16 
М. РыКАЧЕВЪ. 
Таблица А. 
А 
S— s 
L в г у с т ъ 
J го 
(S- 
S) 
Сентябрь 
S — s J w (S — 
s) 
0 к T 
S — s 
5 6 p b 
w 
(S-s) 
С 
ч 
о 
I 
и 
III 
I 
II 
III 
O 
4 
O 
I 
II 
ni 
i 
il 
III 
6 
O 
I 
il 
III 
I 
и 
III 
ев 
d 
а, 
d 
d 
d 
t? 
eî 
d 
d 
c i 
d 
d 
a 
F 
d 
d 
d 
C« 
d 
d 
! 
г—і 
1 
05 
! 
I 
r—H 
1 
Ci 
1 
t- 
1 
1 
Ci 
! 
t> 
1 
rH 
1 
05 
1 
ï> 
1 
r—1 
1 
Ci 
1 
! 
r—< 
1 
Ci 
1 
1 
Р 
« 
сз 
1 
Р 
1 
P 
1 
d 
1 
P 
1 
P 
1 
P 
1 
P 
1 
P 
1 
cé 
1 
P 
1 
P 
ce 
1 
P 
i 
P 
1 
d 
i 
Ci 
f-H 
сі 
H 
(O 
1—< 
Ci 
l> 
r—< 
Ci 
b- 
05 
r—< 
7 
3.2 
11.2 
1 
0.0 
3.9 
4.9 
0.0 
11.7 
16.2 
1 
0.2 
0.2 
1.1 
0.2 
0.3 
1.6 
8 
0.7 
2.3 
1.5 
1.6 
6.0 
3.1 
2 
0.2 
3.5 
5.1 
0.3 
10.5 
15.3 
2 
0.0 
1.1 
2.3 
0.0 
2.9 
6.0 
9 
0.0 
1.4 
1.9 
0.0 
5.5 
8.5 
3 
0.1 
4.1 
5.0 
0.2 
11.1 
12.0 
3 
0.7 
0.8 
3.7 
2.0 
2.8 
14.1 
10 
1.0 
0.7 
2.6 
4.0 
3.1 
11.2 
4 
0.2 
1.0 
1.1 
0.4 
1.3 
1.9 
4 
1.6 
2.2 
3.3 
8.0 
14.3 
18.5 
11 
2.3 
4.3 
4.6 
6.9 
12.9 
12.4 
5 
0.0 
1.4 
1.4 
0.0 
2.7 
2.2 
5 
0.6 
1.4 
3.6 
2.2 
5.9 
14.0 
12 
0.6 
5.8 
2.5 
0.8 
17.4 
6.0 
6 
0.0 
0.4 
1.7 
0.0 
2.8 
9.2 
6 
1.0 
0.5 
2.0 
2.8 
1.8 
9.2 
13 
0.8 
0.2 
0.7 
2.5 
0.7 
3.7 
7 
1.1 
2.2 
3.3 
5.2 
13.4 
14.5 
7 
0.8 
1.8 
2.7 
3.4 
10.3 
13.2 
14 
0.9 
3.3 
4.0 
4.3 
21.8 
18.4 
8 
0.6 
3.2 
2.4 
1.7 
8.3 
7.2 
8 
2.0 
1.7 
3.2 
14.8 
13.6 
22.1 
15 
1.0 
5.0 
6.0 
2.2 
17.0 
14.4 
9 
0.3 
1.5 
0.7 
1.2 
5.7 
2.4 
9 
0.8 
1.8 
3.7 
2.8 
7.0 
17.4 
16 
0.6 
0.1 
1.8 
1.7 
0.4 
4.3 
10 
0.1 
2.2 
3.5 
0.4 
14.1 
21.0 
10 
1.0 
1.3 
2.3 
4.1 
4.8 
7.8 
17 
0.0 
0.9 
1.8 
0.0 
1.7 
3.8 
11 
0.4 
2.5 
2.3 
1.4 
9.7 
7.4 
11 
0.2 
1.6 
3.9 
0.6 
5.4 
17.6 
18 
0.0 
3.9 
4.4 
0.0 
8.6 
14.1 
12 
0.0 
1.3 
1.9 
0.0 
3.0 
3.8 
12 
1.7 
2.5 
3.5 
5.8 
10.0 
11.9 
19 
0.6 
2.6 
1.2 
1.5 
7.8 
5.5 
13 
0.0 
2.0 
