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Old 2018-02-24, 10:25   #1794
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S313 tested to n=100k (25-100k)

150 primes found, 234 remain

Results emailed - Base released
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Old 2018-02-25, 13:25   #1795
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S366 tested to n=100k (25-100k)

216 primes found, 357 remain

Results emailed - Base released
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Old 2018-02-25, 16:02   #1796
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R316 tested to n=100k (25-100k)

192 primes found, 175 remain

Results emailed - Base released
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Old 2018-02-25, 19:46   #1797
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R495 tested to n=100k (25-100k)

78 primes found, 112 remain

Results emailed - Base released
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Old 2018-02-25, 19:51   #1798
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Reserving S465 to n=100k (25-100k) for BOINC
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Old 2018-02-25, 22:02   #1799
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After milion nines:)

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Default S500

S 500 - 260k

Last fiddled with by gd_barnes on 2018-02-27 at 18:53 Reason: title S50 -> S500
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Old 2018-02-27, 18:38   #1800
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R431 tested to n=100k (25-100k)

100 primes found, 228 remain

Results emailed - Base released
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Old 2018-02-28, 16:35   #1801
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Quote:
Originally Posted by Rincewind View Post
Tested 41*264^n+1 up to n=250k extending to 300k
Tested up to n=300k extending to 400k
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Old 2018-02-28, 19:53   #1802
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Ian has completed R381 to n=25K; 176 primes were found for n=10K-25K shown below; 323 k's remain; base released.

Code:
52318*381^10025-1
116698*381^10053-1
160422*381^10124-1
64450*381^10163-1
162952*381^10204-1
153488*381^10316-1
88760*381^10338-1
69410*381^10428-1
33590*381^10481-1
80274*381^10494-1
36078*381^10497-1
12130*381^10504-1
121538*381^10557-1
37972*381^10578-1
163578*381^10595-1
24974*381^10679-1
69232*381^10693-1
36758*381^10745-1
23844*381^10830-1
122438*381^10837-1
36058*381^10935-1
63930*381^10948-1
95048*381^10994-1
40382*381^11054-1
152772*381^11089-1
125072*381^11095-1
67590*381^11120-1
3728*381^11141-1
109178*381^11179-1
141860*381^11187-1
141132*381^11350-1
161108*381^11371-1
70594*381^11376-1
31372*381^11396-1
11134*381^11589-1
52344*381^11614-1
94104*381^11676-1
57488*381^11679-1
81832*381^11717-1
109358*381^11724-1
59784*381^11739-1
40500*381^11769-1
101364*381^11813-1
47944*381^11981-1
76038*381^12157-1
154720*381^12217-1
37244*381^12240-1
24504*381^12306-1
136834*381^12389-1
99510*381^12398-1
28898*381^12415-1
65744*381^12428-1
71362*381^12471-1
8472*381^12503-1
74740*381^12527-1
160122*381^12575-1
33260*381^12726-1
91630*381^12781-1
109828*381^12792-1
122974*381^12842-1
50748*381^12882-1
116278*381^12899-1
116780*381^12941-1
111948*381^13009-1
138410*381^13039-1
109034*381^13100-1
133110*381^13107-1
103892*381^13119-1
126878*381^13128-1
168502*381^13157-1
108024*381^13281-1
75794*381^13462-1
59188*381^13482-1
110450*381^13494-1
24008*381^13568-1
64978*381^13647-1
12264*381^13689-1
42940*381^13791-1
4902*381^13802-1
119662*381^13845-1
109030*381^13846-1
86634*381^13887-1
20270*381^13898-1
86904*381^13942-1
47200*381^14016-1
59890*381^14070-1
94302*381^14139-1
147970*381^14229-1
18840*381^14355-1
74070*381^14556-1
20870*381^14650-1
80330*381^14813-1
91398*381^14891-1
63424*381^14903-1
102400*381^14959-1
153004*381^14974-1
124620*381^15298-1
104002*381^15336-1
89042*381^15342-1
117848*381^15351-1
46132*381^15353-1
148212*381^15388-1
19990*381^15393-1
91218*381^15514-1
83892*381^15535-1
89914*381^15541-1
114128*381^15580-1
86522*381^15582-1
66954*381^15630-1
53012*381^15737-1
150412*381^15799-1
402*381^15894-1
154978*381^15999-1
98894*381^16038-1
156454*381^16086-1
72328*381^16140-1
133508*381^16368-1
152270*381^16456-1
155094*381^16677-1
137502*381^16705-1
40580*381^16802-1
82352*381^16834-1
100798*381^16884-1
36890*381^17002-1
4030*381^17010-1
145734*381^17091-1
151698*381^17150-1
73042*381^17433-1
148958*381^17458-1
162518*381^17520-1
126328*381^17556-1
58254*381^17584-1
160100*381^17715-1
75862*381^17882-1
54120*381^18097-1
50614*381^18222-1
112410*381^18241-1
54660*381^18408-1
152364*381^18440-1
93244*381^18492-1
102730*381^18542-1
166812*381^18579-1
168118*381^18726-1
120322*381^18953-1
149738*381^19178-1
54844*381^19319-1
57092*381^19435-1
150568*381^19563-1
47622*381^19877-1
82960*381^19897-1
116694*381^19930-1
94904*381^20006-1
136914*381^20259-1
127620*381^20308-1
41018*381^20591-1
108900*381^20683-1
105904*381^20757-1
23700*381^20759-1
144430*381^20886-1
96100*381^20965-1
163502*381^21073-1
47480*381^21121-1
92130*381^21166-1
134780*381^21480-1
131062*381^22127-1
122184*381^22313-1
65894*381^22392-1
66348*381^22493-1
86844*381^22844-1
104094*381^23538-1
142438*381^23568-1
137950*381^23819-1
165260*381^24420-1
90098*381^24439-1
96142*381^24484-1
65738*381^24964-1
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Old 2018-03-03, 09:45   #1803
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Reserving R411 to n=100k (25-100k) for BOINC
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Old 2018-03-04, 13:08   #1804
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S497 reached N=400K, no prime found.
Releasing this base.
Attached Files
File Type: txt s497.txt (331.0 KB, 48 views)
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