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1693514745*2^370471-1 (111533 digits)
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Finally got a big one!
[B]253*2^1722623-1[/B] (518564 digits) Currently ranked 44th largest. :bounce wave: |
Wow! Congrats!
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Really WOW! :smile: Congratulation!!!!
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Guacamole.
That's ample reward for testing these semi-low-weight k<300 values. Nice find. -Curtis |
Congrats Kosmaj!
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Congrats
:shock: :shock: :shock: :shock:
HUGE prime and HUGE congrats Kosmaj! How many computers are you using? nuggetprime |
Thank you all! I was surprised myself. :smile: I began working on k=253 about half a year ago because it was the only k<300 with no gigantic primes (with more than 10,000 digits). I began at 1165k where Joss stopped. The majority of tests was done on a single 3GHz P-4. Currently one test requires almost exactly 100 minutes (5970sec for the prime) and I was about to stop at 1.75M. I have sieved values to n=3M through p=5T. The average "density" is 3.63 values per 1000 n.
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Congrats! I hope you also find a prime for k=7, as that k is long overdue for a prime.
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52654604145*2^314483-1 (94680 digits)
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52654604145*2^315664-1 (95036 digits)
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