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Message boards : Generalized Fermat Prime Search : GFN prime discoveries II

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Michael Goetz
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Message 124085 - Posted: 1 Jan 2019 | 12:15:47 UTC

It's a new year, and time for a new thread!

We've found three n=15 (32768) primes!

On 1 Jan 2019 1:18:44, the 263,649 digit prime 111154606^32768+1 was found by k4m1k4z3 using the OCL2 (combined) app.

The double checker of this task was Soulfly on 1 Jan 2019 1:40:06 using the OCL2 (combined) app.

On 1 Jan 2019 2:14:41, the 263,650 digit prime 111157632^32768+1 was found by MAGPIE using the OCL2 (combined) app.

The double checker of this task was puh32 on 1 Jan 2019 3:11:46 using the OCL2 (combined) app.

On 1 Jan 2019 2:17:14, the 263,650 digit prime 111157738^32768+1 was found by puh32 using the OCL2 (combined) app.

The double checker of this task was Rick Reynolds on 1 Jan 2019 2:39:46 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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[AF>Le_Pommier] Aillas
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Message 124094 - Posted: 1 Jan 2019 | 14:23:43 UTC - in response to Message 124085.

Maybe just rename the threads as GFN prime discoveries 2018 & 2019.

Happy new year to everyone and have all a lucky hunting.
____________
Badge Score: 1*2 + 10*5 + 4*6 + 2*7 + 2*8 + 1*9 = 115

Robish
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Message 124097 - Posted: 1 Jan 2019 | 15:11:43 UTC

There's one delayed prime from 2018 that I can't report yet. It will be reported in the 2019 thread.

Is it big? :)

or just awaiting DC?

or both? :)
____________
My lucky numbers 10590941048576+1 and 181457032297751865536+1

JimB
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Message 124101 - Posted: 1 Jan 2019 | 15:50:57 UTC - in response to Message 124097.

Waiting for finders to provide their names or in one case trying to make sure a very similar name already on T5K is or isn't that person.

Robish
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Message 124103 - Posted: 1 Jan 2019 | 16:45:38 UTC - in response to Message 124101.

Waiting for finders to provide their names or in one case trying to make sure a very similar name already on T5K is or isn't that person.

Ahhh ok, thx Jim.
____________
My lucky numbers 10590941048576+1 and 181457032297751865536+1

[CSF] Thomas H.V. Dupont

Joined: 22 Jan 16
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Message 124104 - Posted: 1 Jan 2019 | 16:58:44 UTC

Time for a new thread but time for thanks also :)
Thanks Michael for this awesome job of GFN announcements!
____________
Founder of CRUNCHERS SANS FRONTIERES
www.crunchersansfrontieres.org
CSF lucky number 22872882^65536+1

Michael Goetz
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Message 124122 - Posted: 2 Jan 2019 | 12:14:20 UTC

We've found another n=15 (32768) prime!

On 1 Jan 2019 18:03:14, the 263,659 digit prime 111228130^32768+1 was found by matzetoni using the OCL2 (combined) app.

The double checker of this task was Johny on 1 Jan 2019 18:49:52 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 124187 - Posted: 3 Jan 2019 | 13:37:57 UTC

We've found another n=17-Mega (131072) prime!

On 3 Jan 2019 4:37:00, the 1,014,822 digit prime 55268442^131072+1 was found by Wingless Wonder using the OCL2 (combined) app.

The double checker of this task was Ken_g6 on 3 Jan 2019 6:12:16 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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Eudy Silva

Joined: 26 Aug 17
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Message 124191 - Posted: 3 Jan 2019 | 14:17:50 UTC - in response to Message 124187.

Congrats to the finder and the DC.
Is this the first mega prime in 2019 ?
____________
"Accidit in puncto, quod non contingit in anno."
Something that does not occur in a year may, perchance, happen in a moment.

Michael Goetz
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Message 124193 - Posted: 3 Jan 2019 | 14:51:07 UTC - in response to Message 124191.

Congrats to the finder and the DC.
Is this the first mega prime in 2019 ?

First and only!

(so far)
____________
My lucky number is 75898524288+1
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JeppeSN

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Message 124195 - Posted: 3 Jan 2019 | 15:08:07 UTC - in response to Message 124191.

Is this the first mega prime in 2019 ?

[joke]The only primes in 2019 are 3 and 673, and neither is a megaprime.[/joke] /JeppeSN

Michael Goetz
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Message 124292 - Posted: 4 Jan 2019 | 14:44:42 UTC

We've found three n=15 (32768) primes!

On 3 Jan 2019 22:29:06, the 263,688 digit prime 111455630^32768+1 was found by Dr.Klahn using the OCL2 (combined) app.

The double checker of this task was matzetoni on 3 Jan 2019 23:32:00 using the OCL2 (combined) app.

On 3 Jan 2019 23:10:54, the 263,688 digit prime 111460014^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was LCB001 on 4 Jan 2019 2:31:11 using the OCL2 (combined) app.

On 4 Jan 2019 12:31:25, the 263,696 digit prime 111522566^32768+1 was found by Dataman using the OCL2 (combined) app.

The double checker of this task was MAGPIE on 4 Jan 2019 12:57:20 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
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Message 124351 - Posted: 5 Jan 2019 | 17:00:22 UTC

We've found another n=15 (32768) prime!

On 5 Jan 2019 2:31:43, the 263,704 digit prime 111581946^32768+1 was found by Adrian Schori using the OCL2 (combined) app.

The double checker of this task was Henriksson on 5 Jan 2019 4:14:24 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
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Message 124428 - Posted: 7 Jan 2019 | 12:31:32 UTC

We've found an n=17-Low (131072) prime and an n=15 (32768 prime!

On 6 Jan 2019 17:31:03, the 935,062 digit prime 13613070^131072+1 was found by tng* using the OCL2 (combined) app.

The double checker of this task was Dataman on 6 Jan 2019 19:06:16 using the OCL2 (combined) app.

On 7 Jan 2019 5:04:35, the 263,726 digit prime 111757816^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was bparsonnet on 7 Jan 2019 7:02:47 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
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Message 124575 - Posted: 9 Jan 2019 | 11:57:50 UTC

We've found another n=16 (65536) prime!

On 8 Jan 2019 12:43:34, the 502,480 digit prime 46475746^65536+1 was found by FishFry using the OCL2 (combined) app.

The double checker of this task was mexxus on 8 Jan 2019 15:02:12 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
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Message 124665 - Posted: 10 Jan 2019 | 15:40:20 UTC

Here is the 2018 prime with the delayed reporting. This closes the books on 2018:

We've found another n=16 (65536) prime!

On 22 Dec 2018 1:10:12, the 502,018 digit prime 45727976^65536+1 was found by LmeSzinc using the OCL2 (combined) app.

The double checker of this task was bparsonnet on 22 Dec 2018 9:08:32 using the OCL2 (combined) app.

Congratulations!

And three more for 2019:

We've found an n=16 (65536) prime and two n=15 (32768) primes!

On 9 Jan 2019 12:06:24, the 263,752 digit prime 111955452^32768+1 was found by theAy using the OCL2 (combined) app.

The double checker of this task was Soulfly on 9 Jan 2019 12:27:50 using the OCL2 (combined) app.

On 9 Jan 2019 13:01:19, the 263,752 digit prime 111957916^32768+1 was found by k4m1k4z3 using the OCL2 (combined) app.

The double checker of this task was Theory on 9 Jan 2019 18:44:38 using the OCL2 (combined) app.

On 9 Jan 2019 20:04:16, the 502,519 digit prime 46539762^65536+1 was found by FishFry using the OCL2 (combined) app.

The double checker of this task was CelticNinja on 10 Jan 2019 0:32:41 using the CPU app.

Congratulations!

____________
My lucky number is 75898524288+1
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JeppeSN

Joined: 5 Apr 14
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Message 124671 - Posted: 10 Jan 2019 | 16:46:31 UTC - in response to Message 124665.

Here is the 2018 prime with the delayed reporting. This closes the books on 2018:

We've found another n=16 (65536) prime!

On 22 Dec 2018 1:10:12, the 502,018 digit prime 45727976^65536+1 was found by LmeSzinc using the OCL2 (combined) app.

The double checker of this task was bparsonnet on 22 Dec 2018 9:08:32 using the OCL2 (combined) app.

Congratulations!

Lucky double checker there. /JeppeSN

Michael Goetz
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Posts: 13211
ID: 53948
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Message 124690 - Posted: 11 Jan 2019 | 12:34:54 UTC

We've found an n=16 (65536) prime and an n=15 (32768) prime!

On 10 Jan 2019 15:29:32, the 263,763 digit prime 112041878^32768+1 was found by Rafael using the OCL2 (combined) app.

The double checker of this task was æ™¯ç•Œ Uncle Jing on 10 Jan 2019 17:31:47 using the OCL2 (combined) app.

On 10 Jan 2019 18:48:18, the 502,548 digit prime 46587924^65536+1 was found by Patrick Schmeer using the OCL2 (combined) app.

The double checker of this task was Suzaku Medli on 10 Jan 2019 19:20:24 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
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Message 124774 - Posted: 13 Jan 2019 | 11:21:56 UTC

We've found two n=15 (32768) primes!

On 12 Jan 2019 17:58:12, the 263,781 digit prime 112189290^32768+1 was found by Ed Snell using the OCL2 (combined) app.

The double checker of this task was TeardropOnFire on 12 Jan 2019 20:21:30 using the OCL2 (combined) app.

On 13 Jan 2019 2:12:07, the 263,783 digit prime 112205972^32768+1 was found by Henriksson using the OCL2 (combined) app.

The double checker of this task was Fire\$torm [BlackOps] on 13 Jan 2019 6:31:36 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 124819 - Posted: 14 Jan 2019 | 12:53:20 UTC

We've found another n=15 (32768) prime!

On 13 Jan 2019 11:44:49, the 263,788 digit prime 112239238^32768+1 was found by Henriksson using the OCL2 (combined) app.

The double checker of this task was Soulfly on 13 Jan 2019 11:49:00 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 124872 - Posted: 15 Jan 2019 | 15:18:11 UTC

We've found an n=17-Mega (131072) prime and an n=15 (32768) prime!

On 14 Jan 2019 9:30:17, the 1,015,142 digit prime 55579418^131072+1 was found by bcavnaugh using the OCL2 (combined) app.

The double checker of this task was 288larsson on 14 Jan 2019 9:34:28 using the OCL2 (combined) app.

On 15 Jan 2019 9:30:11, the 263,814 digit prime 112448974^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 15 Jan 2019 10:22:33 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 124896 - Posted: 16 Jan 2019 | 11:19:02 UTC

We've found three n=15 (32768) primes!

