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A003177
a(n) = ceiling(24(2^n-1)/n).
4
24, 36, 56, 90, 149, 252, 436, 765, 1363, 2456, 4467, 8190, 15122, 28086, 52428, 98303, 185042, 349524, 662258, 1258290, 2396744, 4575604, 8753330, 16777215, 32212254, 61946643, 119304647, 230087533, 444306961, 858993459, 1662567985, 3221225472, 6247225158, 12126966483
OFFSET
1,1
LINKS
R. J. Penrose, Puzzle, Twistor Newsletter, No. 10 (July 1980), p. 22.
R. J. Penrose, Puzzle, Twistor Newsletter, No. 10 (July 1980), p. 22. [Cached copy]
R. J. Penrose, Solution to puzzle, Twistor Newsletter, No. 41, p. 37, 1996.
R. J. Penrose, Solution to puzzle, Twistor Newsletter, No. 41, p. 37, 1996. [Cached copy]
MATHEMATICA
A003177[n_] := Ceiling[24*(2^n - 1)/n]; Array[A003177, 35] (* Paolo Xausa, Apr 16 2026 *)
PROG
(PARI) a(n) = ceil(24*(2^n-1)/n); \\ Michel Marcus, Apr 16 2026
CROSSREFS
KEYWORD
nonn,easy
STATUS
approved