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A265926 Number of nX6 0..4 arrays with the absolute differences of each element with its with horizontal and antidiagonal neighbors unique.

%I A265926 #4 Dec 18 2015 22:35:22
%S A265926 4616,223788,1042020,4697060,22093736,112139348,579039920,3147755448,
%T A265926 16695518060,93517706688,501203927348,2859121829240,15405235373552,
%U A265926 89142152698780,481953256911808,2824461163398576,15308600049212112
%N A265926 Number of nX6 0..4 arrays with the absolute differences of each element with its with horizontal and antidiagonal neighbors unique.
%C A265926 Column 6 of A265928.
%H A265926 R. H. Hardin, <a href="/A265926/b265926.txt">Table of n, a(n) for n = 1..210</a>
%F A265926 Empirical: a(n) = 12*a(n-1) +103*a(n-2) -1722*a(n-3) -2939*a(n-4) +106767*a(n-5) -63388*a(n-6) -3818080*a(n-7) +6821368*a(n-8) +88753235*a(n-9) -228687359*a(n-10) -1429736764*a(n-11) +4584661386*a(n-12) +16576168634*a(n-13) -62836934620*a(n-14) -141587501176*a(n-15) +622701665207*a(n-16) +905061966122*a(n-17) -4591839808287*a(n-18) -4391201427194*a(n-19) +25582794671753*a(n-20) +16522425949387*a(n-21) -108415973939476*a(n-22) -50233703208584*a(n-23) +349511463268834*a(n-24) +131466723678583*a(n-25) -851431283928441*a(n-26) -310212728772512*a(n-27) +1542982242611112*a(n-28) +640450098092716*a(n-29) -2018069409667076*a(n-30) -1053850634770704*a(n-31) +1795151718879024*a(n-32) +1248961532534208*a(n-33) -946555845247296*a(n-34) -962641790731008*a(n-35) +163939035103488*a(n-36) +412969818064896*a(n-37) +90641044776960*a(n-38) -61602295136256*a(n-39) -38676101087232*a(n-40) -8216950210560*a(n-41) -632073093120*a(n-42) for n>50
%e A265926 Some solutions for n=1
%e A265926 ..4..4..3..3..0..0....4..4..0..1..3..4....2..1..3..0..2..2....3..1..1..4..3..1
%Y A265926 Cf. A265928.
%K A265926 nonn
%O A265926 1,1
%A A265926 _R. H. Hardin_, Dec 18 2015