574 Mr. Gompertz on the nature of the function 
TABLE VII. — continued. 
Logarithm of the Carlisle chance of living 75 years for every age a. 
a 
X chance. 
a 
X chance. 
a 
X chance. 
a 
X chance. 
a 
X chance. 
0 
1,22402 
6 
1,09821 
12 
2,6651 1 
18 
3.94169 
24 
3,26900 
1 
1,25299 
7 
1,041 19 
13 
2,56149 
»9 
3.81439 
25 
3.18494 
2 
1,24230 
8 
2,97918 
2.45593 
20 
3.69250 
26 
3,07898 
3 
1,22209 
9 
2,91 101 
15 
2.35295 
21 
3.58019 
27 
4,93607 
4 
1,18885 
10 
2,83813 
16 
2,22455 
22 
3.47676 
28 
4.71760 
5 
1,14678 
1 1 
2,75639 
17 
2,08134 
23 
3.37066 
Logarithm of the Carlisle chance of living 80 years for every age a. 
0 
2,97909 
5 
2,81604 
10 
2,34206 
15 
3.67778 
20 
3,1696 
I 
2,99530 
6 
2,74015 
1 1 
2,21291 
16 
3,56508 
21 
3.0635 
2 
2,96941 
7 
2,65214 
12 
2,06888 
17 
3.46155 
22 
4,9204 
3 
2,93272 
8 
2,55018 
13 
3.92839 
18 
3.35542 
23 
4,7016 
4 
2,87848 
9 
2.44523 
H 
3.80031 
»9 
3.25372 
Logarithm of the Carlisle chance of living 85 years for every age c. 
0 
2,64836 
4 
2,41271 
8 
3.91708 
12 
3.44909 
16 
3,04845 
I 
2,63724 
5 
2.31997 
9 
3.78962 
13 
3.34213 
17 
4.90525 
2 
2,58037 
6 
2,19667 
10 
3.66689 
14 
3.23965 
18 
4,68641 
3 
2,50372 
7 
2,05591 
1 1 
3.55345 
»5 
3.15490 
Logarithm of the Carlisle chance of living 90 years for ev ery age a. 
0 
2,15229 
3 
3.87062 
6 
3.53721 
9 
3.22895 
12 
4,89279 
1 
2,09377 
4 
3.75709 
7 
3.43612 
10 
3.14401 
13 
4.67312 
2 
3.98414 
5 
3,64480 
8 
3.33082 
1 1 
3.03682 
Logarithm of the Carlisle chance of living 95 years for every age a. 
0 
3.47712 
2 
3.36435 
4 
3.19642 
• 6 
3.02058 
8 
4»66 1 8 1 
1 
3.43431 
3 
3.28436 
5 
3.12193 
7 
4.87982 
Logarithm of the Carlisle chance of living 100 years for every age a. 
4,95424 
4,91768 
4,80805 
4.61535 
