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Sequence of j such that j*P(i)# -P(i+1) and j*P(i)# +P(i+1) are consecutive primes with 0 < j < P(i+1).
1

%I #4 Oct 12 2013 15:14:05

%S 4,1,5,23,10,13,19,33,12,26,29,48,26,35,23,49,70,59,78,52,105,103,114,

%T 97,42,68,6,8,57,71,14,196,197,23,117,62,181,94,213,229,330,211,1,211,

%U 93,367,213,89,415

%N Sequence of j such that j*P(i)# -P(i+1) and j*P(i)# +P(i+1) are consecutive primes with 0 < j < P(i+1).

%C Prime sequence P(i) given in A087840.

%Y Cf. A087840.

%Y P# = A002110.

%K nonn

%O 0,1

%A _Pierre CAMI_, Oct 07 2003

%E Edited by _Ray Chandler_, Oct 19 2003