On 15 Jan 2019 14:02:23, the 263,818 digit prime 112475504^32768+1 was found by Soulfly using the OCL2 (combined) app.

The double checker of this task was Henriksson on 15 Jan 2019 15:26:54 using the OCL2 (combined) app.

On 15 Jan 2019 14:34:28, the 263,818 digit prime 112478472^32768+1 was found by Soulfly using the OCL2 (combined) app.

The double checker of this task was Henriksson on 15 Jan 2019 16:16:39 using the OCL2 (combined) app.

On 15 Jan 2019 17:28:03, the 263,820 digit prime 112492494^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was conf [MM] on 15 Jan 2019 20:08:21 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 124938 - Posted: 17 Jan 2019 | 12:02:14 UTC

We've found an n=17-Mega (131072) prime and an n=15 (32768) prime!

On 16 Jan 2019 11:26:42, the 1,015,210 digit prime 55645700^131072+1 was found by bcavnaugh using the OCL2 (combined) app.

The double checker of this task was Hans-JÃ¼rgen Bergelt on 17 Jan 2019 5:58:04 using the OCL2 (combined) app.

On 17 Jan 2019 10:10:36, the 263,844 digit prime 112681410^32768+1 was found by Renix1943 using the OCL2 (combined) app.

The double checker of this task was SEARCHER on 17 Jan 2019 11:44:14 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125027 - Posted: 19 Jan 2019 | 12:12:46 UTC

We've found three n=15 (32768) primes!

On 18 Jan 2019 19:34:49, the 263,866 digit prime 112858572^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 18 Jan 2019 20:40:03 using the OCL2 (combined) app.

On 18 Jan 2019 19:41:24, the 263,866 digit prime 112862222^32768+1 was found by Renix1943 using the OCL2 (combined) app.

The double checker of this task was MAGPIE on 18 Jan 2019 19:54:24 using the OCL2 (combined) app.

On 19 Jan 2019 9:35:57, the 263,876 digit prime 112939304^32768+1 was found by SEARCHER using the OCL2 (combined) app.

The double checker of this task was Rick Reynolds on 19 Jan 2019 10:12:30 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125083 - Posted: 20 Jan 2019 | 15:14:34 UTC

We've found two n=15 (32768) primes!

On 19 Jan 2019 21:14:46, the 263,885 digit prime 113012558^32768+1 was found by Soulfly using the OCL2 (combined) app.

The double checker of this task was Rick Reynolds on 19 Jan 2019 21:36:05 using the OCL2 (combined) app.

On 20 Jan 2019 2:04:28, the 263,889 digit prime 113038368^32768+1 was found by Rick Reynolds using the OCL2 (combined) app.

The double checker of this task was JR4CBO on 20 Jan 2019 2:06:47 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125162 - Posted: 21 Jan 2019 | 14:51:52 UTC

We've found an n=16 (65536) prime and three n=15 (32768) primes!

On 20 Jan 2019 13:34:02, the 502,850 digit prime 47083532^65536+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was mikey on 20 Jan 2019 23:48:14 using the OCL2 (combined) app.

On 20 Jan 2019 16:38:30, the 263,901 digit prime 113133656^32768+1 was found by MAGPIE using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 20 Jan 2019 17:49:12 using the OCL2 (combined) app.

On 20 Jan 2019 19:17:19, the 263,903 digit prime 113152938^32768+1 was found by Kyle using the OCL2 (combined) app.

The double checker of this task was Fire\$torm [BlackOps] on 21 Jan 2019 1:10:49 using the OCL2 (combined) app.

On 21 Jan 2019 12:23:31, the 263,920 digit prime 113286988^32768+1 was found by Renix1943 using the OCL2 (combined) app.

The double checker of this task was SEARCHER on 21 Jan 2019 12:29:48 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125238 - Posted: 22 Jan 2019 | 13:12:08 UTC

We've found an n=16 (65536) prime and three n=15 (32768) primes!

On 21 Jan 2019 12:49:09, the 502,875 digit prime 47124682^65536+1 was found by teppot using the OCL2 (combined) app.

The double checker of this task was Jpeg on 21 Jan 2019 14:02:06 using the OCL2 (combined) app.

On 21 Jan 2019 18:24:00, the 263,927 digit prime 113343692^32768+1 was found by Renix1943 using the OCL2 (combined) app.

The double checker of this task was Johny on 21 Jan 2019 18:39:04 using the OCL2 (combined) app.

On 22 Jan 2019 2:08:18, the 263,935 digit prime 113408570^32768+1 was found by SEARCHER using the OCL2 (combined) app.

The double checker of this task was Renix1943 on 22 Jan 2019 2:31:51 using the OCL2 (combined) app.

On 22 Jan 2019 3:41:03, the 263,937 digit prime 113421678^32768+1 was found by SEARCHER using the OCL2 (combined) app.

The double checker of this task was Renix1943 on 22 Jan 2019 3:46:20 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125364 - Posted: 24 Jan 2019 | 16:27:03 UTC

We've found three n=15 (32768) primes!

On 23 Jan 2019 18:33:35, the 263,975 digit prime 113724088^32768+1 was found by Rick Reynolds using the OCL2 (combined) app.

The double checker of this task was Spear on 23 Jan 2019 18:42:36 using the OCL2 (combined) app.

On 23 Jan 2019 20:41:30, the 263,976 digit prime 113737400^32768+1 was found by Shadak using the OCL2 (combined) app.

The double checker of this task was G. C. Greubel on 25 Jan 2019 7:17:23 using the OCL2 (combined) app.

On 24 Jan 2019 13:07:57, the 263,992 digit prime 113860144^32768+1 was found by Adrian Schori using the OCL2 (combined) app.

The double checker of this task was Finrond on 24 Jan 2019 13:43:35 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125395 - Posted: 25 Jan 2019 | 12:42:46 UTC

We've found two n=15 (32768) primes!

On 24 Jan 2019 17:34:35, the 263,996 digit prime 113895548^32768+1 was found by SEARCHER using the OCL2 (combined) app.

The double checker of this task was Niklas SchÃ¼ller on 25 Jan 2019 13:49:55 using the OCL2 (combined) app.

On 25 Jan 2019 1:32:54, the 264,002 digit prime 113943848^32768+1 was found by Henriksson using the OCL2 (combined) app.

The double checker of this task was Spear on 25 Jan 2019 1:56:37 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125447 - Posted: 26 Jan 2019 | 13:52:39 UTC

We've found an n=16 (65536) prime and an n=15 (32768) prime!

On 25 Jan 2019 17:16:51, the 264,017 digit prime 114064376^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was Soulfly on 25 Jan 2019 17:43:16 using the OCL2 (combined) app.

On 26 Jan 2019 6:09:43, the 503,021 digit prime 47368516^65536+1 was found by Howdy2u2 using the OCL2 (combined) app.

The double checker of this task was Patrick Schmeer on 26 Jan 2019 6:19:14 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125485 - Posted: 27 Jan 2019 | 13:00:55 UTC

We've found four n=15 (32768) primes!

On 26 Jan 2019 17:28:58, the 264,036 digit prime 114215062^32768+1 was found by SEARCHER using the OCL2 (combined) app.

The double checker of this task was Philipp Schulz on 26 Jan 2019 17:33:22 using the OCL2 (combined) app.

On 27 Jan 2019 1:38:18, the 264,042 digit prime 114264510^32768+1 was found by Rick Reynolds using the OCL2 (combined) app.

The double checker of this task was SEARCHER on 31 Jan 2019 13:57:50 using the OCL2 (combined) app.

On 27 Jan 2019 7:47:43, the 264,047 digit prime 114305010^32768+1 was found by boss using the OCL2 (combined) app.

The double checker of this task was Ed Snell on 27 Jan 2019 8:06:33 using the OCL2 (combined) app.

On 27 Jan 2019 11:28:12, the 264,051 digit prime 114334744^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was Jewfro on 27 Jan 2019 11:59:48 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125524 - Posted: 28 Jan 2019 | 13:08:25 UTC

We've found another n=17-Low (131072) prime!

On 27 Jan 2019 12:54:48, the 935,840 digit prime 13800346^131072+1 was found by [AF>Amis des Lapins] Phil1966 using the OCL2 (combined) app.

The double checker of this task was SkyHighWeFly on 27 Jan 2019 13:52:01 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125648 - Posted: 30 Jan 2019 | 12:54:50 UTC

We've found two n=15 (32768) primes!

On 29 Jan 2019 12:49:23, the 264,088 digit prime 114629320^32768+1 was found by SEARCHER using the OCL2 (combined) app.

The double checker of this task was IbaiP on 29 Jan 2019 13:22:11 using the OCL2 (combined) app.

On 30 Jan 2019 6:07:31, the 264,100 digit prime 114728542^32768+1 was found by Administrator using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 30 Jan 2019 7:41:25 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125764 - Posted: 31 Jan 2019 | 14:13:05 UTC

We've found another n=15 (32768) prime!

On 31 Jan 2019 10:29:28, the 264,118 digit prime 114875196^32768+1 was found by AT Hiker using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 31 Jan 2019 12:12:06 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 125920 - Posted: 1 Feb 2019 | 17:50:48 UTC

We've found six n=16 (65536) primes and two n=15 (32768) primes!

On 31 Jan 2019 11:51:08, the 503,298 digit prime 47831888^65536+1 was found by mackerel using the OCL2 (combined) app.

The double checker of this task was Spear on 31 Jan 2019 12:00:34 using the OCL2 (combined) app.

On 31 Jan 2019 15:34:22, the 503,312 digit prime 47854178^65536+1 was found by orvar* using the OCL2 (combined) app.

The double checker of this task was TeeVeeEss on 31 Jan 2019 16:13:12 using the OCL2 (combined) app.

On 31 Jan 2019 21:40:08, the 503,346 digit prime 47911922^65536+1 was found by Eric Nietering using the OCL2 (combined) app.

The double checker of this task was EG on 2 Feb 2019 3:07:56 using the OCL2 (combined) app.

On 1 Feb 2019 4:33:29, the 264,127 digit prime 114948618^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was Hanif on 1 Feb 2019 12:18:10 using the OCL2 (combined) app.

On 1 Feb 2019 5:45:02, the 503,420 digit prime 48036128^65536+1 was found by Daniel Furr using the OCL2 (combined) app.

The double checker of this task was [SG]KidDoesCrunch on 1 Feb 2019 5:47:05 using the OCL2 (combined) app.

On 1 Feb 2019 7:51:57, the 264,128 digit prime 114953634^32768+1 was found by RickyAwesome using the OCL2 (combined) app.

