reserving 1310150985

8331405 tested up to 1.7M and continuing

k = 4191 tested up to 50000.

Working on up to 100000 now.

29 primes found so far.

I reported to [B]kar_bon[/B] already.

reserving k = 11235813
 

Disregard that previous post, I did not see that k = 4191 was being worked on.

I now am solving Riesel primes with k = 11235813.

So far I have found 30:

2,23,26,28,80,83,98,127,152,182,
347,388,392,400,416,542,830,839,1292,1436,
2572,4280,9724,13843,15992,17084,34076,44483,45692,52036.


The largest number is:


(11235813 * (2^52036)) - 1 =



2801940272766737154639948929026511054003024516612799660
1216299242979042962235051477521474844041059710452756351
7390729551638114159418228271846068190750962597076896256
1398371164967920509488662762593916341891162534940800942
3744937134106499649375740802252980813689557888024943950
1253820789773220892409379270600026505964071514303459653
1586225290053829886413610508428913190101932379542819530
5826290132794403803733777056167049776750282440639541230
2403438009450026907643943033291777979988314100503606167
0069565283787832444538038510766448640071805124732912189
0976099258472267418489423333057078108458824043285531633
3748589775663627407077026862533378258017559551503145197
9085472586940262611994633395148001771479048737908396690
1744177208377481925035317703120450862856791239837524931
5150869920252691061659759860727447083377787497721414337
8281790949014702226570071582471433219664179960251655349
3698073040283995206573090553980096623304858930525647383

...


8679053305642679869211074066971707145004660876931179669
8766024730721657615614715364133617006319942454432884048
5279316246444155588348999726222847537329574752488084487
7092597942532153799038194344316851499850099980712558960
7977406501519999241895667421760993696381330112135044945
2889320803488916094164943801340752001646169710984373376
0250289074027011542951215721500132902628446938869233806
3365872298743797828656048567378721134841569116695352502
2314614431813139812258984680430650271360179597525545673
7483728173218245012307245902348341826051192919514315987
7512711923794934456914922979634431490623866967221945775
4984853824962986206257450345981331771192104300074870761
1175851978068604378303125573880000368226991177470686581
2631474839621403365315390664644233717370622060164201496
5135358766261035220408037547583559945487277226414307455
5538276853081252529855916927481283113615429499508358956
5629001235992012819796090570179633573255492965268696578
1506955672196728424054208213655309439172661234106367

k=8331405 complete up to 2M

Additional exponents for k = 11235813:

n = 85864, 97640, 113716, 161927.

And a special 'thank you' to the Micro$oft Corporation for sending me over 500 MB of "updates" last night around 3 AM, then rebooting my machine.

No further sieved than ~230K I think.

Regarding Win updates you can change your settings using the Control panel to disallow automatic reboots. Just look for the "Windows updates" icon.

[QUOTE=Kosmaj;267237]Regarding Win updates you can change your settings using the Control panel to disallow automatic reboots. Just look for the "Windows updates" icon.[/QUOTE]

Yeah, wish I knew that earlier.

Now it's called "wireless router gets turned off at night"!

Ha, let's see them access my system now!

reserving:

k = 1123581321
k = 11235813213455
k = 1123581321345589
k = 1123581321345589144233
k = 1123581321345589144233377
k = 1123581321345589144233377610987

Riesel primes with k = 1123581321 are prime with n =

33, 42, 117, 157, 177, 373, 870, 2077, 2977, 6874,
7065, 10663, 11410, 16705, 17973, 35698, 52353, 64050, 64702, 64857

I will complete this search through 100K very soon.

k = 11235813; checked up to 250K
k = 1123581321; checked up to 100K.

No primes other than what has been reported.

Running 11235813 from 250K to 375K now.

I tried running the NewPGen output for k = 11235813213455 into LLR, but apparently LLR can't parse the header NewPGen created:

[CODE]
ABC 5*389*5776767719*2^$b-1 //NewPGen:3598503246:M:0:2:322
[/CODE]

5*389*5776767719 = 11235813213455, and NewPGen required entering it into the app in that format.

Does this header need to be tweaked in any way to have it read by LLR?

Any ideas what might be wrong?