0,3

Beatty sequence for Pi/2; complement of A108589; not the same as A093610: a(23)=36 <> A093610(23)=35.

Table of n, a(n) for n=0..67.

Eric Weisstein's World of Mathematics, Beatty Sequence

Index entries for sequences related to Beatty sequences

For n = 5, 5*(pi/2) approximately equals 7.854, and Floor(7.854) = 7.

(Python) import math x=0 while x < 36001: ...y = math.radians(x) ...z = math.trunc(y) ...print z ...x = x + 90 # Mick Purcell (mickpurcell(AT)gmail.com), Oct 05 2009

A022844, A038130, A108590.

Sequence in context: A093610 A206912 A187342 * A292987 A187580 A094178

Adjacent sequences: A140755 A140756 A140757 * A140759 A140760 A140761

nonn

Reinhard Zumkeller, May 27 2008

0 added by Mick Purcell (mickpurcell(AT)gmail.com), Oct 05 2009

approved