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Smallest x such that Mordell's elliptic curve x^3-y^2=d (for positive d) has an integral point in the quadratic extension sqrt(A202057(n)).
4

%I #19 Feb 23 2014 22:14:11

%S 22,6100,88,129910,2860,1193740,2545,6815614

%N Smallest x such that Mordell's elliptic curve x^3-y^2=d (for positive d) has an integral point in the quadratic extension sqrt(A202057(n)).

%C The existence of such x for each A202057(n) is conjectural following the conjecture in A201278.

%C For y values see A202055.

%C For d values see A202056.

%C a(1) = A200936(1).

%C a(2) = A201225(1).

%Y Cf. A201278, A202054, A202055, A202056, A202057.

%K nonn,hard,more

%O 1,1

%A _Artur Jasinski_, Dec 10 2011