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-   -   Sierp base 3 - mini-drive Ib (https://www.mersenneforum.org/showthread.php?t=10955)

 gd_barnes 2008-11-11 10:38

Sierp base 3 - mini-drive Ib

We have started mini drive Ib for Sierp base 3. The range is k=50M-100M and n=25K-100K.

There were 220 k's remaining to begin with. The drive found 145 k's with primes so there are now 75 k's remaining for this k-range.

This is a low-intensity drive. The files will be relatively small and you should be able to complete them in 2-4 CPU days. As we find primes, like we did with primes that were previously found, we'll remove k's from files for larger n-ranges. Files up to n=100K are fully sieved to P=150G. Many thanks to KEP for the sieving! :-)

Primes found:
[code]
prime found by
63973712*3^99600+1 MyDogBuster
50222338*3^99600+1 MyDogBuster
79714294*3^92271+1 MyDogBuster
58007336*3^91929+1 MyDogBuster
79190206*3^90945+1 MyDogBuster
56092742*3^90677+1 MyDogBuster
98997092*3^90104+1 MyDogBuster
97688816*3^89093+1 MyDogBuster
71448584*3^85717+1 MyDogBuster
63003672*3^85533+1 MyDogBuster
57336382*3^84962+1 MyDogBuster
90733694*3^83762+1 MyDogBuster
56148718*3^83091+1 MyDogBuster
90473998*3^82331+1 MyDogBuster
97016048*3^82162+1 MyDogBuster
85310794*3^81633+1 MyDogBuster
68203706*3^81367+1 MyDogBuster
96259778*3^78524+1 MyDogBuster
62109506*3^76815+1 MyDogBuster
74374772*3^75432+1 MyDogBuster
73225294*3^75251+1 MyDogBuster
77357576*3^73449+1 MyDogBuster
54315148*3^70563+1 MyDogBuster
50921056*3^69789+1 MyDogBuster
97826494*3^68878+1 MyDogBuster
78702082*3^66458+1 MyDogBuster
55193434*3^65854+1 MyDogBuster
89665952*3^64981+1 MyDogBuster
54320036*3^64148+1 MooooMoo [found in a non-related effort]
87593744*3^63083+1 MyDogBuster
57557068*3^62758+1 MyDogBuster
68526046*3^61380+1 MyDogBuster
87706772*3^60901+1 MyDogBuster
69897658*3^60254+1 MyDogBuster
71744534*3^59498+1 MyDogBuster
90784756*3^59179+1 MyDogBuster
97132676*3^58743+1 MyDogBuster
52898312*3^58616+1 MyDogBuster
74481242*3^58110+1 MyDogBuster
96746836*3^57284+1 MyDogBuster
81956716*3^56961+1 MyDogBuster
64341406*3^56947+1 MyDogBuster
64133198*3^54595+1 MyDogBuster
53109118*3^54460+1 MyDogBuster
66048746*3^54336+1 MyDogBuster
86000056*3^53788+1 MyDogBuster
77554786*3^53248+1 MyDogBuster
89106848*3^53018+1 MyDogBuster
52912976*3^52588+1 MyDogBuster
71192354*3^52042+1 MyDogBuster
70009502*3^51837+1 MyDogBuster
55075498*3^51708+1 MyDogBuster
92793016*3^50687+1 MyDogBuster
91379272*3^50340+1 MyDogBuster
69026702*3^50280+1 MyDogBuster
77976142*3^50169+1 MyDogBuster
97418338*3^48671+1 MyDogBuster
50287288*3^48512+1 MyDogBuster
53593726*3^47763+1 MyDogBuster
93409276*3^47531+1 MyDogBuster
74803858*3^47363+1 MyDogBuster
65554012*3^47360+1 MyDogBuster
82436518*3^47176+1 MyDogBuster
75465868*3^47100+1 MyDogBuster
97963454*3^47046+1 MyDogBuster
