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-   -   Checkout Thread (https://www.mersenneforum.org/showthread.php?t=3211)

clowns789 2004-10-19 22:50

Checkout Thread
 
Go to [url]http://home.earthlink.net/~elevensmooth/Billion.html[/url] to check an exponent out.

wblipp 2004-10-20 01:44

Thanks to the magic of DNS, you can use the simpler URL [url]http://ElevenSmooth.com/Billion.html[/url] to see what exponents are available.

To check them out, post a message on this thread telling us which exponents you are taking and how far you intend to test them.

You can also download the trial factoring program from that page.

William

Rick_E 2004-10-22 05:20

I would like too seive 3321930371 from 69 too 70.

Being new hopefully doing this right.

If not PM me. I usually check the boards every day.

Thank You Rick_E

Rick_E 2004-10-28 23:32

I have another old offline box that I would like to take 3321930613 to 69bits.

Thanks :confused:

Rick_E


Err: My other reservation is 80% done these are both pII's

wblipp 2004-10-29 03:51

[QUOTE=Rick_E]My other reservation is 80% done these are both pII's[/QUOTE]

I think it makes sense to use PII's on this. All my work is done using a P-pro. I prefer to use more modern hardware on more serious projects.

William

Rick_E 2004-11-03 00:51

Kinda fun watching these old boxes working again....just caught the drift of reaching 73 bits.
Would like: 3321928777 to 73bits.
Would like: 3321928927 to 73bits.
Would like: 3321928963 to 73bits.


Thanks
Rick_E


PS. Anyone knowing or haveing a project these boxes would help just post.
After this marathon I'll change them over.

2 PII 400's also 2 amd K6-2 500's kinda over the hill..... :sad:

ET_ 2004-11-03 07:15

[QUOTE=Rick_E]
PS. Anyone knowing or haveing a project these boxes would help just post.
After this marathon I'll change them over.

2 PII 400's also 2 amd K6-2 500's kinda over the hill..... :sad:[/QUOTE]

FermatSearch? :innocent:

Luigi

Andi47 2004-11-03 18:57

[QUOTE=ET_]FermatSearch? :innocent:

Luigi[/QUOTE]

[url]www.fermatsearch.org[/url] if it's online.... :innocent:

ET_ 2004-11-04 07:42

[QUOTE=Andreas Schinde][url]www.fermatsearch.org[/url] if it's online.... :innocent:[/QUOTE]

I will setup a backup system on moregimps this weekend :redface:

Anyway, submitted results are updated and the search IS going on, though the server is not online.

Luigi

Uncwilly 2004-11-04 22:01

Because of a lack of contact from the 2 parties involved, I will take the following 2 expos to 69.

3321928381
3321928483

thomasn 2004-11-10 21:25

I would like to reserve
3321931163 from 60 to 69

Thomas
:coffee:

ET_ 2004-11-15 20:52

Reserving 3321928699 from 69 to 70 bits

Luigi

Uncwilly 2004-11-15 22:35

3321931037 to 66, expect results in under a day.

Joshua2 2004-11-20 18:18

I already started this and I posted my current results in the results thread.

M3321931099 2^70 I reserve.

Joshua2 2004-11-22 01:59

I will reserve
M3321931111
as well. (to 2^73)
does anyone know how many digits 2^73 is? Or 2^a similar sized number?

ET_ 2004-11-22 08:19

[QUOTE=Joshua2]I will reserve
M3321931111
as well. (to 2^73)
does anyone know how many digits 2^73 is? Or 2^a similar sized number?[/QUOTE]

Around 22 digits.

Luigi

Uncwilly 2004-11-24 20:10

3321931057 to 66
3321931061 to 66

Joshua2 2004-11-25 17:43

I will check out M3321931243 to 2^70

ET_ 2004-12-01 16:38

Carlo reserved 3321931363 from 60 to 72 bits.

wakko 2004-12-01 23:35

I am still here... :)
 
Just for your concern...

