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(PARI) N=20; a=[]; for(i=2, N, for(k=1, i-1, if(N^2*2>t=sum(j=i-k, i, j^2), a=setunion(a, Set(t)), break))); a \\ - __M. F. Hasler_, Dec 22 2013
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max = 50^2; lst = {}; Do[z = n^2; Do[z += (n + x)^2; If[z > max, Break[]]; AppendTo[lst, z], {x, max/2}], {n, max/2}]; Union[lst] (* Orlowski *)
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A subseqeuce subsequence of A212016. This sequence focuses on the squares of consecutive positive integers. - Altug Alkan, Dec 24 2015
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A subseqeuce of A212016. This sequence focuses on the squares of consecutive positive integers. A212016 lists sums of two or more consecutive all integer squares. - Altug Alkan, Dec 24 2015