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 2018-03-01, 13:21 #188 sweety439     Nov 2016 2,521 Posts CK364 tested to n=10K Primes: (364^4+1)^2-2 (364^14+1)^2-2 (364^16+1)^2-2 (364^1139-1)^2-2 Found the smallest Carol prime in base 364: (364^1139-1)^2-2
 2018-03-01, 13:22 #189 sweety439     Nov 2016 2,521 Posts CK368 tested to n=10K Primes: (368^969+1)^2-2 (368^1856-1)^2-2 Found the smallest Carol prime in base 368: (368^1856-1)^2-2
 2018-03-01, 13:23 #190 sweety439     Nov 2016 1001110110012 Posts CK472 tested to n=10K Primes: (472^10+1)^2-2 (472^459+1)^2-2 (472^7307+1)^2-2 Still no prime found for the Carol side.
 2018-03-01, 13:40 #191 rogue     "Mark" Apr 2003 Between here and the 22·3·503 Posts IMO, searching more bases to n=10000 is picking low fruit. I suggest looking for bigger primes for smaller bases.
 2018-03-01, 14:21 #192 kar_bon     Mar 2006 Germany 5·571 Posts CK542 tested to n=10k Primes: Code: (-1) 1, 2, 3, 8, 954, 4669, 7267 (+1)
 2018-03-01, 14:45 #193 sweety439     Nov 2016 1001110110012 Posts CK426 tested to n=10K Primes: (426^1-1)^2-2 (426^41-1)^2-2 (426^680-1)^2-2 (426^2042-1)^2-2 (426^2233-1)^2-2 (426^9475-1)^2-2 (426^9708+1)^2-2 Found the smallest Kynea prime in base 426: (426^9708+1)^2-2
 2018-03-09, 20:59 #194 gd_barnes     May 2007 Kansas; USA 1024610 Posts Base 52 is complete to n=30K. 2 new primes found for n=10K-30K: (52^23234-1)^2-2 (52^14410+1)^2-2
 2018-03-12, 11:31 #195 kar_bon     Mar 2006 Germany 285510 Posts New prime for CK44 (and new 5th highest of Kynea-side): (44^95940+1)^2-2 is prime (315346 digits)
 2018-03-12, 18:12 #196 gd_barnes     May 2007 Kansas; USA 2×47×109 Posts Nice find Karsten!
 2018-03-17, 18:46 #197 gd_barnes     May 2007 Kansas; USA 2·47·109 Posts Base 54 is complete to n=30K. 1 new prime found for n=10K-30K: (54^21415+1)^2-2
 2018-03-29, 17:53 #198 gd_barnes     May 2007 Kansas; USA 2×47×109 Posts Base 56 is complete to n=30K. 1 new prime found for n=10K-30K: (56^26698-1)^2-2

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