**console output of factor3_2.exe**

Resuming factoring of [B]3321930173[/B] up to 2^69...
k=14199499783, d=94334380426387023319 _________ 66.354 bit depth




Cu again.. :flex:

ET_ 2004-12-02 17:45

[QUOTE=wakko]Just for your concern...

**console output of factor3_2.exe**

Resuming factoring of [B]3321930173[/B] up to 2^69...
k=14199499783, d=94334380426387023319 _________ 66.354 bit depth




Cu again.. :flex:[/QUOTE]

Wait a minute...

That number has ALREADY been factored up to 69 bits!

Luigi

wakko 2004-12-02 22:55

..!
 
[QUOTE=ET_]Wait a minute...

That number has ALREADY been factored up to 69 bits!

Luigi[/QUOTE]


I used this address [B][url]http://home.earthlink.net/~elevensmooth/Billion.html[/url][/B] and at that time this number was not taken...

Does anyone updates that page?

Uncwilly 2004-12-02 23:26

[QUOTE=Aitsen]New results.

M3321930173 no factor from 2^60 to 2^69.
M3321930211 no factor from 2^60 to 2^69.
.........................
Cheers,
Andres[/QUOTE]

William Blipp's site looks upto date.

3321931037 is available from 66 upward.

wblipp 2004-12-03 04:41

[QUOTE=wakko]I used this address [B][url]http://elevensmooth.com/Billion.html[/url][/B] and at that time this number was not taken...

Does anyone updates that page?[/QUOTE]

I try to keep the page current.

We discussed the fact that 3321930173 was already trial-factored to 2[sup]69[/sup] in [URL=http://www.mersenneforum.org/showthread.php?t=3338]this thread[/URL] . Luigi suggested that you factor from 2[sup]69[/sup] to 2[sup]70[/sup], and you appeared to agree with him.

William

Joshua2 2004-12-03 06:24

I'm reserving 2
3321931267
3321931289
to 73

wakko 2004-12-03 14:48

[QUOTE=wblipp]I try to keep the page current.

We discussed the fact that 3321930173 was already trial-factored to 2[sup]69[/sup] in [URL=http://www.mersenneforum.org/showthread.php?t=3338]this thread[/URL] . Luigi suggested that you factor from 2[sup]69[/sup] to 2[sup]70[/sup], and you appeared to agree with him.

William[/QUOTE]

In the thread you mention I agreed for my mistake about confusing thw word _digit_ with _bits_

Anyway.. no big deal...

I will continue factor this exponent from [B]69[/B] to [B]70[/B], as you Luigi suggested in the first place..

Cu around.

Rick_E 2004-12-04 18:24

Just an update: 3321928777 to 73bits.
3321928927 to 73bits.
3321928963 to 73bits.

All are at 50% done hopefully have them for the new year.

I'm whippen dem old boxen :rolleyes:


Greetings to all

Rick

thomasn 2004-12-04 22:55

Testing out my new 2.4 Ghz Athlon :w00t: :

I will take 3321931919 to 70.

Thomas
:coffee:

ET_ 2004-12-18 15:21

Matteo Monti requested the following range:

2[sup]3321931993[/sup] - 1, from 64 to 66 bits.

Luigi

hemster 2004-12-20 17:25

3321931037 66
3321931043 65

3321931057 66
3321931061 66

I'll push these up to 2^71 at least....

ET_ 2004-12-27 21:40

M3321931993 from 2^66 to 2^68

Matteo Monti

ET_ 2005-01-12 12:29

3321931429 from 64 to 72 bit

reserved by Carlo

Uncwilly 2005-01-21 21:36

[QUOTE=Joshua2]I will take these two from 64 to 66
3321931601
3321931619[/QUOTE]

I will take all other unreserved in the current range upto 66.

BTW is it time yet to open up more range?

wblipp 2005-01-21 23:03

[QUOTE=Uncwilly]BTW is it time yet to open up more range?[/QUOTE]

New ranges usually result in a flurry of updates, and I won't be able to do any updates until next Friday, so let's hold off another week.

