R226
 

Reserving R226 to n=25k (10-25k), from the recommended list

[QUOTE=TheCount;444538]Reserving R226 to n=25k (10-25k), from the recommended list[/QUOTE]

I had started on this one a few days ago but failed to reserve it. Sorry. Could you choose something else?

[QUOTE=gd_barnes;444585]I had started on this one a few days ago but failed to reserve it. Sorry. Could you choose something else?[/QUOTE]

That's fine. I only had one core started on it, 19 core hours in. Found:
114984*226^10221-1
135045*226^10321-1
39834*226^10343-1

I'll reserve something else elsewhere.

S106 tested to n=100k (25-100k)

137 primes found, 184 remain

Results emailed - Base released

Progress update
 

S 155 at 885K - continuing....

Progress update
 

K 64 S 212

tested up to N= 850438


Releasing only this sequence, ( results, and sieve file up to 1M) sent to gd_barnes

Progress update
 

K4 S155 - 900K
K4 S212 - 610K

R226 is complete to n=25K. 237 primes were found for n=10K-25K shown below. 509 k's remain. Base released.

Primes:
[code]
128592*226^10003-1
55430*226^10052-1
146414*226^10086-1
137432*226^10202-1
22709*226^10208-1
114984*226^10221-1
126848*226^10232-1
130502*226^10235-1
154923*226^10237-1
143022*226^10269-1
13878*226^10296-1
135045*226^10321-1
39834*226^10343-1
122849*226^10489-1
143588*226^10518-1
102974*226^10523-1
92087*226^10558-1
112743*226^10718-1
49487*226^10749-1
49823*226^10769-1
38264*226^10818-1
44844*226^10830-1
131940*226^10868-1
97190*226^10930-1
67218*226^11000-1
82968*226^11024-1
22754*226^11051-1
53760*226^11126-1
135909*226^11226-1
129323*226^11311-1
134730*226^11315-1
7833*226^11349-1
12954*226^11379-1
140823*226^11439-1
155199*226^11458-1
61329*226^11511-1
117513*226^11532-1
112100*226^11539-1
103290*226^11582-1
143372*226^11610-1
84555*226^11619-1
45999*226^11637-1
7578*226^11700-1
145709*226^11700-1
99200*226^11713-1
16382*226^11754-1
123288*226^11754-1
24525*226^11864-1
101334*226^11887-1
16233*226^11975-1
46358*226^11993-1
50240*226^12050-1
114438*226^12109-1
90600*226^12159-1
43103*226^12180-1
81860*226^12313-1
123995*226^12317-1
136509*226^12430-1
99437*226^12439-1
9767*226^12463-1
75002*226^12500-1
81365*226^12503-1
123804*226^12582-1
34167*226^12831-1
115328*226^12889-1
62070*226^12958-1
81639*226^13015-1
101942*226^13045-1
2952*226^13099-1
13623*226^13168-1
31062*226^13213-1
52980*226^13218-1
144620*226^13224-1
28904*226^13244-1
103775*226^13266-1
13848*226^13323-1
80735*226^13352-1
91274*226^13390-1
45170*226^13496-1
141138*226^13586-1
139862*226^13708-1
133925*226^13819-1
50898*226^13907-1
77505*226^13913-1
72384*226^13941-1
112820*226^13955-1
123302*226^13976-1
68147*226^13986-1
82779*226^14016-1
86493*226^14084-1
85617*226^14093-1
104273*226^14176-1
54653*226^14342-1
87404*226^14412-1
88733*226^14468-1
86502*226^14479-1
27960*226^14527-1
104589*226^14535-1
72038*226^14557-1
83148*226^14628-1
42888*226^14647-1
7782*226^14687-1
150182*226^14691-1
77774*226^14706-1
96660*226^14804-1
115634*226^14875-1
63582*226^14924-1
135884*226^14998-1
23319*226^15057-1
151925*226^15101-1
74907*226^15109-1
51690*226^15117-1
124665*226^15132-1
88622*226^15153-1
99117*226^15164-1
52974*226^15184-1
148010*226^15241-1
14883*226^15242-1
149664*226^15267-1
62393*226^15298-1
35058*226^15385-1
81038*226^15402-1
82644*226^15415-1
70377*226^15418-1
15023*226^15452-1
37344*226^15682-1
108837*226^15710-1
8099*226^15755-1
88559*226^15765-1
117839*226^15778-1
144663*226^15824-1
11855*226^15825-1
64692*226^15886-1
136614*226^15889-1
156393*226^15944-1
131793*226^15963-1
111974*226^16201-1
5814*226^16206-1
111500*226^16265-1
22019*226^16331-1
133248*226^16412-1
30852*226^16430-1
155189*226^16478-1
34143*226^16524-1
118050*226^16609-1
64143*226^16639-1
103059*226^16727-1
35550*226^16811-1
148520*226^16850-1
106962*226^16878-1
109419*226^17067-1
79860*226^17223-1
142328*226^17312-1
83654*226^17549-1
55065*226^17550-1
61970*226^17568-1
25589*226^17640-1
34940*226^17674-1
109470*226^17705-1
9902*226^17727-1
10817*226^17847-1
24488*226^17857-1
65762*226^17868-1
117587*226^17869-1
113099*226^17881-1
35043*226^17998-1
115389*226^18077-1
110538*226^18179-1
85730*226^18302-1
90108*226^18312-1
78843*226^18436-1
3383*226^18481-1
37325*226^18512-1
58113*226^18579-1
120299*226^18605-1
129567*226^18609-1
68553*226^18652-1
45063*226^18666-1
149150*226^18715-1
27899*226^18735-1
153269*226^18863-1
91799*226^18889-1
17784*226^19056-1
93608*226^19272-1
91779*226^19485-1
26558*226^19504-1
133883*226^19628-1
147998*226^19667-1
133562*226^19708-1
94130*226^19859-1
54545*226^20131-1
97794*226^20163-1
32580*226^20250-1
40730*226^20318-1
139074*226^20337-1
80235*226^20405-1
105438*226^20447-1
61764*226^20454-1
25670*226^20506-1
33539*226^20559-1
141017*226^20572-1
20778*226^20602-1
91589*226^20660-1
6183*226^20742-1
46355*226^20765-1
42107*226^21084-1
109580*226^21115-1
155520*226^21166-1
99395*226^21229-1
8780*226^21252-1
23577*226^21299-1
154709*226^21567-1
119634*226^21591-1
116225*226^21621-1
32655*226^21676-1
14988*226^21788-1
118812*226^22033-1
123852*226^22042-1
15662*226^22048-1
31182*226^22110-1
77918*226^22286-1
67223*226^22494-1
126177*226^22552-1
58878*226^22655-1
119235*226^22668-1
57392*226^23190-1
47280*226^23212-1
64979*226^23325-1
55560*226^23644-1
138840*226^23697-1
85632*226^23999-1
17594*226^24053-1
38735*226^24096-1
47225*226^24097-1
118934*226^24183-1
78114*226^24217-1
51765*226^24739-1
[/code]