The double checker of this task was æ™¯ç•Œ Uncle Jing on 1 Feb 2019 8:23:33 using the OCL2 (combined) app.

On 1 Feb 2019 8:19:58, the 503,445 digit prime 48078610^65536+1 was found by Margus using the OCL2 (combined) app.

The double checker of this task was KarmannGaz on 1 Feb 2019 8:52:19 using the OCL2 (combined) app.

On 1 Feb 2019 13:48:30, the 503,499 digit prime 48169782^65536+1 was found by Daniel Furr using the OCL2 (combined) app.

The double checker of this task was k4m1k4z3 on 1 Feb 2019 13:52:50 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126016 - Posted: 2 Feb 2019 | 13:42:32 UTC

We've found two n=16 (65536) primes!

On 1 Feb 2019 16:18:16, the 503,523 digit prime 48210372^65536+1 was found by Keith using the OCL2 (combined) app.

The double checker of this task was Van Zimmerman on 1 Feb 2019 16:24:37 using the OCL2 (combined) app.

On 2 Feb 2019 4:42:11, the 503,649 digit prime 48424300^65536+1 was found by Freezing using the OCL2 (combined) app.

The double checker of this task was Howdy2u2 on 2 Feb 2019 4:42:23 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126108 - Posted: 3 Feb 2019 | 15:09:53 UTC

We've found an n=17-Mega (131072) prime and six n=16 (65536) primes!

On 1 Feb 2019 15:47:01, the 503,518 digit prime 48202934^65536+1 was found by pschoefer using the OCL2 (combined) app.

The double checker of this task was Timothy Mullican on 1 Feb 2019 22:20:38 using the OCL2 (combined) app.

On 2 Feb 2019 16:26:06, the 503,774 digit prime 48637118^65536+1 was found by Myrskylyhty using the OCL2 (combined) app.

The double checker of this task was bcavnaugh on 2 Feb 2019 16:26:09 using the OCL2 (combined) app.

On 2 Feb 2019 17:48:30, the 1,015,883 digit prime 56307420^131072+1 was found by recoil44 using the OCL2 (combined) app.

The double checker of this task was Margus on 2 Feb 2019 17:49:43 using the OCL2 (combined) app.

On 2 Feb 2019 18:57:43, the 503,800 digit prime 48683018^65536+1 was found by bcavnaugh using the OCL2 (combined) app.

The double checker of this task was Jewfro on 2 Feb 2019 18:58:35 using the OCL2 (combined) app.

On 2 Feb 2019 19:38:31, the 503,806 digit prime 48693126^65536+1 was found by Clifton Peele using the OCL2 (combined) app.

The double checker of this task was Chooka on 2 Feb 2019 19:42:43 using the OCL2 (combined) app.

On 3 Feb 2019 3:56:10, the 503,894 digit prime 48843798^65536+1 was found by Howdy2u2 using the OCL2 (combined) app.

The double checker of this task was Chooka on 3 Feb 2019 3:57:41 using the OCL2 (combined) app.

On 3 Feb 2019 10:14:52, the 503,967 digit prime 48967836^65536+1 was found by Van Zimmerman using the OCL2 (combined) app.

The double checker of this task was wareyore on 3 Feb 2019 14:24:05 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126184 - Posted: 4 Feb 2019 | 14:24:05 UTC

We've found an n=17-Mega (131072) prime, two n=16 (65536) primes, and an n=15 (32768) prime!

On 3 Feb 2019 12:31:14, the 503,990 digit prime 49008360^65536+1 was found by [BOINC@Poland]mimeq using the OCL2 (combined) app.

The double checker of this task was Grebuloner on 3 Feb 2019 12:44:17 using the OCL2 (combined) app.

On 4 Feb 2019 1:46:35, the 1,015,959 digit prime 56383242^131072+1 was found by Yeti using the OCL2 (combined) app.

The double checker of this task was [BOINC@Poland]mimeq on 4 Feb 2019 2:00:04 using the OCL2 (combined) app.

On 4 Feb 2019 3:31:28, the 264,144 digit prime 115084128^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was Dimondium on 4 Feb 2019 3:58:30 using the OCL2 (combined) app.

On 4 Feb 2019 11:12:14, the 504,236 digit prime 49433304^65536+1 was found by k4m1k4z3 using the OCL2 (combined) app.

The double checker of this task was ncoded.com on 4 Feb 2019 16:25:19 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126248 - Posted: 5 Feb 2019 | 12:43:49 UTC

We've found another n=16 (65536) prime!

On 4 Feb 2019 13:24:56, the 504,259 digit prime 49473608^65536+1 was found by Azmodes using the OCL2 (combined) app.

The double checker of this task was [AF>Libristes]IxPo on 5 Feb 2019 9:59:50 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126368 - Posted: 6 Feb 2019 | 13:10:08 UTC

We've found an n=17-Mega (131072) prime and four n=16 (65536) primes!

On 5 Feb 2019 13:12:06, the 1,016,036 digit prime 56459558^131072+1 was found by emoga using the OCL2 (combined) app.

The double checker of this task was mattozan on 5 Feb 2019 14:01:02 using the OCL2 (combined) app.

On 5 Feb 2019 19:26:25, the 504,546 digit prime 49975182^65536+1 was found by jpldcon4 using the OCL2 (combined) app.

The double checker of this task was branja on 5 Feb 2019 19:36:16 using the OCL2 (combined) app.

On 6 Feb 2019 4:15:31, the 504,631 digit prime 50124978^65536+1 was found by mackerel using the OCL2 (combined) app.

The double checker of this task was bparsonnet on 6 Feb 2019 12:11:08 using the OCL2 (combined) app.

On 6 Feb 2019 5:11:18, the 504,640 digit prime 50140536^65536+1 was found by DeleteNull using the OCL2 (combined) app.

The double checker of this task was TimT on 6 Feb 2019 5:15:28 using the OCL2 (combined) app.

On 6 Feb 2019 6:42:57, the 504,654 digit prime 50164202^65536+1 was found by SkyHighWeFly using the OCL2 (combined) app.

The double checker of this task was FishFry on 6 Feb 2019 6:44:36 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126435 - Posted: 7 Feb 2019 | 12:54:30 UTC

We've found an n=17-Mega (131072) prime, an n=17-Low (131072) prime, an n=16 (65536) prime, and an n=15 (32768) prime!

On 6 Feb 2019 12:01:43, the 936,739 digit prime 14020004^131072+1 was found by 288larsson using the OCL2 (combined) app.

The double checker of this task was Eric Nietering on 6 Feb 2019 12:32:24 using the OCL2 (combined) app.

On 7 Feb 2019 1:31:29, the 264,159 digit prime 115209218^32768+1 was found by Deedaz using the OCL2 (combined) app.

The double checker of this task was Yarismann on 7 Feb 2019 2:22:16 using the OCL2 (combined) app.

On 7 Feb 2019 5:38:13, the 1,016,162 digit prime 56584816^131072+1 was found by jpldcon4 using the OCL2 (combined) app.

The double checker of this task was Azmodes on 7 Feb 2019 5:53:10 using the OCL2 (combined) app.

On 7 Feb 2019 7:54:37, the 504,870 digit prime 50546746^65536+1 was found by Daniel Furr using the OCL2 (combined) app.

The double checker of this task was TimT on 7 Feb 2019 8:12:49 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126525 - Posted: 8 Feb 2019 | 12:51:08 UTC

We've found an n=16 (65536) prime and an n=15 (32768) prime!

On 7 Feb 2019 19:54:24, the 264,163 digit prime 115240536^32768+1 was found by Alex using the OCL2 (combined) app.

The double checker of this task was æ™¯ç•Œ Uncle Jing on 8 Feb 2019 9:15:38 using the OCL2 (combined) app.

On 7 Feb 2019 23:29:59, the 505,002 digit prime 50781728^65536+1 was found by 1998golfer using the OCL2 (combined) app.

The double checker of this task was Russ on 8 Feb 2019 4:43:20 using the CPU app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126565 - Posted: 9 Feb 2019 | 12:09:40 UTC

We've found anther n=16 (65536) prime and two n=15 (32768) primes!

On 8 Feb 2019 12:33:18, the 505,107 digit prime 50969866^65536+1 was found by bcavnaugh using the OCL2 (combined) app.

The double checker of this task was Josef Schlereth on 8 Feb 2019 12:40:11 using the OCL2 (combined) app.

On 8 Feb 2019 18:06:08, the 264,168 digit prime 115281896^32768+1 was found by Dimondium using the OCL2 (combined) app.

The double checker of this task was æ™¯ç•Œ Uncle Jing on 9 Feb 2019 5:21:05 using the OCL2 (combined) app.

On 9 Feb 2019 8:04:04, the 264,172 digit prime 115311892^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 9 Feb 2019 8:10:56 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126613 - Posted: 10 Feb 2019 | 12:47:52 UTC

We've found an n=17-Mega (131072) prime and six n=16 (65536) primes!

On 4 Feb 2019 6:57:05, the 504,190 digit prime 49353010^65536+1 was found by compalex using the OCL2 (combined) app.

The double checker of this task was bcavnaugh on 4 Feb 2019 6:59:02 using the OCL2 (combined) app.

On 8 Feb 2019 8:01:29, the 505,072 digit prime 50907674^65536+1 was found by compalex using the OCL2 (combined) app.

The double checker of this task was recursive on 8 Feb 2019 8:25:50 using the OCL2 (combined) app.

On 9 Feb 2019 0:45:55, the 1,016,314 digit prime 56735576^131072+1 was found by k4m1k4z3 using the OCL2 (combined) app.

The double checker of this task was 288larsson on 9 Feb 2019 0:54:21 using the OCL2 (combined) app.

On 9 Feb 2019 13:33:03, the 505,311 digit prime 51337006^65536+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was Lumiukko on 9 Feb 2019 13:42:28 using the OCL2 (combined) app.

On 9 Feb 2019 20:42:53, the 505,370 digit prime 51443210^65536+1 was found by Rick Reynolds using the OCL2 (combined) app.

The double checker of this task was RFGuy_KCCO on 9 Feb 2019 21:55:44 using the OCL2 (combined) app.

On 9 Feb 2019 21:24:27, the 505,377 digit prime 51455452^65536+1 was found by Soulfly using the OCL2 (combined) app.

The double checker of this task was RFGuy_KCCO on 10 Feb 2019 0:09:35 using the OCL2 (combined) app.

On 10 Feb 2019 0:45:49, the 505,405 digit prime 51506978^65536+1 was found by MAGPIE using the OCL2 (combined) app.

