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Conjectures from Clark Kimberling, Aug 03 2022: (Start)
Conjecture: [a(n)*r] = n + [n*r] for n >= 1, where r = sqrt(2) and [ ] = floor. _Clark Kimberling_, Aug 03 2022.
Conjecture: {a(n)*sqrt(2)} > 1/2 if n is in A120753, where { } = fractional part; otherwise n is in A120752. _Clark Kimberling_, Aug 03 2022.(End)
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Conjecture: [a(n)*r] = n + [n*r] for n >= 1, where r = sqrt(2) and [ ] = floor. Clark Kimberling, Aug 03 2022.
Conjecture: {a(n)*sqrt(2)} > 1/2 if n is in A120753, where { } = fractional part; otherwise n is in A120752. Clark Kimberling, Aug 03 2022.
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Muniru A Asiru, <a href="/A081477/b081477.txt">Table of n, a(n) for n = 1..5000</a>
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Name corrected by Michel Dekking, Jan 04 2019.