S118
 

S118 tested to n=700K - nothing found - continuing to 1M

Reserving S225 to n=100k (25-100k) for BOINC

S225 tested to n=100k (25-100k)

59 primes found, 80 remain

[CODE]113372*225^25097+1
22810*225^26068+1
38858*225^26070+1
84842*225^26164+1
107124*225^26182+1
43254*225^26333+1
34022*225^27614+1
53940*225^27734+1
46216*225^27805+1
19678*225^28642+1
72458*225^29650+1
103568*225^29775+1
103546*225^30742+1
62666*225^31223+1
104818*225^32102+1
39890*225^33594+1
81758*225^34025+1
472*225^34284+1
102110*225^35205+1
82876*225^35884+1
77856*225^36645+1
47922*225^36775+1
74478*225^37819+1
11090*225^37960+1
26176*225^39154+1
31014*225^39700+1
55710*225^41080+1
84812*225^42845+1
112758*225^43309+1
78740*225^43604+1
80510*225^43969+1
93144*225^49156+1
108930*225^52702+1
22508*225^53498+1
50134*225^56564+1
17514*225^56999+1
40342*225^60436+1
23858*225^61184+1
59654*225^62197+1
26348*225^62202+1
4858*225^63265+1
91954*225^64239+1
28716*225^64797+1
36240*225^64893+1
71964*225^72778+1
48494*225^74800+1
114258*225^75116+1
103034*225^78237+1
97380*225^80082+1
57204*225^82597+1
116214*225^84861+1
58884*225^85226+1
84184*225^85983+1
73228*225^89023+1
67914*225^89558+1
21364*225^90399+1
74940*225^91226+1
6598*225^94326+1
42156*225^96360+1[/CODE]Results emailed - Base released

S243 Update
 

8 primes found. 141 sequences remain. Testing at n=100K and continuing.