70848912*3^47046+1 MyDogBuster
69187234*3^46831+1 MyDogBuster
63016906*3^46379+1 MyDogBuster
68426882*3^46073+1 MyDogBuster
87173668*3^45946+1 MyDogBuster
68204198*3^45523+1 MyDogBuster
99170018*3^44896+1 MyDogBuster
98555838*3^44214+1 MyDogBuster
98043514*3^43395+1 MyDogBuster
96693302*3^43364+1 MyDogBuster
79379414*3^43311+1 MyDogBuster
91293316*3^42180+1 MyDogBuster
80382650*3^41682+1 MyDogBuster
56171218*3^41551+1 MyDogBuster
58537244*3^41218+1 MyDogBuster
83880508*3^40452+1 MyDogBuster
66928276*3^40385+1 MyDogBuster
98486582*3^39962+1 MyDogBuster
76479688*3^39859+1 MyDogBuster
72086978*3^38982+1 MyDogBuster
68232896*3^38780+1 MyDogBuster
68558962*3^37881+1 MyDogBuster
71440646*3^37400+1 MyDogBuster
60935716*3^37245+1 MyDogBuster
91233724*3^37234+1 MyDogBuster
60209746*3^37148+1 MyDogBuster
80078764*3^37147+1 MyDogBuster
61429768*3^36490+1 MyDogBuster
55055116*3^36349+1 MyDogBuster
99434222*3^36293+1 MyDogBuster
93882734*3^35245+1 MyDogBuster
50620060*3^35158+1 MyDogBuster
82386316*3^35132+1 MyDogBuster
96026332*3^35086+1 MyDogBuster
58680938*3^34895+1 CedricVonck
89813708*3^34716+1 CedricVonck
68268602*3^34516+1 CedricVonck
84215078*3^33832+1 CedricVonck
68093614*3^33690+1 CedricVonck
69005336*3^33636+1 CedricVonck
72880994*3^33471+1 CedricVonck
78967678*3^32787+1 CedricVonck
80763370*3^32723+1 CedricVonck
58871836*3^32613+1 CedricVonck
90978172*3^32369+1 CedricVonck
94389422*3^32281+1 CedricVonck
68155474*3^31854+1 CedricVonck
67852672*3^30921+1 CedricVonck
62499142*3^30776+1 CedricVonck
50541412*3^30704+1 CedricVonck
59763448*3^30623+1 CedricVonck
54282752*3^30389+1 CedricVonck
77519584*3^30034+1 CedricVonck
93040692*3^29832+1 Flatlander
66600104*3^29666+1 Flatlander
56524036*3^29565+1 Flatlander
50357012*3^29237+1 Flatlander
52186900*3^29092+1 Flatlander
57254656*3^29037+1 Flatlander
71647042*3^28940+1 Flatlander
71445854*3^28934+1 Flatlander
58437532*3^28792+1 Flatlander
79473862*3^28725+1 Flatlander
98926396*3^28288+1 Flatlander
81278324*3^27846+1 Flatlander
94591624*3^27661+1 Flatlander
81903964*3^27479+1 Flatlander
84187388*3^27451+1 Flatlander
96839144*3^27001+1 Flatlander
83873906*3^26611+1 Flatlander
84469954*3^26602+1 Flatlander
64877882*3^26588+1 Flatlander
77057588*3^26410+1 Flatlander
70260532*3^26108+1 Flatlander
65924882*3^26098+1 Flatlander
99341384*3^26066+1 Flatlander
53314642*3^25902+1 Flatlander
80114018*3^25776+1 Flatlander
98841272*3^25449+1 Flatlander
50449528*3^25318+1 Flatlander
[/code]Reservations:
[code]
range tested by status # primes
35K-100K MyDogBuster complete 98 (plus 1 other)
30K-35K CedricVonck complete 19
25K-30K Flatlander complete 27
[/code]

[B]The drive is now complete. Thanks to all who helped![/B]

Have fun and knock out a bunch of k's! :smile:

Gary

 Flatlander 2008-11-12 13:47

Taking:
25K-30K

 Flatlander 2008-11-14 01:33

25-30K complete.

