18 
1 
2 
3 
4 
5 
6 
7 
8 
9 
Brooking 
824 
Summe der 
Fehlerquadrate 
15.5 
n + 8g 
X (t'—t) 
Î («'-«)* 
v(t'-t)(0-Q) 
+4.1 
+ 0.4 
—1.7 
—1.4 
+ 0.3 
—0.5 
+ 0.7 
+ 0.3 
—1.4 
—1.1 
+ 0.2 
—0.4 
+4.0 
+ 0.3 
— 1.1 
—3.2 
+ 1.9 
—1.0 
+ 1.7 
+ 0.3 
—0.8 
—3.6 
+ 2.4 
—0.9 
+ 1.6 
+ 0.2 
—0.6 
—5.0 
+4.5 
—1.1 
+ 2.9 
+0.2 
—0.4 
—3.5 
+ 2.2 
—0.7 
+2.2 
+ 0.1 
—0.3 
—1.7 
+ 0.5 
—0.2 
+ 2.3 
+ 0.1 
—0.2 
—1.6 
+0.4 
—0.2 
-0.2 
+0.1 
—0.1 
—0.8 
+ 0.1 
—0.1 
2 
+ 1.2 
—1.6 
+ 0.9 
-1Д 
—0.3 
+ 0.8 
+ 0.7 
+ 1.0 
—0.9 
Brooking 
830 
Summe der 
Felderquadrate 
50.6 
n+&g 
X (t '—t) 
Uf-tV 
y(0'—Q) 
v[t'—l) (S'—ö) 
—2.0 
+ 1.5 
+ 1.7 
+ 2.1 
-0.5 
— 1.4 
—3.8 
+ 1.3 
+ 1.4 
+ 1.7 
—0.3 
—1.0 
—2.2 
+ 1.2 
+ 1.1 
+ 5.1 
—2.7 
—2.6 
—2.0 
+ 1.0 
+ 2.7 
+ 5.7 
—3.3 
—2.6 
—0.7 
+0.9 
+0.6 
+ 7.9 
— 6.3 
—3.0 
+ 1.0 
+ 0.8 
+0.4 
+5.5 
—3.1 
—1.8 
—1.3 
+0.6 
+ 0.3 
+ 2.6 
—0.7 
—0.7 
—2.3 
+0.5 
+0.2 
+ 2.4 
—0.6 
—0.5 
—5.2 
+ 0.3 
+ 0.1 
+ 1.2 
—0.2 
—0.2 
s 
+ 1.4 
—0.7 
-0.1 
+ 1.6 
—0.7 
+2.8 
+0.8 
—0.3 
—3.9 
Brooking 
779 
Summe der 
Fehlerquadrate 
72.8 
n+àg 
X (t ' — t) 
у [Г-Н) 
V (f-t) (S ■-«) 
+2.7 
-1.4 
—3.8 
+ 2.7 
—0.9 
+ 1.8 
+ 0.7 
—1.2 
—3.1 
+ 2.1 
—0.5 
+ 1.3 
+ 2.2 
—1.1 
—2.5 
+ 6.5 
—5.0 
+ 3.4 
—3.7 
—1.0 
—1.9 
+7.1 
—6.2 
+ 3.3 
—0.5 
-0.8 
— 1.4 
+ 10.0 
—11.8 
+ 3.9 
—0.9 
—0.7 
—1.0 
+ 7.0 
—5.8 
+ 2.3 
—2.5 
—0.6 
—0.6 
+ 3.3 
—1.3 
+ 0.9 
—3.6 
—0.4 
—0.3 
+ 3.1 
—1.2 
+ 0.6 
—4.4 
—0.3 
—0.2 
+ 1.5 
—0.3 
+ 0.2 
V 
+ 1.1 
—0.8 
+ 3.6 
—2.2 
—0.7 
+ 0.9 
—0.8 
—1.8 
—3.4 
Ehrlich 
228 
Summe der 
Felderquadrate 
80.0 
м + Дг/ 
x{t’—t) 
'4 (/'■-0 a 
У (в-в) 
Ì(S'~S) 2 
v(t-t)(e-o) 
—6.4 
+ 5.3 
+ 2.1 
—1.7 
-4" 0.6 
+0.3 
— 6.0 
+4.7 
+ 1.7 
—1.3 
+ 0.4 
+ 0.2 
—5.0 
+ 4.2 
+ 1.4 
—4.0 
+ 3.3 
+0.6 
—4.2 
+ 3.7 
+ 1.1 
-4.5 