Primes:
[CODE]
17914*3^401750+1
17638*3^415435+1
7804*3^431265+1
34532*3^435110+1
26142*3^467665+1
33968*3^480235+1
11452*3^481645+1
11106*3^496260+1
[/CODE]

Progress update
 

K4 S155 915K
K4 S212 625K

Reserving R145 to n=100k (25-100k) for BOINC

S122
 

S122 tested to n=700K - nothing found - continuing to 1M

New to this project, I will start by reserving S223 to n = 75k for all k values < 1000.

Edit: May take a while. (I may just do up to 50k I will let everyone know the current progress afterwards, I will continue to hold the base reserve) With NewPGen and PFGW only.

[QUOTE=carpetpool;450148]New to this project, I will start by reserving S223 to n = 75k for all k values < 1000.

Edit: May take a while. (I may just do up to 50k I will let everyone know the current progress afterwards, I will continue to hold the base reserve) With NewPGen and PFGW only.[/QUOTE]
Since you are new on this project why dont you start with smaller steps?
Take base with few K left, make sieve ( that will dramatically decrease number of candidate to test) , and make test with LLR rather then PFGW.

Sr2sieve is far more faster any efficient then NewPgen, and you can sieve many K of same base in same time.

[QUOTE=carpetpool;450148]New to this project, I will start by reserving S223 to n = 75k for all k values < 1000.

Edit: May take a while. (I may just do up to 50k I will let everyone know the current progress afterwards, I will continue to hold the base reserve) With NewPGen and PFGW only.[/QUOTE]

"May take a while" and "may just do up to 50k" and using "NewPGen" are all big red flags coming from a new person. We never use NewPGen on this project. It is far too old and inefficient. Regardless it would be a big mess for the project if we had all of these large-conjectured bases searched to different depths. To get started please reserve an entire base that you can complete within a month. Perhaps a base with 2 or 3 k's remaining for n=100K-200K. Use srsieve/sr2sieve for sieving and LLR for primality testing.

[QUOTE=gd_barnes;450151]"May take a while" and "may just do up to 50k" and using "NewPGen" are all big red flags coming from a new person. We never use NewPGen on this project. It is far too old and inefficient. Regardless it would be a big mess for the project if we had all of these large-conjectured bases searched to different depths. To get started please reserve an entire base that you can complete within a month. Perhaps a base with 2 or 3 k's remaining for n=100K-200K. Use srsieve/sr2sieve for sieving and LLR for primality testing.[/QUOTE]

Actually we do use newpgen to build the input files to srbsieve.

[QUOTE=pepi37;450150]Since you are new on this project why dont you start with smaller steps?
Take base with few K left, make sieve ( that will dramatically decrease number of candidate to test) , and make test with LLR rather then PFGW.

Sr2sieve is far more faster any efficient then NewPgen, and you can sieve many K of same base in same time.[/QUOTE]

Good point. I will un-reserve S223 for now. S15 seems adequate. Any other suggestions?

There are a lot of other bases with only 1 k left, they can be a good point to start with.

Check [URL]http://www.noprimeleftbehind.net/crus/Sierp-conjecture-reserves.htm[/URL] (for Sierp site)
or (easier) there: [URL]http://www.noprimeleftbehind.net/crus/tab/CRUS_tab.htm[/URL].

You should pick a Base which contains a sieve-file, sieving S15 will take some time (~2 weeks on 24/7)

[QUOTE=carpetpool;450159]Good point. I will un-reserve S223 for now. S15 seems adequate. Any other suggestions?[/QUOTE]
S 15 is also hard for beginning.
Look at S70. It has sieve file already, so you just need to start :)
I dont know what number of cores you have: but for start take range from 250K to 500K

[QUOTE=carpetpool;450159]Good point. I will un-reserve S223 for now. S15 seems adequate. Any other suggestions?[/QUOTE]

If you want to assist on a base that has been started, but has a lot of remaining work, use srbsieve with S3 and bite off 1G. Another option is to take a range from R3 from n=25K to n=50K. There are quite a few.

What we recommend though will be highly dependent upon how many cores you have available.

If its okay with everyone, I'll be reserving S123 to n = 100k-250k. Running on an I3 possessor. There was already a sieve file for this base.

[QUOTE=carpetpool;450164]If its okay with everyone, I'll be reserving S123 to n = 100k-250k. Running on an I3 possessor. There was already a sieve file for this base.[/QUOTE]
Did you make one test, so, you can estimate total time ?
Dont take big bite for first time.:smile:

I do not recommend bases 3, 7, or 15 for a new person. That's a lot of overhead and admin and a lot of potential for problems with such big files.