50449528*3^25318+1
98841272*3^25449+1
80114018*3^25776+1
53314642*3^25902+1
99341384*3^26066+1
65924882*3^26098+1
70260532*3^26108+1
77057588*3^26410+1
64877882*3^26588+1
84469954*3^26602+1
83873906*3^26611+1
96839144*3^27001+1
84187388*3^27451+1
81903964*3^27479+1
94591624*3^27661+1
[I][64877882*3^27836+1] K already in this post[/I]
81278324*3^27846+1
98926396*3^28288+1
[I][65924882*3^28366+1[/I]] K already in this post
79473862*3^28725+1
58437532*3^28792+1
71445854*3^28934+1
71647042*3^28940+1
57254656*3^29037+1
52186900*3^29092+1
50357012*3^29237+1
56524036*3^29565+1
66600104*3^29666+1
93040692*3^29832+1
Are prime.

 gd_barnes 2008-11-14 08:25

Another file posted.

 ValerieVonck 2008-11-15 11:30

Taking 30K-35k

 ValerieVonck 2008-11-16 01:23

77519584 30034
54282752 30389
59763448 30623
50541412 30704
62499142 30776
67852672 30921

Are prime

 ValerieVonck 2008-11-18 05:31

150000000000:P:1:3:257
77519584 30034
54282752 30389
59763448 30623
50541412 30704
62499142 30776
67852672 30921
68155474 31854
94389422 32281
90978172 32369
58871836 32613
80763370 32723
78967678 32787
72880994 33471
69005336 33636
68093614 33690
84215078 33832
68268602 34516
89813708 34716
58680938 34895

Total primes

 mdettweiler 2008-11-18 07:16

[quote=CedricVonck;149701]150000000000:P:1:3:257
77519584 30034
54282752 30389
59763448 30623
50541412 30704
62499142 30776
67852672 30921
68155474 31854
54282752 31973
94389422 32281
90978172 32369
58871836 32613
80763370 32723
78967678 32787
78967678 33019
72880994 33471
69005336 33636
50541412 33685
68093614 33690
84215078 33832
68268602 34516
89813708 34716
58680938 34895

Total primes[/quote]
I presume that you're verifying the PRPs with PFGW, right?

 gd_barnes 2008-11-19 14:05

Max, If we don't hear anything on them being proven, I'll check them later today.

In the mean time, I got an Email of results yesterday from Cedric that clearly shows the range complete so I will show it as such and post more files after elminating some k's.

 MyDogBuster 2008-11-26 10:43

Taking 35k-38k

Adding a little spice in my life

 MyDogBuster 2008-11-28 01:18

Taking 38K - 40K

35K - 38K 70%

This is fun

 MyDogBuster 2008-11-28 19:14

35K - 38K 100% Complete

96026332 35086
82386316 35132
50620060 35158
93882734 35245
99434222 36293
55055116 36349
61429768 36490
99434222 36713 see 36293
80078764 37147
60209746 37148
91233724 37234
60935716 37245
71440646 37400
68558962 37881
96026332 37978 see 35086

13 primes for 13 k's LLR proven with PFGW
Results emailed

 MyDogBuster 2008-11-29 07:52

Taking 40K - 44K

 MyDogBuster 2008-11-30 00:14

Mini Drive 1b 38K-40K

68232896 38780 68232896*3^38780+1 is 3-PRP! (21.8944s+0.0009s)
72086978 38982 72086978*3^38982+1 is 3-PRP! (23.6047s+0.0011s)
76479688 39859 76479688*3^39859+1 is 3-PRP! (20.0494s+0.0011s)
98486582 39962 98486582*3^39962+1 is 3-PRP! (24.3015s+0.0009s)