ET_ 2005-01-26 13:47

[QUOTE=wblipp]New ranges usually result in a flurry of updates, and I won't be able to do any updates until next Friday, so let's hold off another week.[/QUOTE]

Agree.

What about February? :wink:

Luigi

VBCurtis 2005-02-08 07:15

I'll work on 3321929041 to 71 bits, and 3321929053 also to 71 bits.

It makes me sad to see the dips in the early part of the progress chart, so I'll patch them.

P3-500 working on them 24-5. (work requires computers turned off over weekends)

-Curtis

ET_ 2005-02-08 12:41

[QUOTE=VBCurtis]I'll work on 3321929041 to 71 bits, and 3321929053 also to 71 bits.

It makes me sad to see the dips in the early part of the progress chart, so I'll patch them.

P3-500 working on them 24-5. (work requires computers turned off over weekends)

-Curtis[/QUOTE]

Thank you Curtis.

I'll update the status list later.

Anyway, I think that Uncwilly could help you with 100MDP



Luigi

ET_ 2005-02-08 18:16

Carlo reserved 3321931433 from 66 to 72 bits

Luigi

ET_ 2005-02-12 23:51

[QUOTE=wakko]In the thread you mention I agreed for my mistake about confusing thw word _digit_ with _bits_

Anyway.. no big deal...

I will continue factor this exponent from [B]69[/B] to [B]70[/B], as you Luigi suggested in the first place..

Cu around.[/QUOTE]

Wakko, are you still working on 3321930173 from 69 to 70 bits?

Or would you like to unreserve your esponent?

Luigi

ValerieVonck 2005-02-15 09:49

3321932953 from 60 to 65 bits reserved

ValerieVonck 2005-02-16 07:31

3321932947 from 60 to 63

VBCurtis 2005-02-18 03:56

I started a third machine on Operation Billion Digits; I'm reserving the following three numbers to 66 bits:
3321932093
3321932111
3321932123
After 6 years of GIMPS working longer for fewer results, it's really entertaining to get results on these old slow machines-- thanks to Luigi and UncWilly for administering OBD and the 100M digit search.
-Curtis

ET_ 2005-02-20 12:50

[B]Matteo Monti[/B] wrote:

3321932767 from 60 to 67

VBCurtis 2005-02-20 23:46

3321932143, 3321932161, and 3321932179 from 60 to 66 bits.
-Curtis

ET_ 2005-02-21 08:20

3321932567 reserved from 60 to 67 bits

Luigi

Uncwilly 2005-02-22 22:51

3321932359 & 3321932443 to 66

VBCurtis 2005-02-23 04:19

Extending my previous work beyond 66 bits-- it went faster than I planned, so I'll run 'em deeper.

3321932093 to 68 bits
3321932111 to 68 bits
3321932123 to 68 bits
3321932143 to 68 bits (mentioned in my results msg)

Assuming I don't find a factor before 66 bits, I'll also continue the other two I have checked out to 68:
3321932161
3321932179
-Curtis

ET_ 2005-02-23 07:27

[QUOTE=VBCurtis]Extending my previous work beyond 66 bits-- it went faster than I planned, so I'll run 'em deeper.

3321932093 to 68 bits
3321932111 to 68 bits
3321932123 to 68 bits
3321932143 to 68 bits (mentioned in my results msg)

Assuming I don't find a factor before 66 bits, I'll also continue the other two I have checked out to 68:
3321932161
3321932179
-Curtis[/QUOTE]

Did you finish 3321932123 from 60 to 66?

Luigi :help:

ET_ 2005-02-23 13:19

3321932909 from 60 to 68 bits

Matteo & Luigi

VBCurtis 2005-02-25 07:24

[QUOTE=ET_]Did you finish 3321932123 from 60 to 66?

