334 On Random Occurrences in Space and Time 
TABLE III. 
/3= -354 P' ='22 
M = 2'58l TABLE OF P" = -7\ 
LENGTHS OF INTERVALS and NUMBER of ffSTERVALS. 
LENGTHS 
OF 
INTERVALS 
NUMBER OF INTERVALS 
TOTALS 
1 
2 
3 
4 
5 
6 
7 
8 
& OVER 
/3 - 1 
27 
25-5 
82 
93-9 
144 
1 58-6 
140-5 
163-3 
103 
1 14-4 
48-5 
57-8 
22 
21 -8 
O 
7-9 
567 
643-2 
1 - 2 
49 
35-9 
I07-5 
1 18-9 
233-5 
179-7 
182-5 
163-9 
125-S 
ICO- 7 
47-5 
44- 1 
16 
14-2 
O 
4-2 
761 -5 
661 -6 
2-3 
20 
31-5 
82 
90-4 
139-5 
116-7 
86-5 
89-5 
39 5 
45-3 
14 
16 
4 
4- 1 
O 
•9 
385-5 
394-4 
3-4 
25-5 
27- 1 
64- 5 
65- 8 
75 5 
70-5 
43-5 
43-9 
17-6 
4 
4-8 
O 
-9 
O 
224 
230- 7 
4-5 
18-5 
22:7 
45-5 
45-1 
43-5 
38 5 
17 
18-5 
5 
5l5 
O 
1^1 
O 
IZ9-5 
131 -5 
5-6 
20 
18-3 
23-5 
28-3 
1 9 
5-5 
6J 
1 
1 2 
O 
69 
72 1 
6-7 
lO 
13-8 
13 
IS-4 
8 
6 6 
-5 
15 
O 
31 - 5 
37 -4 
7-8 
13 
9-4 
9 
6-4 
O 
1 -5 
22 
17-3 
8-9 
4 
5-1 
1 
1-2 
5 
6 -3 
9 & OVER 
O 
O 
ll 
O 
:8 
TOTALS 
187 
189-9 
428 
465-6 
663 
590-2 
476 
486 
285 
284-7 
1 14 
123-9 
42 
41 • 1 
O 
13-1 
2195 
2195-3 
The theurutical uiuaii length of interval for a given n i« shown in the following 
table together with experimental mean found as for the lengths of intervals in an 
indefinitely long time. 
TABLE IV. 
Number of Intervals 
in Periods of 10 
seconds (n) 
T + li 
n + 2 
Experimental 
Medns 
/3 from 
Experimental 
Means 
1 
3-4513 
3-3191 
negative 
2 
2-5885 
2-6219 
■4876 
3 
2-0708 
2-0926 
•4630 
4 
1-7256 
1-7903 
-7418 
5 
1-4791 
1-4240 
negative 
6 
1-2941 
1-2733 
-1864 
7 
1-1504 
] -0952 
negative 
