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 A069179 Least number X such that for each k in (0 to n-1), 2^k*X-1 and 2^k*X+1 are primes. That is, there are N twin primes, each the "double" of the previous. 1
 4, 6, 211050, 253680, 41887255410, 73768891456260 (list; graph; refs; listen; history; text; internal format)
 OFFSET 1,1 COMMENTS a(6)=73768891456260 might be called a(6.5), since 64*a(6)+1 is prime. But 64*a(6)-1 is 167*1021*44533*621769, alas. LINKS EXAMPLE a(3) = 211050 because 1*a(3)-1, 1*a(3)+1, 2*a(3)-1, 2*a(3)+1, 4*a(3)-1 and 4*a(3)+1 are all prime. CROSSREFS Equals A068635 + 1. Sequence in context: A077305 A146294 A133982 * A058377 A023961 A147863 Adjacent sequences:  A069176 A069177 A069178 * A069180 A069181 A069182 KEYWORD nonn AUTHOR Don Reble, Apr 09 2002 STATUS approved

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Last modified August 12 08:33 EDT 2020. Contains 336438 sequences. (Running on oeis4.)