The double checker of this task was mikey on 10 Feb 2019 18:48:27 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126651 - Posted: 11 Feb 2019 | 10:15:20 UTC

We've found four n=16 (65536) primes and an n=15 (32768) prime!

On 10 Feb 2019 12:30:18, the 505,504 digit prime 51686702^65536+1 was found by Michael Goetz using the OCL2 (combined) app.

The double checker of this task was [SG]KidDoesCrunch on 10 Feb 2019 12:31:21 using the OCL2 (combined) app.

On 10 Feb 2019 13:58:25, the 505,516 digit prime 51708088^65536+1 was found by Howdy2u2 using the OCL2 (combined) app.

The double checker of this task was joe carnivore on 10 Feb 2019 14:09:26 using the OCL2 (combined) app.

On 11 Feb 2019 1:39:55, the 505,615 digit prime 51888044^65536+1 was found by k4m1k4z3 using the OCL2 (combined) app.

The double checker of this task was Rick Reynolds on 11 Feb 2019 1:45:24 using the OCL2 (combined) app.

On 11 Feb 2019 2:08:21, the 264,182 digit prime 115393790^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was æ™¯ç•Œ Uncle Jing on 11 Feb 2019 4:42:36 using the OCL2 (combined) app.

On 11 Feb 2019 5:40:36, the 505,646 digit prime 51944436^65536+1 was found by Uli2* using the OCL2 (combined) app.

The double checker of this task was FishFry on 11 Feb 2019 5:42:45 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126743 - Posted: 12 Feb 2019 | 13:59:20 UTC

We've found an n=17-Mega (131072) prime, seven n=16 (65536) primes, and an n=15 (32768) prime!

On 11 Feb 2019 1:52:45, the 1,016,496 digit prime 56917336^131072+1 was found by Azmodes using the OCL2 (combined) app.

The double checker of this task was 288larsson on 11 Feb 2019 2:06:11 using the OCL2 (combined) app.

On 11 Feb 2019 4:17:02, the 505,637 digit prime 51927094^65536+1 was found by wscr using the OCL2 (combined) app.

The double checker of this task was UBT - Timbo on 11 Feb 2019 14:07:00 using the OCL2 (combined) app.

On 11 Feb 2019 13:17:07, the 505,706 digit prime 52054552^65536+1 was found by wscr using the OCL2 (combined) app.

The double checker of this task was 4bc3 on 11 Feb 2019 13:17:42 using the OCL2 (combined) app.

On 11 Feb 2019 14:14:39, the 505,713 digit prime 52067302^65536+1 was found by [AF>EDLS]GuL using the OCL2 (combined) app.

The double checker of this task was Spear on 11 Feb 2019 16:21:48 using the CPU app.

On 11 Feb 2019 22:01:46, the 505,778 digit prime 52186612^65536+1 was found by Chooka using the OCL2 (combined) app.

The double checker of this task was David Steel on 11 Feb 2019 22:04:56 using the OCL2 (combined) app.

On 12 Feb 2019 2:49:21, the 505,813 digit prime 52250632^65536+1 was found by Penguin using the OCL2 (combined) app.

The double checker of this task was Russ on 12 Feb 2019 7:50:08 using the OCL2 (combined) app.

On 12 Feb 2019 4:44:33, the 264,187 digit prime 115436946^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was Spear on 12 Feb 2019 5:30:26 using the OCL2 (combined) app.

On 12 Feb 2019 6:12:58, the 505,841 digit prime 52301890^65536+1 was found by ID4 using the OCL2 (combined) app.

The double checker of this task was sentient_life on 12 Feb 2019 6:13:53 using the OCL2 (combined) app.

On 12 Feb 2019 8:32:50, the 505,858 digit prime 52333192^65536+1 was found by Honza1616 using the OCL2 (combined) app.

The double checker of this task was [AF>Amis des Lapins] Phil1966 on 12 Feb 2019 8:44:02 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126799 - Posted: 13 Feb 2019 | 12:16:44 UTC

We've found three n=16 (65536) primes and an n=15 (32768) prime!

On 12 Feb 2019 17:30:59, the 505,928 digit prime 52462148^65536+1 was found by Soulfly using the OCL2 (combined) app.

The double checker of this task was msFISI on 12 Feb 2019 19:15:58 using the OCL2 (combined) app.

On 12 Feb 2019 22:08:11, the 505,966 digit prime 52531754^65536+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was Administrator on 12 Feb 2019 22:11:42 using the OCL2 (combined) app.

On 13 Feb 2019 0:20:52, the 505,980 digit prime 52558020^65536+1 was found by bcavnaugh using the OCL2 (combined) app.

The double checker of this task was Charles Jackson on 13 Feb 2019 7:00:50 using the OCL2 (combined) app.

On 13 Feb 2019 10:07:21, the 264,195 digit prime 115500540^32768+1 was found by Spear using the OCL2 (combined) app.

The double checker of this task was G. C. Greubel on 14 Feb 2019 19:59:05 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126842 - Posted: 14 Feb 2019 | 14:52:14 UTC

We've found three n=16 (65536) primes and two n=15 (32768) primes!

On 13 Feb 2019 9:57:41, the 506,052 digit prime 52690172^65536+1 was found by wscr using the OCL2 (combined) app.

The double checker of this task was bcavnaugh on 13 Feb 2019 10:09:57 using the OCL2 (combined) app.

On 14 Feb 2019 1:05:03, the 506,149 digit prime 52871154^65536+1 was found by RFGuy_KCCO using the OCL2 (combined) app.

The double checker of this task was Timothy Mullican on 14 Feb 2019 8:31:21 using the OCL2 (combined) app.

On 14 Feb 2019 5:45:30, the 264,201 digit prime 115544042^32768+1 was found by Patrick Schmeer using the OCL2 (combined) app.

The double checker of this task was bparsonnet on 14 Feb 2019 10:24:47 using the OCL2 (combined) app.

On 14 Feb 2019 5:47:34, the 506,199 digit prime 52963984^65536+1 was found by [AF>Amis des Lapins] Phil1966 using the OCL2 (combined) app.

The double checker of this task was Howdy2u2 on 14 Feb 2019 5:48:44 using the OCL2 (combined) app.

On 14 Feb 2019 12:17:26, the 264,203 digit prime 115561678^32768+1 was found by Spear using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 14 Feb 2019 13:36:36 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126868 - Posted: 15 Feb 2019 | 12:54:53 UTC

We've found another n=16 (65536) prime!

On 14 Feb 2019 19:29:22, the 506,297 digit prime 53146516^65536+1 was found by Josef Schlereth using the OCL2 (combined) app.

The double checker of this task was schmeisser on 14 Feb 2019 23:54:48 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126919 - Posted: 16 Feb 2019 | 15:23:26 UTC

We've found an n=17-Low (131072) prime, seven n-16 (65536) primes, and two n=15 (32768) primes!

On 15 Feb 2019 4:07:55, the 506,357 digit prime 53258832^65536+1 was found by bcavnaugh using the OCL2 (combined) app.

The double checker of this task was bparsonnet on 16 Feb 2019 4:02:56 using the OCL2 (combined) app.

On 15 Feb 2019 21:30:39, the 506,473 digit prime 53475642^65536+1 was found by orvar* using the OCL2 (combined) app.

The double checker of this task was zioriga on 15 Feb 2019 21:51:37 using the OCL2 (combined) app.

On 15 Feb 2019 23:48:06, the 506,490 digit prime 53507594^65536+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was Crack on 15 Feb 2019 23:58:17 using the OCL2 (combined) app.

On 16 Feb 2019 0:09:23, the 506,492 digit prime 53510900^65536+1 was found by bcavnaugh using the OCL2 (combined) app.

The double checker of this task was CGB on 16 Feb 2019 0:28:26 using the OCL2 (combined) app.

On 16 Feb 2019 3:57:28, the 937,534 digit prime 14217182^131072+1 was found by vaughan using the OCL2 (combined) app.

The double checker of this task was geecee on 17 Feb 2019 12:31:30 using the OCL2 (combined) app.

On 16 Feb 2019 4:24:58, the 506,521 digit prime 53566068^65536+1 was found by SEARCHER using the OCL2 (combined) app.

The double checker of this task was Soulfly on 16 Feb 2019 4:28:16 using the OCL2 (combined) app.

On 16 Feb 2019 5:53:17, the 264,216 digit prime 115671650^32768+1 was found by Spear using the OCL2 (combined) app.

The double checker of this task was conf [MM] on 16 Feb 2019 6:38:45 using the OCL2 (combined) app.

On 16 Feb 2019 7:18:06, the 506,543 digit prime 53607314^65536+1 was found by Grebuloner using the OCL2 (combined) app.

The double checker of this task was Todderbert on 16 Feb 2019 7:21:05 using the OCL2 (combined) app.

On 16 Feb 2019 7:28:14, the 264,217 digit prime 115676240^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was Patrick Schmeer on 16 Feb 2019 7:34:14 using the OCL2 (combined) app.

On 16 Feb 2019 10:58:39, the 506,571 digit prime 53660144^65536+1 was found by bcavnaugh using the OCL2 (combined) app.

The double checker of this task was recursive on 16 Feb 2019 11:17:10 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 126952 - Posted: 17 Feb 2019 | 13:35:45 UTC

We've found five n=16 (65536) primes and two n=15 (32768) primes!

On 16 Feb 2019 14:10:25, the 506,595 digit prime 53704982^65536+1 was found by Howdy2u2 using the OCL2 (combined) app.

The double checker of this task was crashtech on 16 Feb 2019 14:19:34 using the OCL2 (combined) app.

On 16 Feb 2019 17:46:58, the 264,221 digit prime 115706334^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was æ™¯ç•Œ Uncle Jing on 16 Feb 2019 19:21:27 using the OCL2 (combined) app.

On 16 Feb 2019 21:01:00, the 506,644 digit prime 53797422^65536+1 was found by Scott Brown using the OCL2 (combined) app.

The double checker of this task was ILW8 on 16 Feb 2019 21:06:55 using the OCL2 (combined) app.

On 17 Feb 2019 0:29:33, the 506,670 digit prime 53847196^65536+1 was found by [AF>Libristes]cguillem using the OCL2 (combined) app.

The double checker of this task was vaughan on 17 Feb 2019 0:34:12 using the OCL2 (combined) app.

On 17 Feb 2019 1:53:09, the 506,682 digit prime 53869266^65536+1 was found by SEARCHER using the OCL2 (combined) app.

The double checker of this task was [AF>EDLS]GuL on 17 Feb 2019 2:42:34 using the OCL2 (combined) app.

