A064369 Smallest integer in Recamán's sequence (A005132) to appear n times.
0, 42, 261, 490, 494, 5447, 10023, 18519, 33543, 34292, 62263, 62267, 113405, 113406, 199251, 199252, 199504, 2060609, 2060610, 2060612, 2060614, 2060616, 2060617, 2060618, 2060701, 11526662, 11526664, 11526665, 11526667, 11526670, 11526840, 11526842, 11526845, 11526855, 20389507
Offset: 1
Links
Crossrefs
Cf. A005132.
Programs
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Mathematica
a = {1}; Do[ If[ a[ [ -1 ] ] - n > 0 && Position[ a, a[ [ -1 ] ] - n ] == {}, a = Append[ a, a[ [ -1 ] ] - n ], a = Append[ a, a[ [ -1 ] ] + n ] ], {n, 2, 10^5} ]; b = Sort[ a ]; Do[ k = 1; While[ b[ [ k ] ] != b[ [ k + n ] ], k++ ]; Print[ b[ [ k ] ] ], {n, 1, 13} ]
Extensions
a(15)-a(35) by Jud McCranie, Dec 21 2019