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A119503 Increasing gaps in the even sieve (A056533) by lower term. 0

%I #2 Mar 30 2012 17:31:18

%S 1,5,11,27,59,85,131,163,501,603,1145,1381,1563,1937,2763,3953,6731,

%T 7665,10741,13787,22001,30555,47953,52745,60201,111541,137913,162499,

%U 186163,282593,343483,351163,386805,476051,522129,540497,660409,714643

%N Increasing gaps in the even sieve (A056533) by lower term.

%e The even sieve begins: 1, 3, 5, 9, 11, 17, 19, 25, 27, 35, 37 and between 1&3 there is a gap of 2;

%e the difference between 3&5 is also 2, but between 5&9 the difference or gap is 4; etc.

%t lst = Range[10^6]; i = 2; While[i <= (len = Length[lst]), lst = Drop[lst, {i, len, i}]; i+=2]; l = {}; d = 0; Do[a = lst[[n + 1]] - lst[[n]]; If[a > d, d = a; AppendTo[l, lst[[n]]]], {n, Length@lst - 1}]; l

%Y Cf. A056533.

%K nonn

%O 1,2

%A _Robert G. Wilson v_, May 26 2006

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