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Congrats Pavel !!!
After a long period of starving....
One less... 48 to go...
With the new LLR2 application, 2021 will be a very very interesting year....
Congrats again...
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Badge Score: 2*2 + 9*5 + 4*6 + 3*7 + 2*8 + 1*9 = 119 |
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robish Volunteer moderator Volunteer tester
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Joined: 7 Jan 12 Posts: 1774 ID: 126266 Credit: 5,066,569,935 RAC: 0
                         
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:) +1 well done Pavel!
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My lucky numbers 10590941048576+1 and 224584605939537911+81292139*23#*n for n=0..26 |
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That was fast. We'll see if the luck streak continues. Maybe it will mean a CUL or WOO will be found during the challenge.
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Thanks! |
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Congrats Pavel !!!
After a long period of starving....
One less... 48 to go...
With the new LLR2 application, 2021 will be a very very interesting year....
Congrats again...
What happened ?
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"Accidit in puncto, quod non contingit in anno."
Something that does not occur in a year may, perchance, happen in a moment. |
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TRP 146561  |
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TRP 146561 
I haven't seen anywhere else yet.
Congrats !
Great find !
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"Accidit in puncto, quod non contingit in anno."
Something that does not occur in a year may, perchance, happen in a moment. |
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See 146561*2^11280802 - 1. Will also be seen on our own TRP search quite soon (when validation on primes.utm.edu has completed). /JeppeSN |
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WOOHOO !!
Congrats Pavel!!!
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SHSID Electronics Group
SHSIDElectronicsGroup@outlook.com
GFN-14: 50103906^16384+1
Proth "SoB": 44243*2^440969+1
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Congrats Pavel :)
It was very much due, a fun thing, though - primes tend to come in pairs or in close alinesness - so if those that crunched at the time prior to this prime, continue their effort, we might in fact see 2 conjecture primes for a base 2 conjecture in 2020 :)
Please remember to clear the database for 146561*2^n-1 entries, there is currently 53 waiting :)
Take care. |
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Honza Volunteer moderator Volunteer tester Project scientist Send message
Joined: 15 Aug 05 Posts: 1893 ID: 352 Credit: 3,141,488,980 RAC: 0
                             
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Congrats!
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My stats
Badge score: 1*1 + 5*1 + 8*3 + 9*11 + 10*1 + 11*1 + 12*3 = 186 |
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It was very much due, a fun thing, though - primes tend to come in pairs or in close alinesness - so if those that crunched at the time prior to this prime, continue their effort, we might in fact see 2 conjecture primes for a base 2 conjecture in 2020 :)
Yeah, I thought about prime pairs too. It's kind of a superstition, but if someone feels lucky, now is the time to try find another one. I've moved to ESP. |
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Bur Volunteer tester
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Joined: 25 Feb 20 Posts: 332 ID: 1241833 Credit: 22,611,276 RAC: 0
               
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Please move to Cullen, they are so rare... :D (and the gap on PG to Woodall is irritating)
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Primes: 1281979 & 12+8+1979 & 1+2+8+1+9+7+9 & 1^2+2^2+8^2+1^2+9^2+7^2+9^2 & 12*8+19*79 & 12^8-1979 & 1281979 + 4 (cousin prime) |
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Done. |
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