4 primes found with phrot 0.51 proven with PFGW

Results emailed

 mdettweiler 2008-11-30 00:35

[quote=MyDogBuster;151306]Mini Drive 1b 38K-40K

68232896 38780 68232896*3^38780+1 is 3-PRP! (21.8944s+0.0009s)
72086978 38982 72086978*3^38982+1 is 3-PRP! (23.6047s+0.0011s)
76479688 39859 76479688*3^39859+1 is 3-PRP! (20.0494s+0.0011s)
98486582 39962 98486582*3^39962+1 is 3-PRP! (24.3015s+0.0009s)

4 primes found with phrot 0.51 proven with PFGW

Results emailed[/quote]
Hmm...did you forget to run PFGW with the -t option when proving your primes? Because your results only say that your primes are 3-PRP, not proven prime. (3-PRP is, actually, the same thing thing that LLR does on these kinds of numbers.)

I re-ran PFGW on these with the -t command line switch so that it actually proves them prime instead of just doing a PRP test as is the default:
68232896*3^38780+1 is prime! (26.7541s+0.0091s)
72086978*3^38982+1 is prime! (27.0359s+0.0039s)
76479688*3^39859+1 is prime! (27.9304s+0.0026s)
98486582*3^39962+1 is prime! (27.5949s+0.0029s)

(Note: If you're using PFGW to prove Riesel primes, such as those in the Riesel base 3 mini-drive, you'll need to use the -tp command line switch in place of -t.)

 MyDogBuster 2008-11-30 01:35

[QUOTE]
Hmm...did you forget to run PFGW with the -t option when proving your primes?[/QUOTE]

I'm still learning all this stuff. Thanks, I'll fix my routines. -t for sierp and -tp for Riesel

 henryzz 2008-11-30 08:00

i am lazy and just type -tc each time:smile:

 MyDogBuster 2008-12-01 17:30

Taking 44K - 50K

 MyDogBuster 2008-12-02 19:47

40K - 44K Complete
9 proven primes

66928276*3^40385+1 is prime! (58.1120s+0.0012s)
83880508*3^40452+1 is prime! (32.4075s+0.0011s)
58537244*3^41218+1 is prime! (65.7102s+0.0011s)
56171218*3^41551+1 is prime! (40.3856s+0.0012s)
80382650*3^41682+1 is prime! (121.2069s+0.0012s)
91293316*3^42180+1 is prime! (120.2516s+0.0012s)
79379414*3^43311+1 is prime! (35.2807s+0.0012s)
96693302*3^43364+1 is prime! (63.0137s+0.0012s)
98043514*3^43395+1 is prime! (35.1006s+0.0012s)

Results emailed

 MyDogBuster 2008-12-07 07:38

44K - 50K Complete 17 primes
Results emailed

98555838*3^44214+1 is prime! (38.6396s+0.0012s)
99170018*3^44896+1 is prime! (36.7785s+0.0013s)
68204198*3^45523+1 is prime! (65.2871s+0.0012s)
87173668*3^45946+1 is prime! (29.2253s+0.0013s)
68426882*3^46073+1 is prime! (58.4977s+0.0013s)
63016906*3^46379+1 is prime! (32.2652s+0.0013s)
69187234*3^46831+1 is prime! (38.1796s+0.0013s)
70848912*3^47046+1 is prime! (41.2352s+0.0013s)
97963454*3^47046+1 is prime! (59.7215s+0.0015s)
75465868*3^47100+1 is prime! (59.5387s+0.0013s)
82436518*3^47176+1 is prime! (43.9437s+0.0013s)
65554012*3^47360+1 is prime! (39.4948s+0.0013s)
74803858*3^47363+1 is prime! (70.3776s+0.0016s)
93409276*3^47531+1 is prime! (48.4953s+0.0013s)
53593726*3^47763+1 is prime! (86.7330s+0.0014s)
50287288*3^48512+1 is prime! (64.1462s+0.0014s)
97418338*3^48671+1 is prime! (64.7968s+0.0014s)

 gd_barnes 2008-12-11 10:01

I have to admit I've ignored this thread for a long time while I was on my business trip due to the amount of time it takes to update the web pages, remove k's from files, and post files for this base.

