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Old 2016-10-05, 20:13   #485
rebirther
 
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R147 tested to n=100k (50-100k)

47 primes found, 166 remain

Results emailed - Base released
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Old 2016-10-08, 13:44   #486
TheCount
 
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Default R226

Reserving R226 to n=25k (10-25k), from the recommended list
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Old 2016-10-09, 05:40   #487
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Quote:
Originally Posted by TheCount View Post
Reserving R226 to n=25k (10-25k), from the recommended list
I had started on this one a few days ago but failed to reserve it. Sorry. Could you choose something else?

Last fiddled with by gd_barnes on 2016-10-09 at 05:43
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Old 2016-10-09, 07:46   #488
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Quote:
Originally Posted by gd_barnes View Post
I had started on this one a few days ago but failed to reserve it. Sorry. Could you choose something else?
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.
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Old 2016-10-17, 17:39   #489
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S106 tested to n=100k (25-100k)

137 primes found, 184 remain

Results emailed - Base released
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Old 2016-10-24, 21:06   #490
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After milion nines:)

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S 155 at 885K - continuing....
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Old 2016-11-01, 22:29   #491
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After milion nines:)

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K 64 S 212

tested up to N= 850438


Releasing only this sequence, ( results, and sieve file up to 1M) sent to gd_barnes
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Old 2016-11-13, 11:11   #492
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After milion nines:)

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K4 S155 - 900K
K4 S212 - 610K
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Old 2016-11-14, 05:57   #493
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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
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Old 2016-11-15, 08:09   #494
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Default S118

S118 tested to n=700K - nothing found - continuing to 1M
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Old 2016-11-27, 17:53   #495
rebirther
 
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Reserving S225 to n=100k (25-100k) for BOINC
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