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A272719 Maximal number of steps in a nontouching path on an n X n grid such that each step has a different length.

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%I A272719 #14 May 28 2021 18:56:41
%S A272719 2,5,8,12,17
%N A272719 Maximal number of steps in a nontouching path on an n X n grid such that each step has a different length.
%C A272719 a(7) >= 22, see illustration in Links.
%H A272719 Giovanni Resta, <a href="/A272719/a272719.png">Illustration of a(2)-a(6) and a(7) >= 22</a>
%e A272719 An example for a(6)=17:
%e A272719 ----------------
%e A272719 .  2  5  7  9 15
%e A272719 3  1  .  . 11 17
%e A272719 .  .  .  .  .  .
%e A272719 .  6  . 12  .  .
%e A272719 4 10  .  .  .  .
%e A272719 8 13  . 14 16 18
%Y A272719 Cf. A226595.
%K A272719 nonn,hard,more
%O A272719 2,1
%A A272719 _Giovanni Resta_, May 05 2016