Pendolo corto 
— 118 — 
II.° Esperienza — Palla cava d’ottone N. 1. 
Pendolo lungo 
® Hd cr 
ss Intervallo Intervallo sE - Intervallo Intervallo 
z È osservato probabile È 2 S osservato probabile Si 
(aio e 
orm s orm Ss S orm ss or m Ss s 
1.21.23,22 1.21.23,198 | + 0,022 1.11.06,18 1.11.06,198 | — 0,018 
a 0 1.21.23,21 | 1.21.23,197 |+ 13 a o TUR | Imago | 7 
1.21.43,03 1.21.42,977 |+ 59 1.11.16,63 1.11.16,602 | + 28 
1.17.59,73 1.17.59,732 |— 2 1.20.03,79 1.20.03,808 |— 18 
| 1.18.05,96 1.18.05,382 |— 22 . 1.21.16,66 1.21.16,644 | + 16 
1.17.39,93 1.17.89,948 | — 18 1.21.58,28 1.21.58,264 |+ 16 
1.19.55,62 1.19.50,591 |+ 29 1.05.36,69 1.05.36,695 | — 5) 
| 1.20.26,70 1.20.26,676 | + 24 c 0 1.03.45,72 1.03.45,738 |— 18 
1.20.35,13 | 1.20.35,152 |— 22 1.03.21,43 | 1.03.21,422 !+ 8 | 
9:33 | Manager |M 1.05.54,00 | 1.05.54,096 |— 36 
d o 1.23.24,63 | 1.23.24,708 |— "78 d 0 1.06.35,64 | 1.06.35,657 |— 17 
1.23.50,14 1.23.50,139 14 l 1.06.49,52 1.06.49,530 |— 10 
| 1.20.43,63 1.20.43,634 | — 4 1.03.56,10 1.03.56,110 |—- 10 
ed 1.21.14,72 | 12114718 |+ 2 G o 1.03.56,14 | 1.03.56,118 |+ 22 
| 1.20.40,82 1.20.40,807 |+. 13 1.04.44,66 1.04.44,667 | — tI 
| ì 
u = 05,000 0088 u = 08,000 0079 
v = 0,000 0022 v = 0,000 0020 
m, = 0,000 0085 m, = 0,000 0075 
IIT.® Esperienza — Palla piena d’ottone. 
Pendolo corto 
Pendolo lungo 
SE | SE 
S| Intervallo Intervallo S| Intervallo 
(ES v Ge 
2. | osservato probabile S.E| osservato 
aio QI 
or m s orm Ss Ss or m Ss 
7222327 | .2223,275 |— 0.005 6.37.27,63 
a & 7722.5155 | 7.22.51,520 |+ 30 a ) 6.38.26,30 
1.24.58,63 7.24.58,616 | 14 6.39.22,05 
6.31.04,69 | 6.31.04,730 |— 40 5.36.43,04 
bj 6.31.16,08 | 6.31.16,025 | + 55 De BILIA 
6.30.59,07 6.30.59,078 | 8 d.37.31,64 
u = 05,000 0019 = 
v = 0,000 0008 Va 
m,= 0,000 0018 m= 
05,000 0032 
0, 000 0013 
0,000 0031 
Intervallo 
probabile 
orm s 
6.37.27,619 
6.38.26,5174 
6.39.22,053 
5.36.43,044 
5.87.11,721 
5.97.31,587 
