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Old 2020-03-19, 11:19   #419
MDaniello
 
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Default Quarantine is boring

Now that the worker queue was emptied, the FDB processed the N+/-1 proofs too (i guess they have a low priority).
This is what i had in queue:
Code:
(1538^356+1)/(1538^4+1)   N-1, 1122 digits
(7023^1153-1)/7022   N-1, 4432 digits
I(12652)^2+2   N-1, 5288 digits
(56^1698-1)^2-2 N+1, 5937 digits
(60^1717+1)^2-2   N+1, 6107 digits
(2^10367+1)^2-2   N+1, 6242 digits
(252^1330-1)^2-2   N+1, 6388 digits
(432^1227+1)^2-2   N+1, 6468 digits
(92^1795+1)^2-2  N+1, 7050 digits
(156^1663-1)^2-2   N+1, 7295 digits
(1507^2521+1)/1508   N-1, 8009 digits
I'm still working on other numbers i have previously spotted as candidates.
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Old 2020-03-24, 20:34   #420
MDaniello
 
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Code:
(9667^1201-1)/9666   N-1   4783 digits
(154^1495-1)^2-2   N+1   6541 digits
(2^21701-1)*138769890-1   N+1   6541 digits
(2^21701-1)*138769890+1   N-1   6541 digits
(86^2053-1)^2-2   N+1   7944 digits
(58^2354+1)^2-2   N+1   8303 digits
(10^4299-1)^2-2   N+1   8598 digits
117371^2015*2+1   N-1   10216 digits
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Old 2020-04-16, 07:54   #421
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Code:
(21351113^128+1)/2   N-1   938 digits
(2^132049-1)*185056+1   N-1   39756 digits
(2^132049-1)*30690+1   N-1   39756 digits
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Old 2020-05-28, 22:36   #422
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Code:
10*I(23856)-1  N+/-1  4987 digits
70^633-71   N+1 1168 digits
91^593-92   N+1   1162 digits
410^413-411   N+1  1080 digits
44174...01   N-1   1033 digits
126^465-127   N+1   977 digits
69^351+70   N-1   646 digits
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