|
COMMENTS
|
The top row, n=2, of an array that counts chess king walks with k >= 0 steps on an n X n board, starting at one of the four corners:
1,3,12, 39,120, 363, 1092, 3279, 9840, 29523, 88572, 265719, 797160,
1,3,21,101,501,2405,11653, 56197, 271493, 1310597, 6328709, 30556549,
1,3,21,126,741,4341,25416,148791, 871041, 5099166,29851041,174751041,
1,3,21,126,810,5169,33447,215796,1395588, 9018255,58302057,376845978,
1,3,21,126,810,5360,36167,246034,1680313,11495503,78705226,539048956,
1,3,21,126,810,5360,36700,254756,1788468,12617828,89338116,633604564,
1,3,21,126,810,5360,36700,256255,1816090,12993280,93566653,676648735,
1,3,21,126,810,5360,36700,256255,1820335,13080120,94845670,692120270,
1,3,21,126,810,5360,36700,256255,1820335,13092211,95117374,696421066,
1,3,21,126,810,5360,36700,256255,1820335,13092211,95151979,697268152,
1,3,21,126,810,5360,36700,256255,1820335,13092211,95151979,697367593,
These are partial sums along rows of the array described in A086346. (End)
|