Luigi :help:[/QUOTE]
Whoops, forgot to post that. 3321932123 and 3321932161 both done to 66, both continuing to 68.
-Curtis

ET_ 2005-02-25 07:59

3321932899 from 60 to 69 bits

Luigi

VBCurtis 2005-02-26 22:28

3321930977 from 67 to 70.
-Curtis

VBCurtis 2005-03-04 18:38

3321932359 to 69
3321932443 to 69
3321932491 to 69

-Curtis

ET_ 2005-03-10 07:28

M3321931433 from 72 bits to 73 bits

Carlo

VBCurtis 2005-03-12 17:47

3321932111 continuing to 71 bits.
3321932161 continuing to 71 bits.
Both were reserved to 69 previously; both are nearly done, and I'll set those two machines to continue.
-Curtis

Joshua2 2005-05-09 04:00

Sieving 3321932819 to 63 so all non-active numbers will be up to 2^63 :).

Joshua2 2005-05-13 18:14

3321932819 sieved to 66 and continuing to 67.

Sieving 3321932869 to 67.

Joshua2 2005-05-15 19:38

I will take M3321932969, M3321932947, and M3321931513 to 67.

Joshua2 2005-05-17 02:29

I will take M3321931531, M3321931601, M3321931619, M3321931637, M3321931777, and M3321931793 to 67.
Going to get to the top cruncher position! :bounce:

Joshua2 2005-05-20 00:38

I will take M3321931819, M3321931829, M3321931931, M3321931967, and M3321931969 to 67.

ET_ 2005-05-21 12:40

I will take M3321929059 and M 3321929113 from 69 to 70 bits.

Luigi

Joshua2 2005-05-22 01:37

I will take M3321931513, M3321931531, M3321931601, M3321931619, and M3321931637 from 67 to 68.

Joshua2 2005-05-26 21:40

I will take 3321931777, 3321931819, 3321931829, 3321931931, 3321931967, and 3321931969 from 67 to 68.

ValerieVonck 2005-07-20 06:47

I will take

3321932093
3321932123
3321932143

from 69 to 71

Cedric

ValerieVonck 2005-07-24 09:18

[QUOTE=CedricVonck]I will take

3321932093
3321932123
3321932143

from 69 to 71

Cedric[/QUOTE]

I am returning these numbers.

ET_ 2005-08-16 15:18

3321929179 from 69 to 71 bits

Luigi & Matteo

ET_ 2005-08-17 06:57

3321929929 from 69 to 71 bits

Luigi & Matteo

ET_ 2005-08-31 20:21

3321929173 from 69 to 71 bits

Luigi & Matteo

ET_ 2005-09-30 01:03

3321929519 from 69 to 71 bits

Luigi & Matteo

Joshua2 2005-10-13 22:35

3321928241 from 73.000 to 73.250, using the new factor4. Maybe we can all work together to get them up to 74 bits.

ET_ 2005-10-14 11:44

[QUOTE=Joshua2]3321928241 from 73.000 to 73.250, using the new factor4. Maybe we can all work together to get them up to 74 bits.[/QUOTE]

I'm working on 3321928171, 73 to 74 bits, and am at 73.500 bits already.

If you start spanning bits into decimals I need rewriting the reservation and crediting code in the statistics page.

Luigi

Joshua2 2005-10-29 04:56

Besides the problems I posted in the Factor4-news page. My factor4 started stackdumping, so I will cancel everything in this project. Going to 15k mostly.
Thanks.

em99010pepe 2005-10-29 21:58

Hi,

Taking 3321928373 from 70 bits to 72 bits. My machine is an AMD 64 3000+.
I don't know if it is alot of work. So what's the estimated time to finish it?

(This is my first time so I don't know if I done everything well)

Carlos

gribozavr 2005-10-30 06:28

I hope I'm doing everything right now. I'll take M3321928381.

Phinne 2005-10-30 06:49

3321928241 from 73 to 74 bits.

ET_ 2005-10-30 13:57

[QUOTE=gribozavr]I hope I'm doing everything right now. I'll take M3321928381.[/QUOTE]

70 to 72 bits?

Luigi

gribozavr 2005-10-30 14:16

[QUOTE=ET_]70 to 72 bits?[/QUOTE]
I take M3321928381 from 70 to 73 bits: it is going on pretty quickly (from 70.0 to 70.450 in 400 minutes).

em99010pepe 2005-10-31 11:31

M3321928373 from 70 bits to 72 bits is almost done and I would like to take it to 74 bits.

