What is the status of the search and another link - Page 7

ET_ · 2004-12-01, 20:01

Quote:

Originally Posted by em99010pepe

I will join but I need to know If there is a stats page.

Thanks,

Carlos

Actually there is not even a web page

But we can work it out...

Luigi

em99010pepe · 2004-12-01, 20:12

Quote:

Originally Posted by ET_

Actually there is not even a web page

But we can work it out...

Luigi

A stats page would attract more people. I think I am going to reserve a range.

Carlos

paulunderwood · 2004-12-01, 20:16

No statistics here at 321

There is a LLR status page and the reservations page Also there is our "bio page" at UTM.

Welcome and may you have beginners luck!

em99010pepe · 2004-12-01, 20:27

Quote:

Originally Posted by paulunderwood

No statistics here at 321

There is a LLR status page and the reservations page Also there is our "bio page" at UTM.

Welcome and may you have beginners luck!

Thanks. First I am going to crunch a 321 range. Next I will finish my sieve range at PSP then back here with all my processing power.
I want to change a little bit.

Cheers,

Carlos

jocelynl · 2004-12-05, 17:55

Hi Paul,

You can had this n as completed

[Sat Dec 04 22:56:12 2004]
3*2^8388607-1 is not prime. Res64: B93DC760D32B61C8 Time : 21727.275 sec.
Using Irrational Base DWT : Mersenne fftlen = 458752, Used fftlen = 524288
V1 = 4 ; Computing U0...done.

I'm working on n=8388607 sieved to 7T

Joss

paulunderwood · 2004-12-06, 20:45

21727.275 sec. is a little over six hours. Not bad for a 2 1/2 million digit number.

Numbers in the current 321 window take about an hour on a P4 -- numbers here have about 450,000 digits and have been sieved to 70 trillion.

I don't think you have much chance of finding a prime by yourself. You would be better off joining us again and testing some 321 numbers.

jocelynl · 2004-12-07, 03:55

Quote:

21727.275 sec. is a little over six hours. Not bad for a 2 1/2 million digit number.

Actually it took 2 1/2 days that's just the last 6 hours from a restart.

ok I'll give shut at it again

Joss

paulunderwood · 2005-01-12, 22:52

Come on in and join us -- we need more help

We are are fast approaching 1/2 million digit tests

From my calculations we are due to discover a new prime.

Remember, with the new LLR3.5, Athlon users can compete with P4s.

:

paulunderwood · 2005-02-03, 08:50

we have reached 1/2 million decimal digits

Thanks to all who have contributed over the past couple of years to get us to this level.

Again I say join us.

Our three main pages are:

reservations

status

statistcs

Now lets find the next 321 prime

paulunderwood · 2005-05-27, 16:59

We are about go to a new FFT size. This means the 321 numbers are going take more time to crunch.

32-bit Athlons user still have a few files left at the smaller size

It it won't be long and we will have reached 2 million bit numbers

We are overdue in finding our next prime. We must be close. Join us now and have a good chance of finding a very big prime

paulunderwood · 2005-07-25, 22:39

We have nearly cleared testing below n=2 million -- About a 10 days crunching on one of my machines should clear these.

The holiday season is here and a few of us are giving our search a rest -- but not me.

As always we need help running LLR on our files. Join in for the long run. We have sieved to 145 trillion and prime found now will be a top 20 one. Or just do one file on your computer if it has spare cycles for a week.

2004-12-06, 20:45	#72
paulunderwood Sep 2002 Database er0rr 1000110001111₂ Posts	21727.275 sec. is a little over six hours. Not bad for a 2 1/2 million digit number. Numbers in the current 321 window take about an hour on a P4 -- numbers here have about 450,000 digits and have been sieved to 70 trillion. I don't think you have much chance of finding a prime by yourself. You would be better off joining us again and testing some 321 numbers. Last fiddled with by paulunderwood on 2004-12-06 at 21:05

2005-01-12, 22:52	#74
paulunderwood Sep 2002 Database er0rr 5·29·31 Posts	Come on in and join us -- we need more help We are are fast approaching 1/2 million digit tests From my calculations we are due to discover a new prime. Remember, with the new LLR3.5, Athlon users can compete with P4s. : Last fiddled with by paulunderwood on 2005-01-12 at 23:27

2005-05-27, 16:59	#76
paulunderwood Sep 2002 Database er0rr 4495₁₀ Posts	New FFT size We are about go to a new FFT size. This means the 321 numbers are going take more time to crunch. 32-bit Athlons user still have a few files left at the smaller size It it won't be long and we will have reached 2 million bit numbers We are overdue in finding our next prime. We must be close. Join us now and have a good chance of finding a very big prime

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2004-12-01, 20:16	#69
paulunderwood Sep 2002 Database er0rr 118F₁₆ Posts	No statistics here at 321 There is a LLR status page and the reservations page Also there is our "bio page" at UTM. Welcome and may you have beginners luck!

2004-12-05, 17:55	#71
jocelynl Sep 2002 2·131 Posts	Hi Paul, You can had this n as completed [Sat Dec 04 22:56:12 2004] 3*2^8388607-1 is not prime. Res64: B93DC760D32B61C8 Time : 21727.275 sec. Using Irrational Base DWT : Mersenne fftlen = 458752, Used fftlen = 524288 V1 = 4 ; Computing U0...done. I'm working on n=8388607 sieved to 7T Joss

2005-02-03, 08:50	#75
paulunderwood Sep 2002 Database er0rr 10617₈ Posts	we have reached 1/2 million decimal digits Thanks to all who have contributed over the past couple of years to get us to this level. Again I say join us. Our three main pages are: reservations status statistcs Now lets find the next 321 prime

2005-07-25, 22:39	#77
paulunderwood Sep 2002 Database er0rr 10617₈ Posts	We have nearly cleared testing below n=2 million -- About a 10 days crunching on one of my machines should clear these. The holiday season is here and a few of us are giving our search a rest -- but not me. As always we need help running LLR on our files. Join in for the long run. We have sieved to 145 trillion and prime found now will be a top 20 one. Or just do one file on your computer if it has spare cycles for a week.