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 A296179 Number of points of the inner discrete Theodorus spiral on sheet S_n, n >= 1. First differences of A295339. 2
 15, 37, 56, 76, 95, 115, 136, 154, 175, 194, 214, 234, 254, 273, 293, 313, 332, 352, 372, 392, 411, 432, 450, 471, 490, 511, 529, 550, 569, 590, 608, 629, 648, 668, 688, 708, 727, 747, 767 (list; graph; refs; listen; history; text; internal format)
 OFFSET 1,1 COMMENTS In the complex plane the punctured sheets S_n are given by rho*exp(i*phi_n), with rho > 0 and 2*Pi*(n-1) <= phi_n < 2*Pi*n, for n >= 1. For the inner discrete Theodorus spiral see the Waldvogel link. The conjecture stated in A295339 implies that a(n) = A295338(n), for n >= 2. LINKS Joerg Waldvogel, Analytic Continuation of the Theodorus Spiral. FORMULA a(n) = b(n) - b(n-1), for n >= 1, with b(n) = A295339(n), and b(0) = 0. Conjecture: a(n) = A295338(n), for n >= 2 (see a comment above). CROSSREFS Cf. A295339, A295338 (outer spiral), A172164. Sequence in context: A329909 A118867 A260796 * A181362 A082112 A059605 Adjacent sequences:  A296176 A296177 A296178 * A296180 A296181 A296182 KEYWORD nonn AUTHOR Wolfdieter Lang, Dec 13 2017 STATUS approved

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Last modified October 27 23:26 EDT 2020. Contains 338047 sequences. (Running on oeis4.)