S123 for n=100K-250K is good.

To get an estimate of how much CPU time it will take, please run a test at n=190K. Then multiply the test time by the number of total tests in the file. That should give a good rough estimate of how long it will take. You may find that you want to only do n=100K-150K or 100K-200K.

[QUOTE=rogue;450154]Actually we do use newpgen to build the input files to srbsieve.[/QUOTE]

Yes but that's the only time.

Also reserving (for sieving only) R163 to n = 250k (there's only one k value left!!!)

R112 complete to 300k. Extending reservation to 350k.

[QUOTE=carpetpool;450183]Also reserving (for sieving only) R163 to n = 250k (there's only one k value left!!!)[/QUOTE]

R163 has already been tested to n=400k.

S148 tested to n=1M (533k-1M)

nothing found, 1 remain

Results emailed - Base released

Reserving S117 to n=250K.

Reserving R171 to n=100k (25-100k) for BOINC

Reserving S166 to n=100k (25-100k) for BOINC

A new Server is en route.
Reserving S212 k64 to nmax=1M.

Reserving R150 to n=100k (25-100k) for BOINC

R171 tested to n=100k (25-100k)

54 primes found, 75 remain

[CODE]98964*171^26046-1
21458*171^26101-1
94738*171^26784-1
65660*171^26844-1
109568*171^26940-1
76984*171^27118-1
43748*171^28322-1
9610*171^28565-1
64014*171^29105-1
66344*171^29279-1
35474*171^29340-1
9098*171^29532-1
91892*171^29575-1
101694*171^30496-1
35992*171^30843-1
622*171^31392-1
79248*171^32770-1
7572*171^34859-1
69128*171^35008-1
111584*171^35172-1
30582*171^36937-1
67380*171^37182-1
47368*171^37244-1
16584*171^37342-1
63942*171^37517-1
93182*171^39585-1
84198*171^40757-1
40894*171^42189-1
3740*171^42452-1
41064*171^42528-1
111182*171^43023-1
84152*171^43533-1
112530*171^43752-1
88364*171^43776-1
42230*171^47284-1
76462*171^51562-1
64112*171^51924-1
95862*171^52626-1
60758*171^52796-1
5150*171^52996-1
83640*171^56304-1
26940*171^60661-1
76842*171^61683-1
107974*171^64009-1
32194*171^65957-1
57180*171^70673-1
39820*171^71361-1
31050*171^77135-1
39690*171^86597-1
53018*171^86740-1
55312*171^89116-1
31002*171^90264-1
112664*171^92686-1
55008*171^93265-1[/CODE]

Results emailed - Base released

R145 tested to n=100k (25-100k)

119 primes found, 120 remain

Results emailed - Base released

S166 tested to n=100k (25-100k)

62 primes found, 85 remain

Results emailed - Base released

Reserving S205 to n=100k (25-100k) for BOINC

S232
 

Reserving S232 to n=25K

R150 tested to n=100k (25-100k)

51 primes found, 71 remain

Results emailed - Base released

Update from SRSIEVE2 regarding S123:

p=9999735800969, 5447229 p/sec, 595 factors, 100.0% done, 1972 sec/factor, ETA 24 Jan 02:20
sr2sieve 1.9.3 stopped: at p=10000000000000 because range is complete.
Found factors for 595 terms in 1615920.536 sec. (expected about 595.55)

-------

Start PRP testing the remaining candidates shortly. :smile:

Progress update
 

K 4 S155 930K
K 4 S212 645K

S205 tested to n=100k (25-100k)

68 primes found, 76 remain

Results emailed - Base released

Reserving R228 to n=100k (25-100k) for BOINC

Reserving R106 to n=100k (25-100k) for BOINC

Reserving S231 to n=100k (25-100k) for BOINC

[QUOTE=gd_barnes;268047]R123 has been released at n=100K due to lack of activity in 6 months and response to PMs over several weeks.[/QUOTE]

Wait, that's not my reservation right? Well, I was postponing my reservation while slowly working at PRP testing the numbers.

I plan on building a very high-speed supercomputer during the summer so PRP testing for my reserved base will pick up in speed dramatically hopefully in no more than a few months. Is that ok? :smile:

[QUOTE=carpetpool;452805]Wait, that's not my reservation right? Well, I was postponing my reservation while slowly working at PRP testing the numbers.