I'm getting to it now and will have files posted sometime on Thurs.

Gary

 MyDogBuster 2008-12-12 08:16

Taking 50K - 60K

 MooooMoo 2008-12-20 21:08

54320036*3^64148+1 is prime. It was found as a PRP by LLR, and it was confirmed as prime by Proth.

Here's the output:

[CODE]
54320036*3^64148+1 is a probable prime. Time: 67.384 sec.
...
54320036*3^64148 + 1 may be prime. (a = 2)
54320036*3^64148 + 1 is prime! (a = 5) [30615 digits]
[/CODE]

 mdettweiler 2008-12-21 06:20

[quote=MooooMoo;154311]54320036*3^64148+1 is prime. It was found as a PRP by LLR, and it was confirmed as prime by Proth.

Here's the output:

[code]
54320036*3^64148+1 is a probable prime. Time: 67.384 sec.
...
54320036*3^64148 + 1 may be prime. (a = 2)
54320036*3^64148 + 1 is prime! (a = 5) [30615 digits]
[/code][/quote]
Um...just to clarify, are you reserving 64K-65K or any other ranges on this drive? Or was this found independently?

 MyDogBuster 2008-12-21 16:30

50K - 60K complete 22 proven primes

77976142*3^50169+1 is prime! (62.8740s+0.0014s)
69026702*3^50280+1 is prime! (135.2472s+0.0014s)
91379272*3^50340+1 is prime! (97.0802s+0.0014s)
92793016*3^50687+1 is prime! (55.3105s+0.0014s)
55075498*3^51708+1 is prime! (56.4614s+0.0014s)
70009502*3^51837+1 is prime! (54.1643s+0.0015s)
71192354*3^52042+1 is prime! (96.1381s+0.0014s)
52912976*3^52588+1 is prime! (58.2575s+0.0015s)
89106848*3^53018+1 is prime! (54.5909s+0.0015s)
77554786*3^53248+1 is prime! (55.0181s+0.0015s)
86000056*3^53788+1 is prime! (55.5784s+0.0015s)
66048746*3^54336+1 is prime! (173.5886s+0.0015s)
53109118*3^54460+1 is prime! (65.8118s+0.0016s)
64133198*3^54595+1 is prime! (66.5338s+0.0015s)
64341406*3^56947+1 is prime! (184.2590s+0.0017s)
81956716*3^56961+1 is prime! (70.2281s+0.0017s)
96746836*3^57284+1 is prime! (298.3549s+0.0017s)
74481242*3^58110+1 is prime! (71.3721s+0.0017s)
52898312*3^58616+1 is prime! (72.4967s+0.0018s)
97132676*3^58743+1 is prime! (71.9681s+0.0017s)
90784756*3^59179+1 is prime! (77.6378s+0.0017s)
71744534*3^59498+1 is prime! (74.0493s+0.0018s)

Results emailed

I will not be taking anymore files for this drive until we figure out who is doing what.

 MooooMoo 2008-12-21 21:27

[QUOTE=mdettweiler;154364]Um...just to clarify, are you reserving 64K-65K or any other ranges on this drive? Or was this found independently?[/QUOTE]
I found this prime during a fixed n-search a few months ago, and I didn't know that this was one of the remaining k's left in the base 3 conjecture until I checked this thread yesterday.

I don't know whether or not there are any other primes in the 64K-65K range.

 mdettweiler 2008-12-21 22:48

[quote=MooooMoo;154459]I found this prime during a fixed n-search a few months ago, and I didn't know that this was one of the remaining k's left in the base 3 conjecture until I checked this thread yesterday.

I don't know whether or not there are any other primes in the 64K-65K range.[/quote]
Okay, then, in that case I'll mark it down as found by you but with a special side note indicating that this was found independently of the 64K-65K range in this drive.

