206 
ON THE RATIONAL TRANSFORMATION BETWEEN TWO SPACES, 
[447 
n — -I 
/* 
a l = 
0 
2p — 3 
«1 
2 
A 5 1 
‘xs 1 
. 1 
~N 
2 
a 2 = 
3 
0 
a 2 
= 
3 
0 
a 3 = 
3 
0 
«3 
= 
1 
0 
a 4 = 
2p - 
3 
0 
a 4 
= 
2p - 2 
0 
u p = 
0 
1 
a p 
= 
0 
3 
a P+1 = 
0 
3 
a p+i 
= 
0 
1 
a 2p = 
0 
3 
a 2p 
= 
0 
2 
«4p-3 ~ 
1 
0 
a 2p+l 
= 
0 
1 
a 4p—3 
— 
1 
0 
n = 
S- 
a l = 
0 
2^-4 
“x 
= 
1 
2 p- 
2 
a 3 = 
7 
0 
= 
3 
0 
«4 = 
2p- 
4 
0 
«3 
= 
2 
0 
a p+l = 
0 
7 
a 4 
= 
2p-2 
0 
a 3p = 
0 
1 
= 
0 
1 
a -ip—2 = 
1 
0 
a p + l 
= 
0 
3 
a 2p 
= 
0 
1 
a 2 P + 1 
= 
0 
2 
a 4p-2 
v 
= 
1 
0 
+ 1 
= 
3 
2p - 
3 
a l = 
7 
2p- 
1 
a 3 : = 
4 
0 
a 4 = 
2p - 
1 
0 
a 4 = 
CO 
1 
Ol 
0 
a p = 
0 
7 
°-p 
0 
4 
a 3p+l = 
0 
1 
a p +1 ~ 
0 
3 
a 4p-3 — 
1 
0 
v_ 
a 3p 
0 
1 
a 4p-3 = 
1 
0 
+ 2 
/ 
a i = 
3 
2p- 
1 
“l = 
4 
2p — 
2 
a 2 = 
3 
0 
a 3 = 
3 
0 
«4 = 
2p-l 
0 
a 4 = 
2p - 
2 
0 
a p = 
0 
3 
a i> = 
0 
3 
a p+1 ~ 
0 
1 
a p+l ~ 
0 
4 
«2i> + l = 
0 
3 
a 3p = 
0 
1 
a 4p-2 “ 
1 
0 
s 
*8 
i 
II 
1 
0 
V '— 
y 
n — \p + 3 
J- ... 
s 
A 
r 
, *— 
s 
, — 
~N 
a x - 0 
2jo — 2 
a 4 = 9 
2p-3 
a, = 2 
2p — \ 
«x =• 5 
•2j9 -1 
“ 3 
0 
a., = 6 
0 
«2 = 3 
0 
«3 = 2 
0 
«3 = 3 
0 
u 4 =2p -3 
0 
a 3 = l 
0 
«4 =2p-1 
0 
a 4 =2p — 2 
0 
a p+1 = 0 
6 
a 4 = 2j0 — 1 
0 
a p = o 
2 
a />+1 = 0 
3 
a p+2 = 0 
1 
«p = o 
1 
a p+i = o 
5 
4 3 
+ 
ii 
o 
1 
a 3p+l = 0 
1 
Op+x = 0 
3 
«3^+2 = 0 
1 
«2p+l — 0 
3 
a 4p_l = 1 
0 
a 2p+l = 0 
2 
«4p—1 = 1 
0 
a 4p-l = 1 
0 
a 2p + 2 = 0 
«4p-l = 1 
1 
0