Also reserving the following numbers:

3321932567 from 67 to 71
3321932767 from 67 to 71
3321932819 from 68 to 71
3321932869 from 67 to 71
3321932899 from 69 to 71
3321932909 from 68 to 71
3321932947 from 67 to 71
3321932969 from 67 to 71

Cheers,

Carlos

em99010pepe 2005-10-31 12:28

Luigi,

You have your inbox full so I sent you an email.

Carlos

PS(Then you can delete this post)

em99010pepe 2005-11-01 12:17

M3321928373 no factor from 70.000 bits to 72.000 bits (going to 74 bits)
M3321932567 no factor from 67.000 bits to 69.000 bits (going to 71 bits)

Carlos

em99010pepe 2005-11-02 10:36

For a friend.

Taking:

M3321931931 from 68 to 71 bits
M3321931967 from 68 to 71 bits

Carlos

em99010pepe 2005-11-02 11:57

M3321932567 no factor from 67.000 bits to 71.000 bits

em99010pepe 2005-11-03 21:25

M3321932767 no factor from 67.000 bits to 71.000 bits.

ET_ 2005-11-03 21:32

[QUOTE=em99010pepe]M3321932567 no factor from 67.000 bits to 71.000 bits[/QUOTE]

I guess you meant M3321932767...

Luigi

em99010pepe 2005-11-03 21:33

Luigi,

Check again your post. Yesterday I finished M3321932567_67_71 and today M3321932767_67_71. Now I am crunching M3321932819_68_71.

Carlos

ET_ 2005-11-03 21:40

[QUOTE=em99010pepe]Luigi,

Check again your post. Yesterday I finished M3321932567_67_71 and today M3321932767_67_71. Now I am crunching M3321932819_68_71.

Carlos[/QUOTE]

Shame on me :redface:
I had already cleared M3321932567_67_71 yesterday... :blush:

Luigi

em99010pepe 2005-11-03 21:45

Luigi,

Don't worry. I will keep crunching!

Carlos

em99010pepe 2005-11-04 14:22

M3321931967 no factor from 68.000 bits to 72.000 bits.
M3321931931 no factor from 68.000 bits to 72.000 bits.

Luigi,

As I said my friend took the numbers up to 72 bits instead of 71 bits.

Carlos

em99010pepe 2005-11-05 09:55

Luigi,

I get this in the results.txt files. Two lines.

M3321932819 has a factor: 1007888292499695040151
M3321932819 no factor from 68.000 bits to 71.000 bits

Cheers,

Carlos

em99010pepe 2005-11-05 12:16

I suppose I have two lines in the txt file because once I had to stop the client to record a DVD.

Carlos

ET_ 2005-11-05 13:31

Congratulations Carlos, you found a Mersenne factor! :showoff:

Luigi

em99010pepe 2005-11-06 18:22

Thanks Luigi. Here's another result:

M3321932869 no factor from 67.000 bits to 71.000 bits.

Carlos

em99010pepe 2005-11-07 15:33

M3321932899 no factor from 69.000 bits to 71.000 bits.

Carlos

ellisonch 2005-11-08 07:52

I would like to take 3321931513 from 68 to 71. To do this i enter 3321931513, 68, and 71 into the program right? This is my first go.

ET_ 2005-11-08 08:22

[QUOTE=ellisonch]I would like to take 3321931513 from 68 to 71. To do this i enter 3321931513, 68, and 71 into the program right? This is my first go.[/QUOTE]

Correct! :wink:

Luigi

ET_ 2005-11-08 19:23

M3321931993 from 68 to 70 bits.

Matteo & Luigi

em99010pepe 2005-11-08 22:41

Hey Luigi,

You should take that number up to 71 bits. Hehe.

My result for today:
M3321932909 no factor from 68.000 bits to 71.000 bits.
Starting M3321932947_67_71.


Carlos


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