Gary, should we mark this down as found in the 64K-65K range on the reservations table when we get to that point?

 MyDogBuster 2008-12-26 05:32

Taking 60K - 65K

 gd_barnes 2008-12-27 08:00

[quote=mdettweiler;154466]Okay, then, in that case I'll mark it down as found by you but with a special side note indicating that this was found independently of the 64K-65K range in this drive.

Gary, should we mark this down as found in the 64K-65K range on the reservations table when we get to that point?[/quote]

Mike,

That was a most astute observation from an old effort! Thanks for sharing it with us.

Do you have any others that we have remaining?

Max,

This is no big deal. Yes, show it as found by Mike as you have done. For the n=60K-65K range, I will just show it as (plus 1 other) like I've done with the Riesel and Sierp base 16 drives where primes are found by other efforts such as when a prime was found for Riesel base-2 odd-n that converted to a Riesel base 16 prime.

Ian,

Please go ahead and include the k in your searching of the n=60K-65K range to see if we find a smaller prime for it. I like to find the smallest prime for each k. Otherwise, we could just search for huge primes n>200K and list those to make us look good. That would be "cheating". lol :smile:

This is bound to happen from time to time. I found a Riesel base 256 prime for k=1478 here that NPLB confirmed for k=739 base 2 two weeks later.

For the very high Riesel base 16 prime for k=13854 shown in the 1st post of that drive, I was doing a search for the Riesel base 2 odd-n conjecture for k=6927. It just so happens that the effort overlapped with bases 4 and 16.

The nature of this effort will overlap a few different other efforts at times, although we attempt to minimize it as much as possible. In other words, if I know someone else is searching something that will encompass all of an effort that we have here, I will show it as reserved by them and not hand it out in the drives. An example is k=443 that Curtis at RPS is working on for base 2 but that overlaps our Riesel base 16. I show it as reserved by him on base 16 so that we don't include it in our drives. Since it's so low weight, he is well past where our drives are at so it's not an issue.

In the case of a fixed-n search like this, there's no way that it can encompass an entire k on any base that we have so there's no way to show it reserved by anyone.

Gary

 mdettweiler 2008-12-27 08:12

[quote=gd_barnes;155267]Max,

This is no big deal. Yes, show it as found by Mike as you have done. For the n=60K-65K range, I will just show it as (plus 1 other) like I've done with the Riesel and Sierp base 16 drives where primes are found by other efforts such as when a prime was found for Riesel base-2 odd-n that converted to a Riesel base 16 prime.[/quote]
Oh, duh--I had forgotten at the time about how we have already been using the "plus x other" notation for primes found in an individual-k reservation on team-drive bases. Thanks for reminding me. :smile:

One other question, though: When I marked it down I counted it in the "this drive started with x k's, has found x k's with primes, and has x k's remaining" section. Is this correct? Or do we not count it there for non-drive k's?

 MooooMoo 2008-12-27 08:48

[QUOTE=gd_barnes;155267]Mike,

That was a most astute observation from an old effort! Thanks for sharing it with us.

Do you have any others that we have remaining?
[/QUOTE]

I didn't even start from k=1 or anywhere near k=1 for this fixed-n search, so there weren't many base 3 primes found. I was quite surprised that one of them turned out to be a k that CRUS was working on.

 gd_barnes 2008-12-27 08:52

More files have been posted with k=54320036 removed...a total of 108 k's remaining.

Ian, if you find it useful, I reposted your reserved file below the reservations with all of the k's removed that you found primes for n=50K-60K. I didn't remove k=54320036 so there are a total of 109 k's remaining in the file.

