
24-10-2001  23:04   DIR  .
24-10-2001  23:04   DIR  ..
24-10-2001  23:11  182 worktodo.ini
24-10-2001  23:12  633 prime.log
24-10-2001  23:12  256 LOCAL.INI
25-10-2001  00:03   79 results.txt
25-10-2001  00:04   32 pG481447
   9 File(s)  1.304.751 bytes
   2 Dir(s)   1.836.318.720 bytes free


This directory sorted by date, shows that the last date I did
anything on this was 25-10-2001. 

Here is the entry from the individual primenet report:

16871993  61   F  2224518820603490479  28-Oct-01
17:17  helly


Notice the date, 28 oct.

Finally the contents of the worktodo.ini from the same library:

Factor=16481447,58
Factor=16481557,58
Factor=16833517,59
Factor=16871993,59
Factor=16871999,59
Factor=16872017,59
Factor=16872049,59
Factor=17432083,59
Factor=17432117,59


Please notice, that the exponent in question is located at
position 4. So all the 3 tests before the 4.th should have been done.
They haven't, it 

Mersenne: Strange factor arrived though not calculating it

2001-11-01 Thread Torben Schlntz

It seems like I have had credit for one factor that I never did:
 
M16871993 with factor: 2224518820603490479
 
I am the owner of this exponent as it is assigned to me. Yes!
 
But I didn't work on it. 
 
If I did it would have been 3rd in the worktodo.ini, and when it arrived
I hadn't touch that since two days ago.
 
I noticed this only because it added a factor. If I had just had the
time added to my work I wouldn't have noticed. Too many numbers are
running in.
 
I suspect I have lost some time on the same account.
 
What is going on?
How could anyone else get a number that I had?
 
happy hunting 
tsc
 
2*3*5*7*11*13*17*19*23*29*31-1 is prime
 
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SV: Mersenne: Strange factor arrived though not calculating it

2001-11-01 Thread Torben Schlntz

True. I was a little to fast about that one. The number though looked
promising. :-)
 
tsc

-Oprindelig meddelelse- 
Fra: Greg Hogan 
Sendt: fr 02-11-2001 00:10 
Til: Torben Schlüntz 
Cc: 
Emne: RE: Mersenne: Strange factor arrived though not
calculating it



 happy hunting
 tsc
 
 2*3*5*7*11*13*17*19*23*29*31-1 is prime

I am getting 200560490129 = 228737 * 876817.

Greg Hogan



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SV: SV: Mersenne: number of processors participating

2001-10-30 Thread Torben Schlntz

Ups, by help from Brian Beesley and a little work with the time= I
have it working now.
I think it was my old paranoia from a time when I was not running the
servers alone - I wouldn't let anyone know that a program like prime95
was active. Now I don't care as I have nobody but users to face. Thanks
to all.
 
Happy hunting
tsc
 
 

-Oprindelig meddelelse- 
Fra: George Woltman 
Sendt: ma 29-10-2001 22:47 
Til: Torben Schlüntz 
Cc: 
Emne: Re: SV: Mersenne: number of processors participating



Hi,

At 10:01 PM 10/29/2001 +0100, you wrote:
I would like to use the servers; but I haven't been able to
persuade
George to make a Quit function like

  quit_at: 06:00

to terminate the program when users arrives and optimum
performance is
needed

Look in readme.txt for the Time= entry in prime.ini
This feature can be used to make prime95 go dormant at a
specified time.

Hope that helps,
George



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SV: Mersenne: number of processors participating

2001-10-29 Thread Torben Schlntz

I admit I'm not that good in telling primenet what computers I have and
what throughput rate to expect.
eg.: I made 14 accounts all using the same 150 Mhz machine, though I
knew none or only few would be 150 Mhz. These accounts all run
occassionally, eg. in company holiday around the clock, outside of
holiday more random.
Over time I have been wiser to use more power of those machines staying
awake all night anyway. :-)
I would like to use the servers; but I haven't been able to persuade
George to make a Quit function like
 
 quit_at: 06:00
 
to terminate the program when users arrives and optimum performance is
needed (with no question what so ever about serverperformance); And I
don't wake up at 6 to turn prime95 or anything else off unless there is
a severe error reported by users.
 
Happy hunting
tsc
 
 
 
 
 

-Oprindelig meddelelse- 
Fra: Henk Stokhorst 
Sendt: ma 29-10-2001 19:30 
Til: Alan Vidmar; [EMAIL PROTECTED] 
Cc: 
Emne: Re: Mersenne: number of processors participating



Alan Vidmar wrote:

  I suggest that there be a switch added so
that ppl can use Prime95 as a processor test but without ever
getting real assignments,...

This is a VERY good suggestion. However it has already been
implemented
in the latest version (v21). That version contains more
improvements so
I wondered if it wouldn't be a good idea to inform users through
the
occasional newsletter. Particulary because it gives a 10%
improvement
for Pentium I, II and III users and it skips P-1 if it has been
done.

YotN,

Henk Stokhorst.

PS those abandoned assignments do't slow down the project. They
just
scatter the work over a larger range.




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SV: SV: Mersenne: number of processors participating

2001-10-29 Thread Torben Schlntz

Yep! But the time entry only allows the program to sleep (still eating
all CPU cycles even when running at zero priority). Take any NT 4.0 or
W2K machine and you will see the system idle time  doesn't add seconds
while Prime95 still eats them (and doing nothing).
For my servers to become prime95's I need to be sure they only run what
I have planned at anytime.
I can start Prime95 scheduled. I don't mind!
But the users should never have one chance of  claiming servers aren't
available or even running slow. 
I know you are certain and I know you gotta be damn good at this (very
far beyond anything I will ever manage); but still any doubt will become
my users advantage.
Make the sleepy nights for my servers glorius. I make them start prime95
by a schedule and You make prime95 die by harikiri - and I decide when
everything happens. :-) Tnx in advance.
 
Still happy hunting
tsc
 

-Oprindelig meddelelse- 
Fra: George Woltman 
Sendt: ma 29-10-2001 22:47 
Til: Torben Schlüntz 
Cc: 
Emne: Re: SV: Mersenne: number of processors participating



Hi,

At 10:01 PM 10/29/2001 +0100, you wrote:
I would like to use the servers; but I haven't been able to
persuade
George to make a Quit function like

  quit_at: 06:00

to terminate the program when users arrives and optimum
performance is
needed

Look in readme.txt for the Time= entry in prime.ini
This feature can be used to make prime95 go dormant at a
specified time.

Hope that helps,
George



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