I plan on building a very high-speed supercomputer during the summer so PRP testing for my reserved base will pick up in speed dramatically hopefully in no more than a few months. Is that ok? :smile:[/QUOTE]

No it is not your reservation.

That posting was from 2011 ??!! It refers to R123. Do you go through 5-6 years worth of posts to find stuff? lol

Your reservation is for S123, reserved on Dec. 30th 2016. I still have it reserved for you.

If you are not working on your reservation at all, you should release it. It's not a good habit to reserve a base and sit on it for many months before starting. After a few months is when I'll send out a PM asking for a status. If I don't get an update or if no work has been done then I release it.

We have a bad problem with new people coming on to the project, reserving way more than they can test, and then leaving or releasing most of their reservation. We asked you early on to make a test at n=190K and then multiply that time by the total number of candidates in the sieve file to get an idea of total test time. Have you done this and do you have an idea of how much faster this "supercomputer" will be so that you know how much time the new computer will take?

If you are working on your reservation slowly waiting for faster equipment that is fine but some reasonable progress should be seen within 4-6 months.

RS243 Update
 

R243 Update: One prime found, testing at n = 112,000 and continuing.
S243 Update: Two primes found, testing at n = 107,000 and continuing.

Primes (note base-3 representation):
9974*3^514555-1
19704*3^518650+1
26964*3^522475+1

K64 S212 is at 940K, no prime yet

S117 is complete to n=250K; 3 primes were confirmed for n=100K-250K shown below; 3 k's remain; base released.

Primes:
1776*117^141799+1
2172*117^180355+1
1082*117^235482+1

S231 tested to n=100k (25-100k)

76 primes found, 95 remain

Results emailed - Base released

R228 tested to n=100k (25-100k)

79 primes found, 121 remain

Results emailed - Base released

Progress update
 

K4 S 155 945K
K4 S 212 665K

Reserving S111 up n=250K.

[QUOTE=MisterBitcoin;454135]Reserving S111 up n=250K.[/QUOTE]

Changing to nmax=125K. Even that should take some weeks. :)

k64 S212
 

k64 reached n=1M. No prime found, releasing base.

S232
 

S232 tested n=10K-25K

426 primes found - 807 remain

Results emailed - Base released

R222
 

I'm interested in reserving Riesel 222 from n=25k to n=30k. Will likely extend reservation after testing to n=30k.

Reserving R166 to n=100k (25-100k) for BOINC

Reserving S236 to n=250k (100-250k) for BOINC

Reserving R117 to n=250K.

Progress update
 

K4 S 155 960K
K4 S 212 675K

R201 and R297
 

R201 is in progress and currently at n=11722.

R297 is in progress and currently at n=29203. (headed to n=50k)

[QUOTE=wombatman;455790]R201 is in progress and currently at n=11722.

R297 is in progress and currently at n=29203. (headed to n=50k)[/QUOTE]

This does no good. I cannot do official status updates without the primes.

For R201, please provide the primes and k's remaining at n=10K. This reservation was over a year old.

For R297, please provide the primes when you reach n=30K.

My suggestion is to bite off a little less at once in the future.

I'm sending you the files for R201 now, and I'll stop it at n=15k.

RS243 Update
 

R243 Update: No primes found, testing at n = 116,000 and continuing.
S243 Update: Two primes found, testing at n = 110,000 and continuing.

Primes (note base-3 representation):
24450*3^537145+1
29806*3^542475+1

S111 reached n=125K, two primes found. I´m releasing these base for now.
Attached are results and a new sieve file with p=19T.

Primes:

[CODE]
11346*111^108147+1 is prime! (221200 decimal digits) Time : 117.007 sec.
14512*111^116406+1 is prime! (238093 decimal digits) Time : 117.885 sec.
[/CODE]

[QUOTE=MisterBitcoin;456099]S111 reached n=125K, two primes found. I´m releasing these base for now.
Attached are results and a new sieve file with p=19T.

Primes:

[CODE]
11346*111^108147+1 is prime! (221200 decimal digits) Time : 117.007 sec.
14512*111^116406+1 is prime! (238093 decimal digits) Time : 117.885 sec.
[/CODE][/QUOTE]

There was a mistake in the sieve file. Here is a updated version.

has any work been done on S226?

