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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.

A287869 Wythoff array with one extra column, read by antidiagonals downwards.

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%I A287869 #7 Feb 24 2019 01:15:15
%S A287869 1,1,3,2,4,4,3,7,6,6,5,11,10,9,8,8,18,16,15,12,9,13,29,26,24,20,14,11,
%T A287869 21,47,42,39,32,23,17,12,34,76,68,63,52,37,28,19,14,55,123,110,102,84,
%U A287869 60,45,31,22,16,89,199,178,165,136,97,73,50,36,25,17
%N A287869 Wythoff array with one extra column, read by antidiagonals downwards.
%D A287869 Conway, John; Ryba, Alex; The extra Fibonacci series and the Empire State Building. Math. Intelligencer 38 (2016), no. 1, 41-48.
%e A287869 The extended Wythoff array is the Wythoff array with two extra columns, giving the row number n and A000201(n), separated from the main array by a vertical bar:
%e A287869 0     1  |   1    2    3    5    8   13   21   34   55   89  144   ...
%e A287869 1     3  |   4    7   11   18   29   47   76  123  199  322  521   ...
%e A287869 2     4  |   6   10   16   26   42   68  110  178  288  466  754   ...
%e A287869 3     6  |   9   15   24   39   63  102  165  267  432  699 1131   ...
%e A287869 4     8  |  12   20   32   52   84  136  220  356  576  932 1508   ...
%e A287869 5     9  |  14   23   37   60   97  157  254  411  665 1076 1741   ...
%e A287869 6    11  |  17   28   45   73  118  191  309  500  809 1309 2118   ...
%e A287869 7    12  |  19   31   50   81  131  212  343  555  898 1453 2351   ...
%e A287869 8    14  |  22   36   58   94  152  246  398  644 1042 1686 2728   ...
%e A287869 9    16  |  25   41   66  107  173  280  453  733 1186 1919 3105   ...
%e A287869 10   17  |  27   44   71  115  186  301  487  788 1275 2063 3338   ...
%e A287869 11   19  |  30   49   79   ...
%e A287869 12   21  |  33   54   87   ...
%e A287869 13   22  |  35   57   92   ...
%e A287869 14   24  |  38   62   ...
%e A287869 15   25  |  40   65   ...
%e A287869 16   27  |  43   70   ...
%e A287869 17   29  |  46   75   ...
%e A287869 18   30  |  48   78   ...
%e A287869 19   32  |  51   83   ...
%e A287869 20   33  |  53   86   ...
%e A287869 21   35  |  56   91   ...
%e A287869 22   37  |  59   96   ...
%e A287869 23   38  |  61   99   ...
%e A287869 24   40  |  64   ...
%e A287869 25   42  |  67   ...
%e A287869 26   43  |  69   ...
%e A287869 27   45  |  72   ...
%e A287869 28   46  |  74   ...
%e A287869 29   48  |  77   ...
%e A287869 30   50  |  80   ...
%e A287869 31   51  |  82   ...
%e A287869 32   53  |  85   ...
%e A287869 33   55  |  88   ...
%e A287869 34   56  |  90   ...
%e A287869 35   58  |  93   ...
%e A287869 36   59  |  95   ...
%e A287869 37   61  |  98   ...
%e A287869 38   63  |     ...
%e A287869    ...
%e A287869 The present sequence presents the array with just the rightmost extra column.
%Y A287869 Cf. A035513 (the Wythoff array), A287870, A000201.
%K A287869 nonn,tabl
%O A287869 1,3
%A A287869 _N. J. A. Sloane_, Jun 14 2017