On 17 Feb 2019 2:16:24, the 506,684 digit prime 53874510^65536+1 was found by Howdy2u2 using the OCL2 (combined) app.

The double checker of this task was bcavnaugh on 17 Feb 2019 2:41:21 using the OCL2 (combined) app.

On 17 Feb 2019 10:51:42, the 264,226 digit prime 115753524^32768+1 was found by Spear using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 17 Feb 2019 11:40:08 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127017 - Posted: 18 Feb 2019 | 12:23:10 UTC

We've found an n=17-Mega (131072) prime and two n=16 (65536) primes!

On 17 Feb 2019 6:54:52, the 506,720 digit prime 53942572^65536+1 was found by Rick Reynolds using the OCL2 (combined) app.

The double checker of this task was Shaman on 18 Feb 2019 5:32:03 using the OCL2 (combined) app.

On 17 Feb 2019 8:51:32, the 1,017,015 digit prime 57438404^131072+1 was found by bcavnaugh using the OCL2 (combined) app.

The double checker of this task was Yeti on 17 Feb 2019 9:13:50 using the OCL2 (combined) app.

On 18 Feb 2019 2:11:05, the 506,874 digit prime 54234920^65536+1 was found by Scott Brown using the OCL2 (combined) app.

The double checker of this task was [AF>EDLS]GuL on 18 Feb 2019 3:50:44 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127097 - Posted: 19 Feb 2019 | 11:56:01 UTC

We've found four n=16 (65536) primes!

On 18 Feb 2019 11:06:07, the 506,949 digit prime 54377542^65536+1 was found by bcavnaugh using the OCL2 (combined) app.

The double checker of this task was [SG]KidDoesCrunch on 18 Feb 2019 11:13:04 using the OCL2 (combined) app.

On 18 Feb 2019 11:50:53, the 506,954 digit prime 54387024^65536+1 was found by puh32 using the OCL2 (combined) app.

The double checker of this task was Troy Wigginton on 18 Feb 2019 12:08:18 using the OCL2 (combined) app.

On 18 Feb 2019 14:43:59, the 506,979 digit prime 54435560^65536+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was toms83 on 18 Feb 2019 14:46:44 using the OCL2 (combined) app.

On 18 Feb 2019 23:54:50, the 507,059 digit prime 54587920^65536+1 was found by [AF>EDLS]GuL using the OCL2 (combined) app.

The double checker of this task was mikey on 19 Feb 2019 0:09:20 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127192 - Posted: 20 Feb 2019 | 17:18:33 UTC

We've found an n=17-Mega (131072) prime and eight n=16 (65536) primes!

On 19 Feb 2019 6:52:46, the 1,017,169 digit prime 57594734^131072+1 was found by dh1saj using the OCL2 (combined) app.

The double checker of this task was FishFry on 19 Feb 2019 7:10:46 using the OCL2 (combined) app.

On 19 Feb 2019 6:43:12, the 507,138 digit prime 54739648^65536+1 was found by [AF>EDLS]GuL using the OCL2 (combined) app.

The double checker of this task was vinn@[CNT] on 19 Feb 2019 11:59:21 using the OCL2 (combined) app.

On 19 Feb 2019 13:01:18, the 507,216 digit prime 54889620^65536+1 was found by Tornlogic using the OCL2 (combined) app.

The double checker of this task was Jordan Romaidis on 19 Feb 2019 13:09:42 using the OCL2 (combined) app.

On 19 Feb 2019 15:08:42, the 507,241 digit prime 54937732^65536+1 was found by Olgar using the OCL2 (combined) app.

The double checker of this task was =Lupus= on 21 Feb 2019 1:52:04 using the OCL2 (combined) app.

On 19 Feb 2019 15:35:00, the 507,247 digit prime 54949840^65536+1 was found by orvar* using the OCL2 (combined) app.

The double checker of this task was Woodles on 19 Feb 2019 15:36:46 using the OCL2 (combined) app.

On 19 Feb 2019 20:48:30, the 507,310 digit prime 55072040^65536+1 was found by DeleteNull using the OCL2 (combined) app.

The double checker of this task was wizanhi on 19 Feb 2019 20:50:23 using the OCL2 (combined) app.

On 19 Feb 2019 22:38:04, the 507,330 digit prime 55110930^65536+1 was found by Honza using the OCL2 (combined) app.

The double checker of this task was sentient_life on 19 Feb 2019 22:43:16 using the OCL2 (combined) app.

On 20 Feb 2019 8:43:47, the 507,424 digit prime 55292592^65536+1 was found by bcavnaugh using the OCL2 (combined) app.

The double checker of this task was mikey on 21 Feb 2019 2:48:47 using the OCL2 (combined) app.

On 20 Feb 2019 9:59:27, the 507,437 digit prime 55317972^65536+1 was found by Olgar using the OCL2 (combined) app.

The double checker of this task was Jewfro on 20 Feb 2019 10:00:32 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127223 - Posted: 21 Feb 2019 | 12:06:38 UTC

We've found two n=17-Mega (131072) primes, an n=16 (65536) prime, and an n=15 (32768) prime!

On 20 Feb 2019 15:09:36, the 507,477 digit prime 55396316^65536+1 was found by Mektacular using the OCL2 (combined) app.

The double checker of this task was robbysites on 20 Feb 2019 20:16:52 using the OCL2 (combined) app.

On 20 Feb 2019 17:49:12, the 1,017,268 digit prime 57694224^131072+1 was found by dh1saj using the OCL2 (combined) app.

The double checker of this task was UBT - Timbo on 21 Feb 2019 0:55:04 using the OCL2 (combined) app.

On 20 Feb 2019 18:59:00, the 264,245 digit prime 115908692^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was æ™¯ç•Œ Uncle Jing on 21 Feb 2019 12:35:58 using the OCL2 (combined) app.

On 20 Feb 2019 20:59:18, the 1,017,278 digit prime 57704312^131072+1 was found by DeleteNull using the OCL2 (combined) app.

The double checker of this task was bcavnaugh on 20 Feb 2019 21:16:29 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127293 - Posted: 22 Feb 2019 | 11:45:35 UTC

We've found three n=16 (65536) primes!

On 21 Feb 2019 17:51:44, the 507,654 digit prime 55740434^65536+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was KWSN-SpongeBob SquarePants on 21 Feb 2019 22:55:44 using the OCL2 (combined) app.

On 22 Feb 2019 1:18:51, the 507,702 digit prime 55836122^65536+1 was found by Howdy2u2 using the OCL2 (combined) app.

The double checker of this task was Dave on 22 Feb 2019 1:21:28 using the OCL2 (combined) app.

On 22 Feb 2019 1:23:40, the 507,703 digit prime 55837944^65536+1 was found by Brook Harste using the OCL2 (combined) app.

The double checker of this task was Howdy2u2 on 22 Feb 2019 1:25:20 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127346 - Posted: 23 Feb 2019 | 13:06:35 UTC

We've found another n=16 (65536) prime!

On 23 Feb 2019 2:51:13, the 507,872 digit prime 56170642^65536+1 was found by [AF>Amis des Lapins] Phil1966 using the OCL2 (combined) app.

The double checker of this task was ID4 on 23 Feb 2019 2:52:09 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127384 - Posted: 24 Feb 2019 | 12:03:49 UTC

We've found two n=16 (65536) primes!

On 23 Feb 2019 13:19:08, the 507,947 digit prime 56318206^65536+1 was found by Corla99 [Lombardia] using the OCL2 (combined) app.

The double checker of this task was pyajve on 23 Feb 2019 13:32:48 using the OCL2 (combined) app.

On 23 Feb 2019 14:54:28, the 507,958 digit prime 56339292^65536+1 was found by wizanhi using the OCL2 (combined) app.

The double checker of this task was Williamd007 on 23 Feb 2019 21:08:36 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127412 - Posted: 25 Feb 2019 | 12:58:00 UTC

We've found four n=16 (65536) primes!

On 24 Feb 2019 9:00:30, the 508,082 digit prime 56586100^65536+1 was found by Jewfro using the OCL2 (combined) app.

The double checker of this task was Daniel Furr on 24 Feb 2019 9:00:58 using the OCL2 (combined) app.

On 24 Feb 2019 19:45:31, the 508,155 digit prime 56731448^65536+1 was found by Howdy2u2 using the OCL2 (combined) app.

The double checker of this task was dthonon on 24 Feb 2019 20:12:24 using the OCL2 (combined) app.

On 25 Feb 2019 0:20:11, the 508,187 digit prime 56795992^65536+1 was found by LCB001 using the OCL2 (combined) app.

The double checker of this task was [AF>Amis des Lapins] Phil1966 on 25 Feb 2019 0:38:54 using the OCL2 (combined) app.

On 25 Feb 2019 5:06:14, the 508,218 digit prime 56857098^65536+1 was found by Daniel Furr using the OCL2 (combined) app.

The double checker of this task was gemini8 on 25 Feb 2019 5:36:07 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127434 - Posted: 26 Feb 2019 | 11:55:33 UTC

We've found two n=16 (65536) primes!

On 24 Feb 2019 21:06:59, the 508,164 digit prime 56749480^65536+1 was found by zioriga using the OCL2 (combined) app.

The double checker of this task was msFISI on 25 Feb 2019 3:21:46 using the OCL2 (combined) app.

On 26 Feb 2019 3:05:11, the 508,348 digit prime 57117422^65536+1 was found by gemini8 using the OCL2 (combined) app.

The double checker of this task was Olgar on 26 Feb 2019 3:09:59 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127494 - Posted: 27 Feb 2019 | 12:59:56 UTC

We've found an n=16 (65536) prime and an n=15 (32768) prime!

On 27 Feb 2019 1:09:16, the 264,286 digit prime 116237186^32768+1 was found by Troy Wigginton using the OCL2 (combined) app.

The double checker of this task was Johny on 27 Feb 2019 1:59:41 using the OCL2 (combined) app.

On 27 Feb 2019 3:13:50, the 508,495 digit prime 57413758^65536+1 was found by nenym using the OCL2 (combined) app.

The double checker of this task was T-Armstrong on 27 Feb 2019 7:15:07 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127521 - Posted: 28 Feb 2019 | 12:22:54 UTC

We've found an n=17-Mega (131072) prime and two n=16 (65536) primes!

On 27 Feb 2019 16:36:16, the 1,017,811 digit prime 58247118^131072+1 was found by Freezing using the OCL2 (combined) app.

The double checker of this task was Scott Brown on 27 Feb 2019 16:49:05 using the OCL2 (combined) app.

On 28 Feb 2019 0:10:22, the 508,614 digit prime 57652882^65536+1 was found by [AF>Amis des Lapins] Phil1966 using the OCL2 (combined) app.

