36 
ät 
22 
33 
44 
55 
66 
Hö 
88 
99 
1010 
1111 
31 
22 
n=11 
1,8333333 
1,6060606 
1,3909091 
1,2107744 
1,0776936 
n=16 
1,8823529 
1,7169118 
1,5508987 
1,3980042 
1,2646996 
1,1548921 
1,0713456 
1,0162606 
0,0 0,0 0,0 
0,5 
ih 
A. F. Sundell. 
n=12 
1,8461538 
1,6346154 
1,4310412 
1,2556333 
1,1186946 
1,0270772 
n=17 
1,8888889 
1,7320261 
1,5735294 
1,4260621 
1,2955369 
1,1854703 
1,0983042 
1,0359397 
III. 
N=2 
4 3 
1 2 
n=13 
1,8571429 
1,6593407 
1,4664225 
1,2964535 
1,1584238 
1,0581245 
n=18 
1,8947368 
1,7456140 
1,5940259 
1,4517508 
1,3242299 
1,2146576 
1,1252178 
1,0575784 
1,0131316 
2 il 
3 4 
41 0,0000 0,0000 0,0000 0,0000 
0,4167 0,0833 
32 
Coefficients y;,- 
il 
II. Coefficients (n—+2)q;;- 
n=14 
1,8666667 
1,6809524 
1,4978022 
1,3335470 
1,1961511 
1,0906144 
1,0206503 
n=19 
1,9000000 
1,7578947 
1,6126706 
1,4753354 
1,3509274 
1,2423713 
1,1516400 
1,0802161 
1,0293133 
RA 
SE 
(LIX 
n=15 
1,8750000 
1,7000000 
1,5257937 
1,3672772 
1,2315934 
1,1231324 
1,0450688 
n=20 
1,9047619 
1,7690476 
1,6296992 
1,4970482 
1,3757842 
1,2686035 
1,1773033 
1,1032160 
1,0474142 
1,0108238 
51 0,00 0,00 0,00 0,00 0,00 
0,35 0,10 0,05 
42 
33 
0,30 
PRE 