Gary

 gd_barnes 2008-12-27 09:02

[quote=mdettweiler;155268]Oh, duh--I had forgotten at the time about how we have already been using the "plus x other" notation for primes found in an individual-k reservation on team-drive bases. Thanks for reminding me. :smile:

One other question, though: When I marked it down I counted it in the "this drive started with x k's, has found x k's with primes, and has x k's remaining" section. Is this correct? Or do we not count it there for non-drive k's?[/quote]

Yes, we definitely remove the k from that count even though we haven't technically searched up to that range yet. I checked that and you had it correct. The reasoning:

1. Balancing: The # of k's remaining shown in the 1st post must equal the # of k's we started with minus the # of primes found as shown in that post. I use that constantly as a double-check against k's remaining on my web pages that include far more ranges than just this drive.

2. Several other prior efforts: There were a # of top-5000 and other previous base 3 primes that we used to eliminate k's before searching for n>25K. The montra was: Search everything to n=25K and see what remains to attempt to find the lowest primes. For the k's remaining at that point, then use higher primes found from other efforts to eliminate them. In this case, Mike's effort is one of those "other" efforts.

I'm not going to be overly anal about finding the lowest prime on all k's; just most of them. lol Had Mike's prime been n>~100K, I would have had us remove it from the rest of our drive like we, in effect did, for other efforts before the drive started. But since we're close, we may as well see if it is the lowest. The thinking being that we don't want to spend too much extra CPU time to find the lowest prime but a little bit is OK.

Gary

 MyDogBuster 2008-12-27 09:22

[quote]Ian, if you find it useful, I reposted your reserved file below the reservations with all of the k's removed that you found primes for n=50K-60K. I didn't remove k=54320036 so there are a total of 109 k's remaining in the file.

[/quote]

Thanks, but I removed the k's myself before I started. (k=54320036 is still in there)

If you want to post the rest of the Drive's pairs, I'll take the whole thing to 100K and thus finish this drive. It should only take me ~ 20 days.

 gd_barnes 2008-12-28 10:56

[quote=MyDogBuster;155277]Thanks, but I removed the k's myself before I started. (k=54320036 is still in there)

If you want to post the rest of the Drive's pairs, I'll take the whole thing to 100K and thus finish this drive. It should only take me ~ 20 days.[/quote]

OK, I'll post the rest of the drive in one BIG file sometime late Sunday.

Keep in mind that the testing time at n=100K is double that at n=70K. You have large enough resources that even if you hadn't considered that, I'm sure it won't make much difference.

I already have a fully sieved file from KEP for k=100M-200M for n=25K-100K for this base. So within a few days after you reserve the "BIG" file, I'll start "Mini-drive II - Sierp base 3".

For this next mini-drive, I'm going to run it differently. We'll be searching by k-value but within larger n-ranges and the files will be sorted by k-value. For instance, the first file might contain k=100M-120M for n=25K-40K, the next k=120M-140M for n=25K-40K, etc. for the rest of n=25K-40K. Then we might do the same with 5 different k-ranges for n=40K-55K, 55K-65K, etc.

This will make these drives much easier to administer. I also think that with the files sorted by k, individuals will find it easier to come up with scripts to stop processing after a k finds a prime and start with the next k. So not only will it save administrative time, it should save CPU time also.

Gary

 MyDogBuster 2008-12-29 16:02

[quote]OK, I'll post the rest of the drive in one BIG file sometime late Sunday.
[/quote]

Alas, Sunday has come and gone and I have been left adrift. Maybe Monday says O RLY!! Could be, he became so bored with the deletion effort on NPLB, that he just feel asleep. LOL

 gd_barnes 2008-12-30 06:36

[quote=MyDogBuster;155605]Alas, Sunday has come and gone and I have been left adrift. Maybe Monday says O RLY!! Could be, he became so bored with the deletion effort on NPLB, that he just feel asleep. LOL[/quote]

Oh, VERY funny he says sarcastically with egg on his face as he bangs his head. :blush::smile:

Yes, I totally forgot to send you the file and you nailed it on the head: I was busy deleting primes posts at NPLB and didn't check any except 1-2 threads at CRUS last night. Look for the file in your Email in the next 10 mins. and I'll show you with the reservation shortly. Sorry about that.

Thanks for the offer to finish things up with this drive! It'll allow us to get the next mini-drive started in the next few days. It can run while you're still working on this one.