+4.1 
+ 0.6 
—7.2 
+ 3.2 
+ 0.8 
—6.2 
+ 7.8 
+0.7 
—2.2 
+ 2.6 
+0.5 
—4.4 
+ 3.8 
+ 0.4 
—2.7 
+2.1 
+0.3 
—2.1 
+0.9 
+ 0.2 
—0.5 
+ 1.5 
+0.2 
—1.9 
+ 0.8 
+ 0.1 
—0.2 
+ 1.0 
+ 0.1 
—1.0 
+0.2 
0 
у 
+ 0.1 
—0.3 
+ 0.4 
+ 0.7 
— 1.0 
+ 0.8 
—1.3 
+0.1 
+ 0.2 
Kutter 
19 
Summe der 
Fehlerquadrate 
152.5 
п+Ьд 
x(l'-t) 
I (t' — t)- 
y <«'-«) 
î(6-О) 2 
-2.1 
+ 0.3 
+ 3.0 
+ 0.8 
—0.5 
0 
—4.8 
+0.3 
+ 2.4 
+ 0.6 
—0.3 
0 
—1.4 
+ 0.2 
+ 1.9 
+ 1.8 
—3.0 
—0.1 
—2.3 
+0.2 
+ 1.5 
+ 2.0 
—3.7 
—0.1 
+ 0.4 
+ 0.2 
+ 1.1 
+2.8 
—7.1 
—0.1 
+ 5.4 
+ 0.1 
+ 0.7 
+ 2.0 
—3.5 
—0.1 
+ 2.9 
+0.1 
+0.5 
+ 0.9 
—0.8 
0 
+2.6 
+0.1 
+0.3 
+0.9 
—0.7 
0 
—2.2 
+ 0.1 
+0.1 
+ 0.4 
—0.2 
0 
2 
+ 1.3 
—1.9 
—0.5 
—2.4 
—2.7 
+ 4.7 
+ 3.6 
+ 3.1 
—1.8 
Kutter 
20 
Summe der 
Fehlerquadrate 
29.3 
« + Д<7 
X (t' — t) 
l(t'-t)* 
у (9-в) 
5($'-$) 2 
® (# '—0 («'—в) 
—8.9 
+4.2 
+4.8 
+0.2 
+ 0.4 
—0.3 
—7.9 
+ 3.8 
+ 3.9 
+ 0.2 
+ 0.2 
-0.2 
—9.5 
+ 3.4 
+ 3.1 
+0.5 
+ 2.2 
-0.5 
—7.8 
+ 3.0 
+ 2.4 
+0.6 
+ 2.7 
—0.5 
—7.7 
+ 2.5 
+ 1.7 
+ 0.8 
+ 5.3 
—0.6 
—7.0 
+2.1 
+ 1.2 
+0.6 
+2.6 
—0.4 
—3.9 
+ 1.7 
+ 0.8 
+0.3 
+ 0.6 
—0.1 
—2.2 
+ 1.3 
+ 0.4 
+ 0.3 
+ 0.5 
—0.1 
—1.0 
+ 0.9 
+ 0.2 
+ 0.1 
+ 0.1 
0 
2 
+ 0.5 
0 
—0.9 
+0.3 
+ 2.0 
—0.9 
—0.8 
+0.1 
+ 0.3 
Nieberg 
573 
Summe der 
Fehlerquadrate 
128.5 
n+\g 
x(t'-t) 
*(''~0 2 
?/(«'—S) 
¿(s'-s) 2 
v(t'—i)(S'—S) 
—0.1 
+ 3.5 
+ 3.6 
—1.9 
+ 0.8 
—2.2 
—6.7 
+ 3.1 
+ 2.9 
—1.5 
+ 0.5 
— 1.6 
—3.6 
+ 2.8 
+ 2.3 
—4.6 
+ 4.7 
—4.3 
—5.0 
+ 2.4 
+ 1.7 
—5.1 
+ 5.9 
—4.2 
+0.7 
+2.1 
+ 1.3 
-7.1 
+ 11.3 
—5.0 . 
+2.4' 
+ 1.7 
+0.9 
—5.0 
+ 5.6 
—2.9 
+ 0.5 
+ 1.4 
+0.6 
—2.3 
+ 1.2 
—1.1 
+ 3.2 
+ 1.0 
+0.3 
—2.2 
+ 1.1 
— 0.8 
+4.2 
+0.7 
+ 0.1 
+ 1.1 
+0.3 
—0.3 
2 
+ 3.6 
-3.3 
—2.7 
—4.3 
+ 3.3 
+2.7 
+0.2 
+2.7 
+ 3.9