A286036 - cp's OEIS frontend

A286036 a(n) is the solution y to the Bachet Mordell equation y^2=x^3+K, with x = 3*T(b(n)) and K = (T(b(n)))^2, where T(b(n)) is the triangular number of b(n)= A285984(n).

n	a(n)
0	0
1	2478630
2	96492000
3	2262209634604920
4	88065491686677120
5	2064651070850763887750940
6	80374740223699340246041830
7	1884345278651963087653858708518360
8	73355621393690297028946986338029560
9	1719785575058362227821108881720941727234290
10	66949481579385248741161156467886515267346140

[0, 2478630, 96492000, 2262209634604920, 88065491686677120, 2064651070850763887750940, 80374740223699340246041830, 1884345278651963087653858708518360, 73355621393690297028946986338029560, 1719785575058362227821108881720941727234290, 66949481579385248741161156467886515267346140]

cp's OEIS Frontend

A286036 a(n) is the solution y to the Bachet Mordell equation y^2=x^3+K, with x = 3*T(b(n)) and K = (T(b(n)))^2, where T(b(n)) is the triangular number of b(n)= A285984(n).

Table of values

List of values