This is a front-end for the Online Encyclopedia of Integer Sequences, made by Christian Perfect. The idea is to provide OEIS entries in non-ancient HTML, and then to think about how they're presented visually. The source code is on GitHub.
%I A294167 #11 Nov 12 2017 06:10:33 %S A294167 3,33,388,5101,75444,1248911,22964112,465344235,10316541393, %T A294167 248583207948,6472094085480,181133509590584,5424172954377851, %U A294167 173089061380034193,5864328868997378224,210259284591708083349,7954221480382049449284,316654854011156144727459,13233287747652092826502116 %N A294167 Column 1 of triangle A291843. %H A294167 Gheorghe Coserea, <a href="/A294167/b294167.txt">Table of n, a(n) for n = 3..305</a> %o A294167 (PARI) %o A294167 A291843_ser(N, t='t) = { %o A294167 my(x='x+O('x^N), y=1, y1=0, n=1, %o A294167 dn = 1/(-2*t^2*x^4 - (2*t^2+3*t)*x^3 - (2*t+1)*x^2 + (2*t-1)*x + 1)); %o A294167 while (n++, %o A294167 y1 = (2*x^2*y'*((-t^2 + t)*x + (-t + 1) + (t^2*x^2 + (t^2 + t)*x + t)*y) + %o A294167 (t*x^2 + t*x)*y^2 - (2*t^2*x^3 + 3*t*x^2 + (-t + 1)*x - 1))*dn; %o A294167 if (y1 == y, break); y = y1; ); y; %o A294167 }; %o A294167 A291843_kol(k, N=19) = { %o A294167 my(s = A291843_ser(N+1+3*(k+1)\2, t='t + O('t^(k+1)))); %o A294167 Ser(polcoeff(s, k, 't), 'x, N); %o A294167 }; %o A294167 Vec(A291843_kol(1)) %Y A294167 Cf. A291843. %K A294167 nonn %O A294167 3,1 %A A294167 _Gheorghe Coserea_, Nov 06 2017