CONNECTED WITH HUMAN MOETAEITT. 
629 
and therefore 
__ .-p f 3‘886311 inicQ T\/r at / 3'81882| inPiaa 
M2o=Cb —XL2o—|__2_^g^gg|— ‘10168 Mjo— CS ”“^^ 50 — 
nr TAP®® AT f 3*75249^ TTO/ifi 
M8 o=C€ "“^^ao“|_2‘97909| — 
XM2„=1-007326) XM8„=1‘22467) XM8o=1-04747| 
=-•99268 ) =-*77533) --95253) 
X(-XM2o)= 199680,* X(-XM8„)=I •87814; X(-XM8o)=I04747. 
To find Q. 
X(-XM2„)=1‘99680 
X(-XM8„)=T-04747 
r04427 
-2 X(-XM,o)=T‘ 75628 
XQ=T-28799 
Q= -19408 
1_Q= -80592 
X(1-Q)=T-90629 
|X(l-Q)=I-95336 
Its compt. = -046861 
X(%=30)=l-47712j 
^77T^=1-52398 
-7p==33-418 
h =7reH-w+— 7 ==== 83-418 
vi— (d 
h — m=63-418 
h — m— w=33-418 
X— X.Mm+n + AA— m— x — aM^— — m — M 
X(-XM^,„)= 1-87814 
X(^-m) 1-80223 
r-68037 
1-52081 
30) -15956 =Xe'“ 
\e = -00531866 
Xe^'>== -10637 
X(-XMJ=:r99680 
X(A— w)=l-52401 
1-52081 
XX2'„=X(— XM 20 ) 
-Xe^® 
X(-XM 2 o)=I ‘99680 
-Xe 2 «=l -89363 
-X(A-20)=2-19777 
XX^o=2-08820 
X^„=0-12252 
Formula. 
XL^=CS*— X"^{e*^— A.X^'o} 
XC= -59461 A= 83-412 
C=3-93197 
Xe=-0053186 
XX 2 'o= 2-08822 
Proof of work (see the Theorem). 
X(-XM2o)=rXX2o =2-0882 X(-XM8o)= fXX^ =2-0882 
X63-418=l-80223 ^X33-418=l-52398 
lXe"“ = -10637 = -26593 
1-99680 
1-87811 
X(-XM8o)= rxX^ =2-0882 
ix3-418= -53377 
Ixe'" = -42548 
4c2 
1-04745 