Gary

 gd_barnes 2008-12-30 06:39

To make it official:

Ian is reserving the final range of n=65K-100K for this drive.

Ian, if you can post primes and status every n=5K or 10K as you are progressing with the range, that would help me/Max greatly. I've found it very easy to get way behind quickly here so any time stuff is broken up, it helps.

Thanks again.

Gary

 MyDogBuster 2008-12-30 07:21

[QUOTE]Ian, if you can post primes and status every n=5K or 10K as you are progressing with the range, that would help me/Max greatly. I've found it very easy to get way behind quickly here so any time stuff is broken up, it helps.[/QUOTE]

Okey Dokey

 MyDogBuster 2009-01-07 22:23

Complete thru 70K. 10 Proven primes and 1 confirmed prime
The confirmed is MooooMoo's. That is indeed the lowest n for that k. Continuing to 100K.

69897658*3^60254+1 is prime! (133.9349s+0.0018s)
87706772*3^60901+1 is prime! (75.9875s+0.0018s)
68526046*3^61380+1 is prime! (197.7205s+0.0018s)
57557068*3^62758+1 is prime! (77.9615s+0.0018s)
87593744*3^63083+1 is prime! (78.5268s+0.0018s)
54320036*3^64148+1 is prime! (80.0330s+0.0018s) Confirmed
89665952*3^64981+1 is prime! (145.1468s+0.0019s)
55193434*3^65854+1 is prime! (147.7309s+0.0019s)
78702082*3^66458+1 is prime! (84.3015s+0.0019s)
97826494*3^68878+1 is prime! (100.7149s+0.0020s)
50921056*3^69789+1 is prime! (101.9951s+0.0020s)

 MyDogBuster 2009-01-23 11:10

Complete thru n=79.2K continuing to n-100K

54315148*3^70563+1 is prime! (187.6464s+0.0020s)
77357576*3^73449+1 is prime! (195.5181s+0.0021s)
73225294*3^75251+1 is prime! (112.9489s+0.0022s)
74374772*3^75432+1 is prime! (112.8965s+0.0022s)
62109506*3^76815+1 is prime! (115.2566s+0.0023s)
96259778*3^78524+1 is prime! (118.3138s+0.0023s)

 MyDogBuster 2009-02-15 18:15

Complete thru n=90k continuing to n=100k

68203706*3^81367+1 is prime! (131.9947s+0.0025s)
85310794*3^81633+1 is prime! (132.5897s+0.0025s)
97016048*3^82162+1 is prime! (133.3837s+0.0025s)
90473998*3^82331+1 is prime! (133.8616s+0.0025s)
56148718*3^83091+1 is prime! (136.8349s+0.0025s)
90733694*3^83762+1 is prime! (461.0932s+0.0026s)
57336382*3^84962+1 is prime! (139.5255s+0.0027s)
63003672*3^85533+1 is prime! (250.9667s+0.0026s)
71448584*3^85717+1 is prime! (141.8642s+0.0026s)
97688816*3^89093+1 is prime! (147.5428s+0.0028s)

s/b 82 left

 MyDogBuster 2009-03-05 21:49

98997092*3^90104+1 is prime! (268.0643s+0.0028s)
56092742*3^90677+1 is prime! (334.7906s+0.0028s)
79190206*3^90945+1 is prime! (485.5617s+0.0029s)
58007336*3^91929+1 is prime! (338.8410s+0.0028s)
79714294*3^92271+1 is prime! (188.0943s+0.0029s)
50222338*3^99600+1 is prime! (205.9377s+0.0032s)
63973712*3^99600+1 is prime! (205.4687s+0.0031s)

This completes this mini drive.

Gary, nice guess on the # k's left in this range. There s/b 75.

Results emailed

 gd_barnes 2009-03-06 08:41

Lucky guess on the # of k's remaining.

Very nice work to almost single-handedly annahilate this drive! :smile:

Gary

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