572 
Mr. Gompertz on the nature of the function 
TABLE VII. — continued . 
Logarithm of the Carlisle cha nee of living 40 years for every age a . 
a 
X chance. 
a 
X chance. 
a 
X chance. 
a 
X chance. 
a 
X chance. 
0 
1,70544 
*3 
1,82038 
26 
1.69538 
39 
‘*’>32320 
52 
2,24402 
I 
*>77233 
*4 
*>81557 
27 
1,67973 
40 
*,27366 
53 
2,10801 
2 
1,80280 
*5 
1,81057 
28 
1,66340 
4 * 
1,22298 
54 
3.98474 
3 
1,82567 
16 
1,80542 
29 
1,64654 
42 
1,16661 
55 
3.86721 
4 
1,83609 
17 
1, 80001 
30 
1,62896 
43 
1,10705 
56 
3.75967 
5 
1,84227 
18 
*>79385 
3 * 
1,61034 
44 
1,04240 
57 
3.66154 
6 
1,84359 
*9 
1,78624 
32 
1,58845 
45 
2.97377 
58 
3.56157 
7 
1,84247 
20 
1,77684 
33 
1,56223 
46 
2,89656 
59 
3.46748 
8 
1,83992 
21 
*>76513 
34 
*>53*30 
47 
2,80967 
60 
3.39278 
9 
1,83669 
22 
*>75233 
35 
*,49469 
48 
2,71025 
61 
3.29843 
10 
1,83292 
23 
1,73882 
36 
*>45556 
49 
2,60854 
62 
3,16813 
1 1 
1,82901 
24 
*>72494 
37 
1,41298 
50 
2,50913 
63 
4,96284 
12 
1,82486 
25 
1,71042 
38 
1,36836 
5 * 
2,38390 
Logarithm of the Carlisle chance of living 45 years for every age a . 
0 
*>67459 
12 
*.78755 
24 
1,62987 
36 
*,19787 
48 
2,07716 
1 
1,74068 
*3 
*.78055 
25 
1,61 109 
37 
1,14010 
49 
3.95292 
2 
1,77070 
*4 
*,77217 
26 
1,59*25 
38 
1,07899 
50 
3.83396 
3 
*>79346 
*5 
1,76212 
27 
1,56812 
39 
1,01283 
5 * 
3.72444 
4 
1,80417 
16 
1,75002 
28 
1,54086 
40 
2,94292 
52 
3.62423 
5 
1,81084 
*7 
*.737*2 
29 
*.50933 
4 * 
2,86492 
53 
3.52*74 
6 
T.81277 
18 
*.72357 
30 
1.47258 
42 
2.77756 
54 
3,42408 
7 
1,81190 
*9 
*,70967 
3 * 
*.43339 
43 
2,67805 
55 
3.34433 
8 
1,80907 
20 
1,69510 
32 
*.39065 
44 
2,57662 
56 
3.24304 
9 
1,80487 
21 
1.67996 
33 
*> 3457 * 
45 
2,47770 
57 
3. *0524 
10 
T.79968 
22 
1,66412 
34 
1,30007 
46 
2.35308 
58 
4 89256 
11 
*>79378 
23 
1.64745 
35 
*.24977 
47 
2,21344 
Logarithm of the Carlisle chance of living 50 years for every age a . 
0 
1,64316 
1 1 
*.73839 
22 
1.55251 
33 
1,05634 
44 
3.92100 
1 
1,70987 
12 
1,72466 
23 
1,5249* 
34 
2,98970 
45 
3.80253 
2 
1.740*1 
*3 
1,71028 
24 
1,49266 
35 
2.9*903 
46 
3.69362 
3 
1,76261 
*4 
1,69560 
25 
*.4547* 
36 
2,83982 
47 
3.59365 
4 
5 
■*.77234 
1.77760 
*5 
16 
1,68038 
1,66486 
26 
27 
1.4*430 
*>37032 
37 
38 
2.75*05 
2,65000 
48 
49 
3.4908^ 
3.39225 
6 
*.77754 
*7 
1,64892 
28 
1.32434 
39 
2,54705 
50 
3,3* *09 
7 
*,77458 
18 
1,63222 
29 
1,27810 
40 
2,44685 
5 * 
3.20781 
8 
1,76925 
*9 
1,61459 
30 
1,22766 
4 * 
2,32*44 
52 
3.06793 
9 
*,76*47 
20 
*.59577 
3 * 
*.*7570 
4.2 
2,18133 
53 
4.85274 
10 
*,75123 
21 
*.57582 
32 
*>**777 
43 
2.04495 
, 
