4 
Harris, A quantitative study of the factors influencing etc. 
All are of a low Order of magnitude. Of the 20,16 would 
ordinarily be considered statistically significant in comparison with 
Table II. 
Weight 
Series L 
Series LL 
Series GG 
Series NH 
Series ND 
3 
2 
1 
4 
1 
— 
— 
2 
28 
5 
5 
1 
1 
14 
108 
6 
8 
13 
3 
87 
339 
7 
15 
24 
4 
361 
733 
8 
32 
47 
25 
1049 
681 
9 
38 
146 
36 
1507 
317 
10 
81 
191 
74 
1369 
126 
11 
96 
321 
137 
879 
24 
12 
144 
401 
220 
363 
5 
13 
217 
499 
383 
101 
— 
14 
336 
547 
523 
33 
— 
15 
339 
520 
689 
11 
— 
16 
401 
431 
919 
— 
— 
17 
305 
343 
1073 
— 
— 
18 
304 
216 
1016 
— 
— 
19 
232 
150 
923 
— 
— 
20 
184 
53 
784 
— 
— 
21 
69 
24 
612 
— 
— 
22 
28 
12 
390 
— 
— 
23 
15 
7 
250 
— 
— 
24 
9 
1 
161 
— 
— 
25 
1 
— 
80 
— 
— 
26 
1 
— 
38 
— 
— 
27 
— 
— 
14 
— 
— 
28 
— 
— 
5 
— 
— 
29 
— 
— 
3 
— 
— 
30 
— 
* 
1 
— 
— 
Table III. 1 ) 
Series 
Ovules 
and Weight 
Seeds 
and Weight 
Ovules Failing 
and Weight 
Seed/ovule 
Index 
and Weight 
L 
— .0401 
— .2051 
+ .1905 
— .1991 
+ .0126 
+ .0121 
+ .0122 
+ .0121 
LL 
+ .0586 
— .1068 
4- .1473 
— .1388 
+ .0107 
+ .0095 
+ .0084 
+ .0087 
D 
— .1227 
- .0069 
— .0859 
+ .0745 
+ .0118 
+ .0139 
+ .0138 
+ .0131 
H 
— .1410 
— .0599 
— .0273 
+ .0094 
+ .0087 
+ .0088 
+ .0089 
+ .0088 
GG- 
H- .0109 
- .1007 
+ .1016 
— .1126 
+ .0073 
+ .0073 
+ .0073 
+ .0073 
Average 
— .0469 
— .0959 
+ .0652 
— .0732 
their probable errors. But it must be remembered that when cor- 
relation is low the probable error calculated by the ordinary formula 
x ) Sheppard’s Correction was applied to Seed Weight. 
