396 



I'.KAX. 



Table IT. -I/^'h of Taytay — 



Species of individual. 

 The true species is in 

 parenthesis, except 

 where no parenthesis 

 is given. 



Australoid 



Australoid 



Blend 



Blend (Cro-Magnon) . 



Blend 



Blend 



Cro-iMagnon 



Alpine (Iberian) 



Iberian 



Blend . 



Blend (Iberian) 



Australoid 



Alpine (Iberian?) 



Blend (Iberian?) 



Blend 



Blend (Primitive) 



Blend (Primitive) 



Alpine 



Australoid 



Blend (Iberian) 



Blend (Primitive) 



Iberian?. 



Iberian . 



Australoid 



Alpine (Iberian?) _. 



Cro-Magnon 



Australoid 



Blend (Australoid) - 

 Blend 



Blend (Iberian) 



Blend 



Blend 



142 

 143 

 144 

 14.5 

 146 

 147 

 148 

 149 

 1.50 

 151 

 152 

 153 

 1.54 

 155 

 156 

 157 

 158 

 159 

 160 

 161 

 162 



163 



165 

 166 

 167 

 168 

 169 

 170 



171 

 172 

 173 



Blend , 174 



Blend 



Alpine 



Blend (Iberian) 



Blend 



Australoid 



Blend 



Cro-Magnon 



Australoid 



175 

 176 

 177 

 178 

 179 

 180 

 181 

 182 



183 





784 

 775 

 800 

 801 

 816 

 825 

 833 

 875 



870 

 877 



885 

 S86 

 222 

 915 

 1,085 

 921 

 931 

 935 

 934 



940 



941 

 954 

 471 



543 



1,069 



1,048 



1,077 

 360 

 348 



40.3 

 38.4 

 39.2 

 36.8 

 38.3 

 37.5 

 30.2 

 ?9.2 

 36.0 

 38.2 

 37.2 

 38.2 

 36.2 

 27.6 

 36.3 

 34.8 

 37.4 

 34.7 

 38.0 

 33.6 



37.2 



35.9 



36.2 

 38.8 

 37.3 

 37.6 

 38.4 

 36.9 



36.9 

 36.7 

 36.8 

 37,9 



39.4 

 35. 5 

 33.2 





37.2 

 37.3 



38.6 



24.3 

 25.2 

 23.8 

 22.9 

 23.5 

 23.6 

 22.4 

 22.9 

 24.0 

 23.0 

 25.3 

 23.2 

 23.4 

 23.5 

 23.9 

 23.9 

 23.3 

 23.0 

 22.6 

 24.1 

 22.6 



23.1 



23.4 

 24.2 

 22. 5 

 23.7 

 23,5 

 U3.4 



22.7 

 24.1 

 23.5 

 23.2 



23.9 

 22.9 

 22,3 



23.2 

 22. 3 



39.1 

 41.2 

 42.0 

 39.4 

 41.2 

 44.0 

 40.0 

 39.5 

 40.0 

 37.7 

 39.0 

 .38.6 

 38.5 

 38.0 

 36.0 

 35.5 

 34.7 

 35.5 

 38.0 

 36.5 



a. ? 



24.2 

 24.4 

 2.5.6 

 24.5 

 25.1 

 2.5.5 

 26.3 

 25.3 

 24.2 

 25. 5 

 22.9 

 24.3 

 23.7 

 25.0 

 24.2 

 23.7 

 23.8 

 21.3 

 23.1 

 24.1 

 24.6 



19.5 

 17.5 

 17.5 

 22.0 

 17.0 

 18.5 

 18,5 

 16.7 

 17.0 

 17.1 

 18.5 

 17.0 

 17.6 

 17.0 

 16.0 

 10. 2 

 15.5 

 17.4 

 17.6 

 17.0 

 17.3 



41. 5 25. 7 16 



22.5 1 40.2 



36.2 

 37.4 

 39.5 

 39.0 

 42.3 

 36.8 



40.7 

 37.0 I 

 40.2 

 20.3 



42.4 

 39.2 

 36.0 



25.2 



23.4 

 23.3 

 23.9 

 24.6 

 25.8 

 23.4 



25.1 

 24,3 

 25.6 



17.8 



16.4 

 17.8 

 17.4 

 19.9 

 18.2 

 16.3 



16.8 

 17.2 

 18.0 

 17.5 



o be 



•J2 o 



i O J/ O 2 ! 



I S 







11.8 

 10.9 

 10.8 

 12.8 

 10.8 

 10.8 

 11.1 

 10.5 

 10.4 

 10.9 I 

 11.2 j 

 10.6 j 

 10.8 I 

 11.1 

 '10.2 

 10.6 

 10.4 

 10.7 

 11.4 

 10.8' 

 11.6 



11.1 



10.6 

 11.1 

 10.5 

 12.5 

 11.1 

 10.3 



10.3 

 11.3 

 11.5 



25.5 I 

 23.8 i 

 2.3.1 ; 

 23.0 ' 



23.2 : 

 25.0 i 

 24.5 I 



18.3 I 

 26.0 I 

 22.5 j 

 24.3 j 



23.5 I 



24.6 ' 

 22.0 I 



20.5 I 



23.6 I 

 24.5 [ 

 24.0 ' 

 21.0 [ 

 24.0 I 



23.7 i 



32.0 

 33.2 

 36.2 



15.5 

 14.9 

 14.3 

 13.4 

 14.8 j 28.6 

 1.5.4 , 29.6 

 14.6 I 33.0 

 11.5 j 33.8 

 1.5.9 32.7 



14.3 

 14.8 

 14.7 

 15. 1 

 14.3 

 13.1 

 15,5 

 16.4 

 14.7 

 13.6 

 15.2 

 15.9 



32.7 

 34.7 

 29.7 

 32.5 

 31.0 

 30.9 

 28.4 

 26.5 

 29.0 

 32.7 

 28.0 

 30.9 



23.1 I 14.3 34.5 



23.4 14.6 , 34.1 



I 



23.5 

 25.2 

 27,3 

 21,6 

 24.3 

 22.0 



24.5 

 22.3 

 26.0 j 



1,5.1 1 31.3 



1.5.7 j 



16.5 j 



13.6 I 



14.8 ; 



14.0 



1.5.1 

 14.6 

 16.6 



31.0 

 33.5 j 

 31.7 1 

 31.0 ■ 

 34.0 i 



Si. 3 

 29.4 

 29.0 



I 



10. 7 • 24. 2 14. 8 



t 



25.7 , 18.6 I 11.2 



25.3 ; 16.7 I 10.8 



24.1 i 16.1 10.8 



I 



26.4 16.0 i 33.6 



22.5 14.5 j 31.3 

 23.4 15.7 I 28.0 



40.8 

 42.7 



25.5 ] 

 25. 5 



18.8 j 

 17.6 



11.7 I 

 10.6 I 



21.6 I 

 24.4 ! 



13.5 

 14.5 



33.9 

 33.0 



41.4 25.7 18.4 I 11.4 



22.6 14.0 1 30.0 



