W. R. Macdonell 
199 
Head Length and Finger. Table XXII., p. 224. 
/ij = - 03761, 01169, e = -305411, 
•305411 = e- -OOO-l-Id"- - -000259^^' - -000091^^ ; 
whence 6 = -3054401, r = -3007 + 0181. 
Head Length and Height. Table XXIII., p. 224. 
A = - -38173, A; = --03761, € = -34673, 
•34673 = 6 + -007178^2 _ .024479^' + -002727^^; 
whence 6 = '3468384, r = -3399 ± -0207. 
Head Breadth and Face Breadth. Table XXIV., p. 224. 
/t = - -36114, ^' = 0, € = -660597, 
-660597 = 6- ■02112,16' + -008269^=; 
whence d = 6659329, r = -6178. 
If we calculate r from a division nearly median (Table XXIV.", p. 224) we 
have : 
A = -0234, ^■ = 0, e = -655725, 
-655725 = 6 - -0000913^^' - -0000365^'; 
whence 6 = "655755, r = -6098. 
Head Breadth and Finger. Table XXV., p. 225. 
;i = - -36114, ^■ = -01169, € = -15085, 
-15085 = d- -002111^2 - -021757^^ - -0008116'^ ; 
whence 0 = -1509732, r = -1504. 
If we adopt a median division (Table XXV.", p. 225) we shall find r = -1459. 
Head Breadth and Cubit. Table XXVI., p. 225. 
/i = - -36114, A; = --06773, € = -135737, 
•135737 = 6 + -012230^= - -022402^5 + -004684^* ; 
whence ^ = -1355670, ?• = -1352 ± -0196. 
Head Breadth and Foot. Table XXVII., p. 225. 
;i = - -10295, ^• = - -36114, e = -208238, 
-208238 = 0+ 01859^- - -0232736'3 + •0070926'^ ; 
whence 0 = -2076318, r = -2061. 
Face Breadth and Fhiger. Table XXVIII., p. 225. 
h = 0, ^• = -01169, € = -326748, 
•326748 = ^- -0000236'^ 
whence 6 = "3267488, r = -3210. 