The double checker of this task was joe carnivore on 28 Feb 2019 0:25:18 using the OCL2 (combined) app.

On 28 Feb 2019 1:41:19, the 508,620 digit prime 57666292^65536+1 was found by Josef Schlereth using the OCL2 (combined) app.

The double checker of this task was T-Armstrong on 28 Feb 2019 2:55:51 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127558 - Posted: 1 Mar 2019 | 11:58:07 UTC

We've found two n=16 (65536) primes and an n=15 (32768) prime!

On 1 Mar 2019 1:29:40, the 264,296 digit prime 116322280^32768+1 was found by Wenjie Zheng using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 1 Mar 2019 4:51:43 using the OCL2 (combined) app.

On 1 Mar 2019 3:05:35, the 508,763 digit prime 57955358^65536+1 was found by vaughan using the OCL2 (combined) app.

The double checker of this task was wscr on 1 Mar 2019 3:24:26 using the OCL2 (combined) app.

On 1 Mar 2019 5:58:28, the 508,777 digit prime 57984540^65536+1 was found by vaughan using the OCL2 (combined) app.

The double checker of this task was FishFry on 1 Mar 2019 6:13:34 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127589 - Posted: 2 Mar 2019 | 13:23:45 UTC

We've found two n=16 (65536) primes!

On 2 Mar 2019 1:21:39, the 508,817 digit prime 58065838^65536+1 was found by dthonon using the OCL2 (combined) app.

The double checker of this task was Williamd007 on 2 Mar 2019 5:38:27 using the OCL2 (combined) app.

On 2 Mar 2019 4:55:37, the 508,822 digit prime 58077056^65536+1 was found by Spear using the OCL2 (combined) app.

The double checker of this task was Charles Jackson on 2 Mar 2019 12:02:45 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127614 - Posted: 3 Mar 2019 | 12:33:40 UTC

We've found two n=17-Mega (131072) primes and two n=15 (32768) primes!

On 2 Mar 2019 19:08:59, the 264,314 digit prime 116464482^32768+1 was found by meilijo using the OCL2 (combined) app.

The double checker of this task was mkxv@siberia on 2 Mar 2019 22:29:53 using the OCL2 (combined) app.

On 2 Mar 2019 20:22:02, the 264,314 digit prime 116466252^32768+1 was found by Kyle using the OCL2 (combined) app.

The double checker of this task was mkxv@siberia on 2 Mar 2019 23:00:08 using the OCL2 (combined) app.

On 3 Mar 2019 2:51:27, the 1,018,006 digit prime 58447642^131072+1 was found by DeleteNull using the OCL2 (combined) app.

The double checker of this task was Robert Hoffman on 3 Mar 2019 2:54:29 using the OCL2 (combined) app.

On 3 Mar 2019 3:05:20, the 1,018,006 digit prime 58447816^131072+1 was found by DeleteNull using the OCL2 (combined) app.

The double checker of this task was Medijate on 3 Mar 2019 4:40:14 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

DeleteNull
Volunteer tester

Joined: 6 Apr 06
Posts: 235
ID: 2663
Credit: 6,076,184,393
RAC: 1,482,764

Message 127616 - Posted: 3 Mar 2019 | 13:06:45 UTC

Stunned!
The last three days I had to stay in bed most of the time because of some kind of flu with high fever......but the boxes keep running in the setup for TDP.
o.k. this morning I saw the "count of primes" for genefer increased by 2 (wow)! Never assumed to be both times the first.....and both primes are found within a quarter of an hour!!!

My old record was two MEGAs within 24 hours, that is now shortened by a factor (divisor) of 96!

Amazing, thank you PrimeGrid-Team to make this possible!
(and sometimes it is better not to reconfigure your boxes because you are ill)
____________
DeleteNull

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127682 - Posted: 5 Mar 2019 | 12:42:16 UTC

We've found another n=16 (65536) prime!

On 4 Mar 2019 6:17:51, the 508,895 digit prime 58226162^65536+1 was found by Arif Mert Kapicioglu using the OCL2 (combined) app.

The double checker of this task was Williamd007 on 4 Mar 2019 9:38:49 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127758 - Posted: 6 Mar 2019 | 13:27:29 UTC

We've found another n=17-Mega (131072) prime!

On 5 Mar 2019 10:52:41, the 1,018,080 digit prime 58523466^131072+1 was found by Dad using the OCL2 (combined) app.

The double checker of this task was [AF>EDLS]GuL on 5 Mar 2019 11:26:50 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127786 - Posted: 7 Mar 2019 | 13:30:49 UTC

We've found an n=16 (65536) prime and an n=15 (32768) prime!

On 6 Mar 2019 17:12:42, the 264,359 digit prime 116833532^32768+1 was found by æ™¯ç•Œ Uncle Jing using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 6 Mar 2019 18:05:14 using the OCL2 (combined) app.

On 6 Mar 2019 23:43:00, the 508,973 digit prime 58384684^65536+1 was found by Usucapio Libertatis using the OCL2 (combined) app.

The double checker of this task was ILW8 on 7 Mar 2019 19:15:16 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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Michael Goetz
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Message 127829 - Posted: 8 Mar 2019 | 12:11:09 UTC

We've found another n=17-Mega (131072) prime!

On 8 Mar 2019 1:01:21, the 1,018,145 digit prime 58589880^131072+1 was found by vko using the OCL2 (combined) app.

The double checker of this task was Robert Hoffman on 8 Mar 2019 1:12:29 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127852 - Posted: 9 Mar 2019 | 13:24:06 UTC

We've found an n=17-Low (131072) prime and an n=15 (32768) prime!

On 9 Mar 2019 1:54:32, the 939,101 digit prime 14613898^131072+1 was found by Kellen using the OCL2 (combined) app.

The double checker of this task was Margus on 9 Mar 2019 2:42:29 using the OCL2 (combined) app.

On 9 Mar 2019 2:27:49, the 264,387 digit prime 117063974^32768+1 was found by [AF>EDLS]GuL using the OCL2 (combined) app.

The double checker of this task was SkyFall on 9 Mar 2019 2:35:31 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127897 - Posted: 11 Mar 2019 | 11:13:17 UTC

We've found an n=16 (65536) prime and an n=15 (32768) prime!

On 10 Mar 2019 11:47:52, the 509,043 digit prime 58528880^65536+1 was found by Olgar using the OCL2 (combined) app.

The double checker of this task was herby44 on 11 Mar 2019 2:52:35 using the OCL2 (combined) app.

On 10 Mar 2019 23:19:08, the 264,411 digit prime 117267320^32768+1 was found by SkyFall using the OCL2 (combined) app.

The double checker of this task was PeterJ.Shane on 11 Mar 2019 1:01:10 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 127986 - Posted: 14 Mar 2019 | 12:15:50 UTC

We've found two n=16 (65536) primes and an n=15 (32768) prime!

On 12 Mar 2019 16:26:47, the 509,099 digit prime 58644648^65536+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was bparsonnet on 12 Mar 2019 18:58:40 using the OCL2 (combined) app.

On 13 Mar 2019 0:44:23, the 509,109 digit prime 58665154^65536+1 was found by Usucapio Libertatis using the OCL2 (combined) app.

The double checker of this task was Arif Mert Kapicioglu on 13 Mar 2019 0:45:07 using the OCL2 (combined) app.

On 13 Mar 2019 13:38:30, the 264,451 digit prime 117598176^32768+1 was found by boss using the OCL2 (combined) app.

The double checker of this task was secretcat0 on 13 Mar 2019 15:29:48 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
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Message 128029 - Posted: 15 Mar 2019 | 16:13:52 UTC

We've found another n=15 (32768) prime!

On 15 Mar 2019 9:56:04, the 264,480 digit prime 117831370^32768+1 was found by TOTYU70 using the OCL2 (combined) app.

The double checker of this task was wxx on 15 Mar 2019 12:36:23 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128047 - Posted: 16 Mar 2019 | 13:09:03 UTC

We've found an n=16 (65536) prime and an n=15 (32768) prime!

On 15 Mar 2019 18:49:13, the 264,485 digit prime 117877884^32768+1 was found by boss using the OCL2 (combined) app.

The double checker of this task was Johny on 15 Mar 2019 19:10:14 using the OCL2 (combined) app.

On 15 Mar 2019 21:26:40, the 509,193 digit prime 58838172^65536+1 was found by Kellen using the OCL2 (combined) app.

The double checker of this task was Krzysiak_PL_GDA on 16 Mar 2019 0:01:36 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128069 - Posted: 17 Mar 2019 | 12:12:04 UTC

We've found another n=15 (32768) prime!

On 17 Mar 2019 7:14:56, the 264,506 digit prime 118053990^32768+1 was found by Bloodnok using the OCL2 (combined) app.

The double checker of this task was Adrian Schori on 17 Mar 2019 7:28:34 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128095 - Posted: 18 Mar 2019 | 12:39:15 UTC

We've found an n=16 (65536) prime and 3 n=15 (32768) primes!

On 16 Mar 2019 17:02:10, the 509,222 digit prime 58897838^65536+1 was found by Frank using the OCL2 (combined) app.

The double checker of this task was DaveSun on 16 Mar 2019 17:14:02 using the OCL2 (combined) app.

On 17 Mar 2019 18:28:51, the 264,513 digit prime 118107128^32768+1 was found by boss using the OCL2 (combined) app.

The double checker of this task was Johny on 17 Mar 2019 18:34:20 using the OCL2 (combined) app.

On 17 Mar 2019 22:55:07, the 264,515 digit prime 118127042^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was davidBAM on 18 Mar 2019 1:14:00 using the OCL2 (combined) app.

On 18 Mar 2019 11:32:01, the 264,522 digit prime 118181854^32768+1 was found by k4m1k4z3 using the OCL2 (combined) app.

The double checker of this task was Johny on 18 Mar 2019 11:44:32 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128126 - Posted: 19 Mar 2019 | 12:19:24 UTC

We've found another n=16 (65536) prime!

On 18 Mar 2019 13:29:32, the 509,279 digit prime 59015944^65536+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was Krzysiak_PL_GDA on 18 Mar 2019 23:04:52 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128158 - Posted: 20 Mar 2019 | 12:03:11 UTC

We've found an n=19 (524288) prime, an n=16 (65536) prime, and 2 n=15 (32768) primes!

On 18 Mar 2019 7:26:42, the 3,374,655 digit prime 2733014^524288+1 was found by Yair Givoni using the OCL3 (combined) app.

This discovery was double checked internally by PrimeGrid.

