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经核准的

R.H.Hardin，<a href=“/A234982型/b234982.txt“>n表，n=1..112时为a（n）</a>

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T（n，k）=（n+1）X（k+1）0..4个数组的数量，每个2X2子块的边差绝对值之和等于8

182, 1664, 1664, 14420, 34862, 14420, 127982, 684282, 684282, 127982, 1127550, 13888792, 29606864, 13888792, 1127550, 9962574, 280501760, 1373159910, 1373159910, 280501760, 9962574, 87941706, 5681668040, 62993589692

1，1

表格开始

......182.........1664...........14420.............127982...............1127550

.....1664........34862..........684282...........13888792.............280501760

....14420.......684282........29606864.........1373159910...........62993589692

...127982.....13888792......1373159910.......148913665958........16062528821746

..1127550..280501760..62993589692..16062528821746..4063185907422366

..9962574...5681668040...2917193420904...1752801119273172...1047618966093964184

.87941706.115047739004.134849510289180.191417616710931012.270097938511601692116

k列的经验值：

k=1:a（n）=9*a（n-1）+13*a

k=2:[订单31]

n=2k=4的一些解

..0..0..3..0..0....0..0..0..3..1....1..0..2..2..4....0..0..0..1..0

..0..4..4..4..1....0..4..1..0..2....0..3..4..0..4....0..4..2..4..1

..1..2..0..3..4....0..2..3..4..4....1..0..4..1..4....0..4..0..2..3

分配

非n,表

R.H.哈丁2014年1月2日

经核准的

编辑

分配给R.H.Hardin

分配

经核准的