TABLE A. 105 
In nth generation: 
G.me (i wate a tea a bostTitL mum ty lee 
P M—Mc \ [MMe | HP a [MMe | fe 
(eerie rl See 
| +1 
CS ay 
As the sum of the above progression within the brackets is found 
, : m 
in which a = 1 and 7 = ra 

by the formula S = ear 
e me, I 2 OE Mio Me 
P M=>Me m  M—Mc M—Mc—m 
'~M—Mc 


Fs Ege UE hh = Formula (3) ;* 
PSM e—=m 
and 
rate mc ae : 
C=Px RES Eee ha Formula (4) ; 
TABLE A. 
{From Formula (4).] 



















When M = 10 | 
andm= 9. 8. Te 6. Si, 4. Bice ih 1 
ici i then aaa 9 8 i 168 a 4 3 | 2 1 
= pure-breeds X we mio mie Ae Q 2 4 6 8 
| 
If c = }, then C = P x a 4, 5 : 2 i 3 2 x 
sh Aa TE Se eae 7 : i a sued s | = aes 
1 A ae ae = a sat = #5 590 an | a | se 
| | 
ae ae pias Grin a ans = aS as | aS | = | ce | ae 
* Formulas (1) and (2) were given in my paper on Divergent Evolution (see 
Appendix I). 