On 19 Mar 2019 11:30:57, the 509,305 digit prime 59071146^65536+1 was found by DaveSun using the OCL2 (combined) app.

The double checker of this task was Krzysiak_PL_GDA on 19 Mar 2019 15:25:20 using the OCL2 (combined) app.

On 19 Mar 2019 23:29:48, the 264,539 digit prime 118320340^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 20 Mar 2019 1:03:39 using the OCL2 (combined) app.

On 20 Mar 2019 6:33:56, the 264,542 digit prime 118348118^32768+1 was found by Dad using the OCL2 (combined) app.

The double checker of this task was [AF>EDLS]GuL on 20 Mar 2019 6:48:56 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128190 - Posted: 21 Mar 2019 | 13:07:35 UTC

We've found an n=16 (65536) prime and 2 n=15 (32768) primes!

On 20 Mar 2019 14:48:13, the 509,337 digit prime 59136274^65536+1 was found by Spear using the OCL2 (combined) app.

The double checker of this task was ILW8 on 20 Mar 2019 14:51:41 using the OCL2 (combined) app.

On 21 Mar 2019 6:28:15, the 264,554 digit prime 118449282^32768+1 was found by Adrian Schori using the OCL2 (combined) app.

The double checker of this task was Dad on 21 Mar 2019 6:38:21 using the OCL2 (combined) app.

On 21 Mar 2019 6:39:41, the 264,554 digit prime 118447928^32768+1 was found by PeterJ.Shane using the OCL2 (combined) app.

The double checker of this task was mazhiyuan on 21 Mar 2019 6:53:09 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128266 - Posted: 23 Mar 2019 | 12:12:17 UTC

We've found an n=16 (65536) prime and an n=15 (32768) prime!

On 22 Mar 2019 8:03:24, the 509,374 digit prime 59214242^65536+1 was found by Arif Mert Kapicioglu using the OCL2 (combined) app.

The double checker of this task was Krzysiak_PL_GDA on 22 Mar 2019 12:33:47 using the OCL2 (combined) app.

On 23 Mar 2019 4:10:26, the 264,574 digit prime 118619024^32768+1 was found by cc540_system using the OCL2 (combined) app.

The double checker of this task was [AF>EDLS]GuL on 23 Mar 2019 4:29:54 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128280 - Posted: 24 Mar 2019 | 11:42:36 UTC

We've found another n=16 (65536) prime!

On 23 Mar 2019 10:15:15, the 509,407 digit prime 59282734^65536+1 was found by Troy Wigginton using the OCL2 (combined) app.

The double checker of this task was Arif Mert Kapicioglu on 23 Mar 2019 10:15:36 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128317 - Posted: 25 Mar 2019 | 10:55:56 UTC

We've found two n=15 (32768) primes!

On 24 Mar 2019 12:59:27, the 264,592 digit prime 118766366^32768+1 was found by Patrick Schmeer using the OCL2 (combined) app.

The double checker of this task was davidBAM on 24 Mar 2019 23:58:01 using the OCL2 (combined) app.

On 24 Mar 2019 22:16:42, the 264,596 digit prime 118799578^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was emiura611 on 24 Mar 2019 22:35:42 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128340 - Posted: 26 Mar 2019 | 11:37:40 UTC

We've found another n=17-Low (131072) prime!

On 25 Mar 2019 18:03:53, the 939,784 digit prime 14790404^131072+1 was found by FishFry using the OCL2 (combined) app.

The double checker of this task was tng* on 25 Mar 2019 18:53:45 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128362 - Posted: 27 Mar 2019 | 11:35:57 UTC

We've found another n=15 (32768) prime!

On 26 Mar 2019 13:59:26, the 264,610 digit prime 118915778^32768+1 was found by RickyAwesome using the OCL2 (combined) app.

The double checker of this task was Shaman on 27 Mar 2019 0:02:22 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128380 - Posted: 28 Mar 2019 | 12:05:04 UTC

We've found another n=15 (32768) prime!

On 28 Mar 2019 4:56:10, the 264,640 digit prime 119167392^32768+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was Jaehyun Oh on 28 Mar 2019 5:29:08 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128419 - Posted: 29 Mar 2019 | 11:51:50 UTC

We've found another n=15 (32768) prime!

On 28 Mar 2019 12:26:29, the 264,647 digit prime 119222366^32768+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was dthonon on 28 Mar 2019 12:51:02 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128456 - Posted: 30 Mar 2019 | 12:07:17 UTC

We've found another n=15 (32768) prime!

On 29 Mar 2019 12:12:46, the 264,655 digit prime 119292856^32768+1 was found by Albret using the OCL2 (combined) app.

The double checker of this task was Fire\$torm [BlackOps] on 29 Mar 2019 18:57:54 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128477 - Posted: 31 Mar 2019 | 12:25:03 UTC

We've found another n=15 (32768) prime!

On 30 Mar 2019 19:32:38, the 264,669 digit prime 119407944^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was Henriksson on 30 Mar 2019 23:08:33 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128497 - Posted: 1 Apr 2019 | 13:04:44 UTC

We've found an n=17-Mega (131072) prime, and n=16 (65536) prime, and an n=15 (32768) prime!

On 31 Mar 2019 17:43:47, the 1,018,697 digit prime 59161754^131072+1 was found by Frank using the OCL2 (combined) app.

The double checker of this task was pons66 on 31 Mar 2019 18:27:03 using the OCL2 (combined) app.

On 31 Mar 2019 23:36:41, the 264,678 digit prime 119482198^32768+1 was found by Dr.Klahn using the OCL2 (combined) app.

The double checker of this task was Dad on 1 Apr 2019 0:18:28 using the OCL2 (combined) app.

On 1 Apr 2019 5:47:02, the 509,674 digit prime 59841338^65536+1 was found by DaveSun using the OCL2 (combined) app.

The double checker of this task was beijinghouse on 1 Apr 2019 7:10:25 using the CPU app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128527 - Posted: 3 Apr 2019 | 16:15:34 UTC

We've found three n=16 (65536) primes!

On 2 Apr 2019 7:51:43, the 509,708 digit prime 59911840^65536+1 was found by vaughan using the OCL2 (combined) app.

The double checker of this task was Williamd007 on 7 Apr 2019 18:20:15 using the OCL2 (combined) app.

On 2 Apr 2019 11:23:55, the 509,713 digit prime 59923820^65536+1 was found by vaughan using the OCL2 (combined) app.

The double checker of this task was beijinghouse on 2 Apr 2019 13:45:08 using the CPU app.

On 3 Apr 2019 1:17:32, the 509,737 digit prime 59973204^65536+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was vaughan on 3 Apr 2019 1:19:44 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128546 - Posted: 4 Apr 2019 | 13:44:40 UTC

We've found an n=17-Mega (131072) prime, and n=16 (65356) prime, and an n=15 (32768) prime!

On 3 Apr 2019 1:59:42, the 1,018,745 digit prime 59210784^131072+1 was found by Kellen using the OCL2 (combined) app.

The double checker of this task was PC10K on 3 Apr 2019 3:28:41 using the OCL2 (combined) app.

On 3 Apr 2019 22:33:08, the 509,776 digit prime 60056188^65536+1 was found by Charles Jackson using the OCL2 (combined) app.

The double checker of this task was vaughan on 3 Apr 2019 22:35:50 using the OCL2 (combined) app.

On 4 Apr 2019 8:50:30, the 264,719 digit prime 119831538^32768+1 was found by GregCinAZ using the OCL2 (combined) app.

The double checker of this task was Dad on 4 Apr 2019 8:50:52 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128564 - Posted: 5 Apr 2019 | 13:22:51 UTC

We've found an n=16 (65536) prime and an n=15 (32768) prime!

On 4 Apr 2019 5:39:50, the 509,789 digit prime 60084272^65536+1 was found by vaughan using the OCL2 (combined) app.

The double checker of this task was beijinghouse on 4 Apr 2019 7:42:47 using the CPU app.

On 5 Apr 2019 2:53:43, the 264,726 digit prime 119891980^32768+1 was found by Soulfly using the OCL2 (combined) app.

The double checker of this task was conf [MM] on 5 Apr 2019 9:22:19 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128587 - Posted: 6 Apr 2019 | 15:40:44 UTC

We've found three n=15 (32768) primes!

On 5 Apr 2019 18:12:27, the 264,732 digit prime 119940200^32768+1 was found by Philipp Schulz using the OCL2 (combined) app.

The double checker of this task was Luca Bertelloni on 5 Apr 2019 18:56:24 using the OCL2 (combined) app.

On 5 Apr 2019 20:37:50, the 264,733 digit prime 119945902^32768+1 was found by eXaPower using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 5 Apr 2019 21:41:50 using the OCL2 (combined) app.

On 6 Apr 2019 13:46:38, the 264,741 digit prime 120012294^32768+1 was found by freestman using the OCL2 (combined) app.

The double checker of this task was sangis43 on 6 Apr 2019 13:54:55 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128610 - Posted: 8 Apr 2019 | 13:49:20 UTC

We've found an n=17-Mega (131072) prime and an n=15 (32768) prime!

On 7 Apr 2019 2:52:05, the 1,018,835 digit prime 59305348^131072+1 was found by Grind29 using the OCL2 (combined) app.

The double checker of this task was stiven on 7 Apr 2019 3:07:39 using the OCL2 (combined) app.

On 7 Apr 2019 21:32:19, the 264,755 digit prime 120135074^32768+1 was found by Kenneth using the OCL2 (combined) app.

The double checker of this task was freestman on 7 Apr 2019 21:45:12 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128636 - Posted: 9 Apr 2019 | 15:23:39 UTC

We've found two n=15 (32768) primes!

On 8 Apr 2019 15:31:42, the 264,764 digit prime 120210350^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was dthonon on 8 Apr 2019 15:48:09 using the OCL2 (combined) app.

On 9 Apr 2019 6:18:34, the 264,769 digit prime 120253740^32768+1 was found by RickyAwesome using the OCL2 (combined) app.

The double checker of this task was secretcat0 on 9 Apr 2019 7:24:18 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128667 - Posted: 10 Apr 2019 | 10:51:21 UTC

We've found another n=17-Mega (131072) prime!

On 9 Apr 2019 15:43:57, the 1,018,890 digit prime 59362002^131072+1 was found by 288larsson using the OCL2 (combined) app.

The double checker of this task was Luca Bertelloni on 9 Apr 2019 20:54:09 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128716 - Posted: 12 Apr 2019 | 11:11:04 UTC

We've found an n=17-Mega (131072) prime, and n=16 (65536) prime, and an n=15 (32768) prime!