[QUOTE=firejuggler;456272]has any work been done on S226?[/QUOTE]

Some bases were not started, like S226. You can find them there: [URL]http://www.mersenneforum.org/showthread.php?t=12983[/URL]

If you want to start this base, ask Gary first. S226 has a 1,5M ck.
There some other nice bases like S646.
If you have questions about to start a new base/range feel free to PM me. :smile:

R106 tested to n=100k (25-100k)

480 primes found, 590 remain

Results emailed - Base released

S236 tested to n=250k (100-250k)

2 primes found, 3 remain

22*236^116792+1
2*236^161229+1

Results emailed - Base released

Reserving S182 to n=1M (500k-1M) for BOINC

R166 tested to n=100k (25-100k)

52 primes found, 91 remain

Results emailed - Base released

R117 is complete to n=250K; no primes were found for n=100K-250K; 8 k's still remain; base released.

Reserving R232 from n=10-25K.
I started working on it 2 days ago, atm 62 k´s solved. Progress seems fine, should be done in 2-3 months.

I´ve done some testings on k=68 S212. Well, I couldn´t stop the process due to very bad network access.
It´s now tested up to n=351K without a prime, reserving this k up to=500K, I´ll take k=6 to the same amount when I´ve got free resources.
(If someone else is interested feel free to take it. :smile:)

k=68 has, like k=64, an very low nash.

Some changes on S212.
I´m releasing S212 k=68, the results are attached.

Pepi is overtaking the reservation up to n=500K. He asked me via PM, he was going to run dry.

Confirming , I am taking K68 S212 up to 500K :smile: ( it will be done in next few days)

[QUOTE=masser;456079]R243 Update: No primes found, testing at n = 116,000 and continuing.
S243 Update: Two primes found, testing at n = 110,000 and continuing.

Primes (note base-3 representation):
24450*3^537145+1
29806*3^542475+1[/QUOTE]

R243 Update: 3 primes found, testing at n = 129,000 and continuing.
S243 Update: 2 primes found, testing at n = 120,000 and continuing.

Primes (note base-3 representation):
R243:
6772*3^601695-1
11192*3^638990-1
1418*3^642910-1
S243:
26766*3^600155+1
17452*3^600845+1

[QUOTE=pepi37;459513]Confirming , I am taking K68 S212 up to 500K :smile: ( it will be done in next few days)[/QUOTE]

K68 S212 up to 500K is done.
K68 S212 released
Results sent via e-mail to Gary

Reserving R159 to n=350K.

R159 is complete to n=350K; no primes were found for n=250K-350K; 1 k still remains; base released.

Reserving S218 to n=500k (200-500k) for BOINC

Reserving S214 from n=200K-250K.

R112 is complete to 330k. Continuing to 400k or a prime.

Reserving R182 to n=350K.

Can someone check the S218 sievefile? With time testing Iam getting for the last entry this one here:

53*218^499996+1 has a small factor : 3 !!

[QUOTE=rebirther;461380]Can someone check the S218 sievefile? With time testing Iam getting for the last entry this one here:

53*218^499996+1 has a small factor : 3 !![/QUOTE]


k53 is not in the conjecture and not in the sieve file.

Only k´s 2 and 17 are remaining. :smile:

[QUOTE=sweety439;461387]The remain k's for S218 are 2 and 17, not 53!!!!!!

What did you say??????

53 and 59 are the remain k's for [B][I]R218[/I][/B]...........[/QUOTE]


Right. Looks like somethink went wrong while sieving.

Sigh, please stop working on SR 218 immediately!


@reb I don´t know what happend there. I´m sure that my input file for srsieve (for init-sieving) was correct. I´ll see if the same is happening on S/R 30, if so there might be a bug in srfile.

[QUOTE=MisterBitcoin;461391]Right. Looks like somethink went wrong while sieving.

Sigh, please stop working on SR 218 immediately!


@Gary Booth sieve file have a wrong header. I don´t know how that happens, pls exchange P->M and M->P in the header. (Same with 257 and 258)



@reb I don´t know what happend there. I´m sure that my input file for srsieve (for init-sieving) was correct. I´ll see if the same is happening on S/R 30, if so there might be a bug in srfile.[/QUOTE]

No, I think all is correct. I maybe grabbed the wrong sievefile.

[QUOTE=rebirther;461392]No, I think all is correct. I maybe grabbed the wrong sievefile.[/QUOTE]


Nope, sieving was incorrect.

The riesel sieve file is testing Sierp-Numbers. (and other wise).


The same happend on SR30 aswell.

Unreserving S218 now until the sievefile is correct.

Reserving R214 to n=1M (500k-1M) for BOINC