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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.

A242390 Lexicographically earliest nonnegative integer sequence such that for every positive integer d, the sequence a(n+d)-a(n), n>=0 is injective.

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%I A242390 #9 Apr 04 2015 21:49:03
%S A242390 0,0,1,0,3,5,1,8,0,12,7,18,1,14,11,27,31,5,3,17,42,0,50,15,35,40,27,
%T A242390 33,1,56,65,9,79,4,30,23,60,70,88,11,106,127,17,98,41,0,122,141,9,37,
%U A242390 77,163,119,20,0,57,182,168,98,92,202,21,199,154,6,129,227,81,2,265
%N A242390 Lexicographically earliest nonnegative integer sequence such that for every positive integer d, the sequence a(n+d)-a(n), n>=0 is injective.
%C A242390 a(0)=0; a(n)= smallest nonnegative integer which is different from a(n-d)-a(k+d)-a(k) for every k=0..n-2 and d=1..n-k-1.
%C A242390 lim sup a(n)*log(n)*log(log(n))/n^2 seems to be positive and finite, maybe 1/pi.
%C A242390 Is the sequence surjective?
%H A242390 Matthieu Pluntz, <a href="/A242390/b242390.txt">Table of n, a(n) for n = 0..2100</a>
%H A242390 Matthieu Pluntz, <a href="/A242390/a242390.m.txt">MATLAB program</a>
%e A242390 Determining a(4) : 0=a(3)+a(1)-a(0);1=a(3)+a(2)-a(1);2=a(2)+a(2)-a(0) are excluded, a(4)=3 is not.
%K A242390 nonn
%O A242390 0,5
%A A242390 _Matthieu Pluntz_, May 12 2014