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Old 2010-06-07, 03:44   #133
gd_barnes
 
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Excellent! Nice prime Ian. You were due for one on that huge n=100K-200K effort you have going for numerous bases.

But...another 1k base. Ugh!
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Old 2010-06-11, 14:15   #134
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Riesel base 476 is proven with a nice top-5000 prime:

49*476^72833-1 is prime!

On a side note, the proof of this base now completes a run of five straight proven Riesel conjectures in numeric sequence.
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Old 2010-06-11, 15:10   #135
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Nice one Max. 5 in a row AND 1 less on the recommended list and 1k list.
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Old 2010-06-11, 19:48   #136
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Congrats Max on CRUS's first group of 5 consecutive bases proven!
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Old 2010-06-15, 06:16   #137
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Dmitry found 14*333^69297-1 is prime.

I'm currently following up on whether he is searching the other 2 remaining k's for this base.
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Old 2010-06-17, 05:57   #138
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302*333^90815-1 is prime!
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Old 2010-06-18, 08:40   #139
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74*666^60158-1 is prime!
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Old 2010-07-11, 22:44   #140
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http://primes.utm.edu/primes/page.php?id=93511

26*557^63710-1 is prime (just like Karsten predicted)

Conjecture proven - Results emailed
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Old 2010-07-23, 02:26   #141
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8*202^155771-1 (359108 digits) proves R202.
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Old 2010-07-23, 03:00   #142
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Nice one Serge
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Old 2010-07-26, 22:00   #143
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7*608^87435-1 is prime - Conjecture proven

http://primes.utm.edu/primes/page.php?id=93711

Results emailed
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