1056 Proceedings of Royal Society of Edinburgh. [sess. 
Table II. 
A 
ix 
N 
2-NA 4 
V=1 
v — 3 
v = 5 
v = 7 
v=9 
0 
1 
4 
2 
2 
10 
26 
50 
82 
2 
1 
8 
68 
6 
14 
30 
54 
86 
0 
3 
4 
162 
10 
18 
34 
58 
90 
3 
2 
8 
388 
14 
22 
38 
62 
94 
4 
1 
8 
1028 
18 
26 
42 
66 
98 
0 
5 
4 
1250 
26 
34 
50 
74 
4 
3 
8 
1348 
26 
34 
50 
74 
5 
2 
8 
2564 
30 
38 
54 
78 
6 
1 
8 
5188 
38 
46 
62 
86 
5 
4 
8 
3524 
42 
50 
66 
90 
6 
3 
8 
5508 
46 
54 
70 
94 
0 
7 
4 
4802 
50 
58' 
74 
98 
7 
2 
8 
9668 
54 
62 
78 
6 
5 
8 
7684 
62 
70 
86 
8 
1 
8 
16388 
66 
74 
90 
7 
4 
8 
10628 
66 
74 
90 
8 
3 
8 
16708 
74 
82 
98 
0 
9 
4 
13122 
82 
90 
9 
2 
8 
26308 
86 
94 
7 
6 
8 
14788 
86 
94 
8 
5 
8 
18884 
90 
98 
9 
4 
8 
27268 
98 
It is convenient to pick out from these tables the values of N 
corresponding to given values of v andp, say We thus find 
q ]S t 3 = 0, 0 ^ 6 = 0, etc., which we may briefly express by the 
notation 0 N 3 , 6 , ... =0. In this way we obtain 
