Sierp base 3 reservations/statuses/primes - Page 27

rogue · 2011-06-13, 01:41

Quote:

Originally Posted by MyDogBuster

Sierp Base 3 Range 990M-1G
Conjectured k = 125,050,976,086
Covering Set = 5, 7, 13, 17, 19, 37, 41, 193, 757]

Trivial Factors k == 1 mod 2(2)

Found Primes: 3,574,618k's - File emailed

Remaining: 53k's - File emailed - Tested to n=25K

MOB Eliminations: 1,425,329k's - File emailed

Range Released

BREAK TIME. Whew

What??? You only have another 124G to go.

MyDogBuster · 2011-06-13, 03:49

Quote:

What??? You only have another 124G to go.

I should have it done by Monday. I don't know which century, but on a Monday . LOL

Batalov · 2011-08-31, 03:21

Three small primes, nothing more (it was a test of speed):
910063288*3^25896+1
910302854*3^27047+1
929556058*3^27771+1

grueny · 2012-07-30, 17:20

reserving
k<300e6 to n=150e3
k=300e6-500e6 to n=100e3
k=500e6-1e9 to n=50e3

gd_barnes · 2012-08-05, 01:11

Quote:

Originally Posted by grueny

reserving
k<300e6 to n=150e3
k=300e6-500e6 to n=100e3
k=500e6-1e9 to n=50e3

That will keep you busy for a very long time.

grueny · 2012-10-24, 08:04

k<300e6 at n = 120e3
70 primes

k = 300e6 - 500e6 complete to n=100e3
216 primes
continuing to n = 150e3

k = 500e6 - 1e9 complete to n = 50e3
1232 primes
continuing to n = 100e3 (currently at n = 58e3)

results here: http://primes.ctrl-x-c.de/

grueny · 2012-12-19, 14:40

k = 500e6 - 1e9 complete to n = 100e3
689 primes
continuing to n = 150e3

results here: http://primes.ctrl-x-c.de/

Lennart · 2012-12-19, 18:50

Reserving 1G-3G to n 10k

Lennart

gd_barnes · 2012-12-20, 00:05

Quote:

Originally Posted by Lennart

Reserving 1G-3G to n 10k

Lennart

Oh man. I'm not going to enjoy this. Base 3 page updates for huge k-ranges are the bane of my existence.

Lennart · 2012-12-20, 00:35

Quote:

Originally Posted by gd_barnes

Oh man. I'm not going to enjoy this. Base 3 page updates for huge k-ranges are the bane of my existence.

Hehe This will take some time

gd_barnes · 2012-12-20, 02:04

What would be really cool is if we could get all of Riesel base 3 searched to n=25K. That would be k=~2G-63G! I estimate that there will be ~300,000 k's remaining, which is about the same number as R63 at n=10K.

Base 3 will ultimately be far easier to prove than many bases with far smaller conjectures.

2012-10-24, 08:04	#292
grueny Jul 2010 Germany 101 Posts	s3 k<300e6 at n = 120e3 70 primes k = 300e6 - 500e6 complete to n=100e3 216 primes continuing to n = 150e3 k = 500e6 - 1e9 complete to n = 50e3 1232 primes continuing to n = 100e3 (currently at n = 58e3) results here: http://primes.ctrl-x-c.de/

2012-12-19, 14:40	#293
grueny Jul 2010 Germany 101₁₀ Posts	s3 k = 500e6 - 1e9 complete to n = 100e3 689 primes continuing to n = 150e3 results here: http://primes.ctrl-x-c.de/

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2011-08-31, 03:21	#289
Batalov "Serge" Mar 2008 Phi(4,2^7658614+1)/2 2⁴×593 Posts	Three small primes, nothing more (it was a test of speed): 9100632883^25896+1 9103028543^27047+1 929556058*3^27771+1

2012-07-30, 17:20	#290
grueny Jul 2010 Germany 101₁₀ Posts	reserving k<300e6 to n=150e3 k=300e6-500e6 to n=100e3 k=500e6-1e9 to n=50e3

2012-12-19, 18:50	#294
Lennart "Lennart" Jun 2007 2⁵×5×7 Posts	Reserving 1G-3G to n 10k Lennart

2012-12-20, 02:04	#297
gd_barnes May 2007 Kansas; USA 101·103 Posts	What would be really cool is if we could get all of Riesel base 3 searched to n=25K. That would be k=~2G-63G! I estimate that there will be ~300,000 k's remaining, which is about the same number as R63 at n=10K. Base 3 will ultimately be far easier to prove than many bases with far smaller conjectures.