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A375676
a(n) is the perimeter of the rectangle whose edges are n and A375673(n).
4
18, 16, 50, 36, 98, 32, 54, 50, 242, 48, 338, 98, 90, 64, 578, 108, 722, 80, 98, 242, 1058, 96, 250, 338, 162, 112, 1682, 150, 1922, 128, 198, 578, 350, 144, 2738, 722, 234, 160, 3362, 196, 3698, 176, 270, 1058, 4418, 192, 686, 250, 306, 208, 5618, 324, 242, 224, 342
OFFSET
3,1
FORMULA
a(n) = 2*(n + A375673(n)).
a(n) = A375675(n)/A375674(n).
MATHEMATICA
A375676[n_] := Module[{b, r}, 2*(SolveValues[2*r == n*b/(n+b) && b >= n, {b, r}, Integers, MaxRoots -> 1][[1, 1]] + n)];
Array[A375676, 100, 3]
CROSSREFS
Cf. A375673 (edges), A375674 (area/perimeter) A375675 (area).
Sequence in context: A299557 A079293 A070646 * A094381 A375675 A074972
KEYWORD
nonn
AUTHOR
Paolo Xausa, Aug 25 2024
STATUS
approved