3.0 
0.0 
3.6 
8.4 
13 
1.9 
0.7 
1.1 
8.4 
3.0 
5.4 
20 
0.0 
0.0 
0.7 
0.0 
0.0 
2.3 
14 
0.7 
2.5 
3.5 
1.5 
6.2 
9.4 
14 
0.9 
1.5 
1.8 
3.5 
4.9 
4.3 
21 
0.7 
5.0 
5.2 
2.2 
19.0 
10.9 
15 
0.2 
2.4 
2.7 
0.5 
6.5 
8.9 
15 
0.0 
0.8 
1.8 
0.0 
1.9 
4.5 
22 
0.9 
1.5 
2.5 
1.8 
3.1 
7.0 
16 
0.6 
0.7 
1.7 
2.0 
3.4 
5.4 
16 
0.4 
0.7 
2.7 
1.6 
3.5 
15.4 
23 
0.2 
1.1 
0.9 
0.2 
3.6 
3.3 
17 
0.0 
0.2 
0.7 
0.0 
0.8 
2.4 
17 
2.1 
1.0 
0.7 
12.6 
3.8 
1.7 
24 
0.7 
2.2 
4.2 
2.5 
9.9 
13.4 
18 
0.4 
1.7 
2.4 
1.4 
6.8 
7.4 
18 
0.2 
0.8 
0.8 
0.5 
1.9 
1.8 
25 
1.0 
1.2 
1.5 
1.7 
3.6 
3.7 
19 
0.1 
1.7 
3.0 
0.3 
6.5 
9.3 
19 
0.8 
0.7 
1.8 
2.7 
2.9 
6.8 
26 
0.0 
3.3 
5.0 
0.0 
13.2 
14.5 
20 
0.3 
0.8 
1.4 
0.9 
3.1 
4.2 
20 
0.5 
0.0 
0.4 
1.6 
0.0 
1.2 
27 
0.5 
4.0 
5.5 
1.1 
16.0 
24.2 
21 
0.1 
1.1 
1.3 
0.3 
1.8 
4.5 
21 
1.2 
1.9 
2.5 
5.6 
10.6 
15.0 
28 
1.1 
4.9 
3.6 
3.2 
12.7 
6.8 
22 
0.3 
1.2 
1.6 
1.4 
6.6 
7.5 
22 
0.5 
1.1 
2.4 
2.4 
5.1 
11.0 
29 
0.5 
2.3 
4.4 
1.3 
4.6 
11.9 
23 
0.1 
0.7 
1.6 
0.4 
2.9 
4.0 
23 
0.6 
0.4 
1.5 
2.0 
1.0 
4.8 
30 
0.4 
3.8 
5.4 
1.1 
15.2 
17.8 
24 
1.1 
1.2 
1.4 
2.5 
3.5 
3.1 
24 
0.1 
0.0 
0.0 
0.3 
0.0 
0.0 
31 
1.0 
3.2 
3.5 
2.8 
8.0 
8.7 
25 
0.0 
0.8 
0.7 
0.0 
2.4 
2.9 
25 
0.0 
0.5 
0.9 
0.0 
2.5 
2.6 
26 
0.6 
1.1 
0.8 
2.0 
2.4 
1.9 
26 
0.0 
0.4 
0.6 
0.0 
1.0 
1.4 
27 
0.0 
0.9 
0.0 
0.0 
1.8 
0.0 
27 
0.5 
0.5 
0.8 
1.3 
1.0 
0.9 
28 
0.3 
0.4 
2.0 
0.4 
1.5 
8.4 
28 
0.4 
0.8 
0.5 
1.1 
3.0 
2.3 
29 
1.3 
1.4 
2.0 
4.3 
6.0 
7.6 
29 
0.9 
0.8 
1.1 
4.3 
3.8 
3.6 
30 
0.3 
2.0 
1.9 
0.8 
4.4 
4.4 
30 
0.1 
0.0 
0.0 
0.3 
0.0 
0.0 
31 
0.0 
0.0 
0.0 
0.0 
0.0 
0.0 
Пользуясь таблицею А, мы для каждаго отдѣльнаго промежутка составили уравненія 
вида (4), причемъ величину w получали, выбирая изъ приложенной таблицы II соотвѣт- 