On 11 Apr 2019 10:10:20, the 264,790 digit prime 120425712^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was scrap on 11 Apr 2019 13:08:16 using the OCL2 (combined) app.

On 11 Apr 2019 13:23:06, the 510,018 digit prime 60568416^65536+1 was found by 288larsson using the OCL2 (combined) app.

The double checker of this task was beijinghouse on 11 Apr 2019 15:01:35 using the CPU app.

On 11 Apr 2019 19:39:10, the 1,018,931 digit prime 59405420^131072+1 was found by Skligmund using the OCL2 (combined) app.

The double checker of this task was Matthew D Doenges on 11 Apr 2019 21:19:33 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
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Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128756 - Posted: 14 Apr 2019 | 15:07:13 UTC

We've found four n=15 (32768) primes!

On 13 Apr 2019 15:35:14, the 264,812 digit prime 120617390^32768+1 was found by Werinbert using the OCL2 (combined) app.

The double checker of this task was Johny on 13 Apr 2019 15:39:41 using the OCL2 (combined) app.

On 13 Apr 2019 18:20:07, the 264,813 digit prime 120624124^32768+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was Dad on 13 Apr 2019 18:37:35 using the OCL2 (combined) app.

On 13 Apr 2019 23:43:33, the 264,812 digit prime 120613100^32768+1 was found by Shiva using the OCL2 (combined) app.

The double checker of this task was KernalSanders on 14 Apr 2019 15:58:37 using the OCL2 (combined) app.

On 14 Apr 2019 6:27:56, the 264,818 digit prime 120668518^32768+1 was found by Kellen using the OCL2 (combined) app.

The double checker of this task was Adrian Schori on 14 Apr 2019 7:23:53 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128775 - Posted: 15 Apr 2019 | 12:38:51 UTC

We've found another n=16 (65536) prime!

On 14 Apr 2019 21:22:16, the 510,099 digit prime 60740702^65536+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was Kai Ylijoki on 15 Apr 2019 3:25:06 using the CPU app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128789 - Posted: 16 Apr 2019 | 12:29:42 UTC

We've found two n=16 (65536) primes!

On 15 Apr 2019 16:47:06, the 510,122 digit prime 60791522^65536+1 was found by Johny using the OCL2 (combined) app.

The double checker of this task was Michael Schmeisser on 15 Apr 2019 23:25:00 using the OCL2 (combined) app.

On 15 Apr 2019 20:44:01, the 510,127 digit prime 60801962^65536+1 was found by Spear using the OCL2 (combined) app.

The double checker of this task was 288larsson on 15 Apr 2019 21:16:00 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128831 - Posted: 18 Apr 2019 | 11:00:09 UTC

We've found an n=17-Mega (131072) prime and two n=16 (65536) primes!

On 17 Apr 2019 9:07:32, the 510,170 digit prime 60892852^65536+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was Charles Jackson on 17 Apr 2019 9:36:40 using the OCL2 (combined) app.

On 17 Apr 2019 18:08:04, the 1,019,037 digit prime 59515830^131072+1 was found by Keith using the OCL2 (combined) app.

The double checker of this task was Medijate on 17 Apr 2019 18:59:25 using the OCL2 (combined) app.

On 17 Apr 2019 18:37:53, the 510,179 digit prime 60912388^65536+1 was found by EmmettDe using the OCL2 (combined) app.

The double checker of this task was Charles Jackson on 18 Apr 2019 0:17:21 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128868 - Posted: 19 Apr 2019 | 10:32:05 UTC

We've found another n=19 (524288) prime!

On 17 Apr 2019 11:00:27, the 3,379,193 digit prime 2788032^524288+1 was found by BlisteringSheep using the OCL5 (combined) app.

The double checker of this task was KWSN-SpongeBob SquarePants on 23 Apr 2019 13:36:35 using the OCL5 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128915 - Posted: 21 Apr 2019 | 13:35:15 UTC

We've found an n=17-Low (131072) prime and four n=15 (32768) primes!

On 20 Apr 2019 15:30:11, the 264,898 digit prime 121347184^32768+1 was found by GregCinAZ using the OCL2 (combined) app.

The double checker of this task was RickyAwesome on 20 Apr 2019 16:39:22 using the OCL2 (combined) app.

On 21 Apr 2019 2:47:26, the 264,903 digit prime 121394090^32768+1 was found by mikey using the OCL2 (combined) app.

The double checker of this task was darkclown on 21 Apr 2019 4:42:55 using the OCL2 (combined) app.

On 21 Apr 2019 3:06:45, the 264,904 digit prime 121395346^32768+1 was found by Kellen using the OCL2 (combined) app.

The double checker of this task was Luca Bertelloni on 21 Apr 2019 3:07:03 using the OCL2 (combined) app.

On 21 Apr 2019 4:59:54, the 264,905 digit prime 121404522^32768+1 was found by Kellen using the OCL2 (combined) app.

The double checker of this task was JH30895 on 21 Apr 2019 5:14:07 using the OCL2 (combined) app.

On 21 Apr 2019 6:15:48, the 940,930 digit prime 15091270^131072+1 was found by k4m1k4z3 using the OCL2 (combined) app.

The double checker of this task was gamer007 on 21 Apr 2019 6:51:33 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128948 - Posted: 23 Apr 2019 | 10:39:19 UTC

We've found two n=15 (32768) primes!

On 22 Apr 2019 22:49:58, the 264,928 digit prime 121605858^32768+1 was found by Kellen using the OCL2 (combined) app.

The double checker of this task was y-mori on 22 Apr 2019 22:59:18 using the OCL2 (combined) app.

On 23 Apr 2019 3:07:25, the 264,931 digit prime 121629290^32768+1 was found by y-mori using the OCL2 (combined) app.

The double checker of this task was [AF>EDLS]GuL on 23 Apr 2019 3:10:14 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128969 - Posted: 24 Apr 2019 | 12:44:08 UTC

We've found an n=16 (65536) prime and an n=15 (32768) prime!

On 22 Apr 2019 15:56:21, the 510,283 digit prime 61135724^65536+1 was found by 288larsson using the OCL2 (combined) app.

The double checker of this task was Spear on 22 Apr 2019 16:03:41 using the OCL2 (combined) app.

On 23 Apr 2019 15:33:51, the 264,943 digit prime 121730360^32768+1 was found by JH30895 using the OCL2 (combined) app.

The double checker of this task was Kellen on 23 Apr 2019 15:53:39 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 128988 - Posted: 25 Apr 2019 | 11:13:33 UTC

We've found two n=16 (65536) primes and an n=15 (32768) prime!

On 24 Apr 2019 2:37:49, the 510,310 digit prime 61193080^65536+1 was found by vaughan using the OCL2 (combined) app.

The double checker of this task was Ivar Huisman on 24 Apr 2019 9:17:57 using the CPU app.

On 24 Apr 2019 15:20:27, the 510,321 digit prime 61216832^65536+1 was found by serge using the OCL2 (combined) app.

The double checker of this task was [AF>Libristes]IxPo on 24 Apr 2019 16:17:03 using the OCL2 (combined) app.

On 24 Apr 2019 22:17:13, the 264,964 digit prime 121912350^32768+1 was found by KernalSanders using the OCL2 (combined) app.

The double checker of this task was mkxv@siberia on 25 Apr 2019 17:39:51 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 129026 - Posted: 27 Apr 2019 | 10:47:01 UTC

We've found an n=17-Low (131072) prime, an n=16 (65536) prime, and an n=15 (32768) prime!

On 26 Apr 2019 12:51:25, the 510,359 digit prime 61298290^65536+1 was found by DaveSun using the OCL2 (combined) app.

The double checker of this task was Shadak on 26 Apr 2019 12:57:00 using the OCL2 (combined) app.

On 26 Apr 2019 13:23:49, the 264,995 digit prime 122173916^32768+1 was found by Kiska using the OCL2 (combined) app.

The double checker of this task was Hurricane on 26 Apr 2019 14:14:56 using the OCL2 (combined) app.

On 26 Apr 2019 19:25:48, the 941,141 digit prime 15147290^131072+1 was found by dthonon using the OCL2 (combined) app.

The double checker of this task was Norbert Schneider on 27 Apr 2019 8:26:40 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 129046 - Posted: 28 Apr 2019 | 11:58:11 UTC

We've found two n=15 (32768) primes!

On 27 Apr 2019 12:37:12, the 265,009 digit prime 122301614^32768+1 was found by Luca Bertelloni using the OCL2 (combined) app.

The double checker of this task was Hurricane on 27 Apr 2019 13:51:51 using the OCL2 (combined) app.

On 28 Apr 2019 8:32:01, the 265,020 digit prime 122389380^32768+1 was found by Kellen using the OCL2 (combined) app.

The double checker of this task was LCB001 on 28 Apr 2019 13:25:49 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 129064 - Posted: 29 Apr 2019 | 10:44:36 UTC

We've found an n=17-Mega (131072) prime and an n=15 (65536) prime!

On 28 Apr 2019 2:50:56, the 1,019,206 digit prime 59692546^131072+1 was found by CGB using the OCL2 (combined) app.

The double checker of this task was vko on 28 Apr 2019 3:45:57 using the OCL2 (combined) app.

On 29 Apr 2019 1:14:09, the 510,404 digit prime 61395720^65536+1 was found by vaughan using the OCL2 (combined) app.

The double checker of this task was Luca Bertelloni on 29 Apr 2019 2:12:08 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877

Message 129081 - Posted: 30 Apr 2019 | 12:40:40 UTC

We've found an n=17-Mega (131072) prime, an n=16 (65536) prime, and an n=15 (32768) prime!

On 29 Apr 2019 8:59:10, the 1,019,232 digit prime 59720358^131072+1 was found by dh1saj using the OCL2 (combined) app.

The double checker of this task was TimT on 29 Apr 2019 11:02:58 using the OCL2 (combined) app.

On 29 Apr 2019 14:37:38, the 510,418 digit prime 61425072^65536+1 was found by Charles Jackson using the OCL2 (combined) app.

The double checker of this task was Spear on 29 Apr 2019 15:18:11 using the OCL2 (combined) app.

On 30 Apr 2019 10:29:06, the 265,042 digit prime 122579374^32768+1 was found by RickyAwesome using the OCL2 (combined) app.

The double checker of this task was KernalSanders on 30 Apr 2019 11:39:55 using the OCL2 (combined) app.

Congratulations!
____________
My lucky number is 75898524288+1
(I am NOT an administrator anymore, so please don't PM me with questions. I can't help.)

Michael Goetz
Honorary cruncher

Joined: 21 Jan 10
Posts: 13211
ID: 53948
Credit: 218,263,846
RAC: 16,877