571 
expressive of the law of human mortality, &c. 
TABLE VII. — continued . 
Logarithm of the Carlisle chance of living 25 years at every age a . 
a 
X chance. 
a 
X chance. 
a 
X chance. 
a 
X chance. 
a 
X chance. 
0 
1,76930 
16 
1,90311 
32 
7,85 116 
48 
7,64514 
64 
2,76034 
1 
1,83969 
17 
1,90001 
33 
7,84641 
49 
1,61591 
65 
2,67257 
2 
1,87198 
18 
1,89673 
34 
7,84016 
50 
1,58086 
66 
2,55969 
3 
1,89774 
19 
L89339 
35 
7,83213 
51 
1,5431 
67 
2,43242 
4 
1,91075 
20 
1,88997 
36 
1,82182 
52 
1,502 1 8 
68 
2,30948 
5 
1,91912 
21 
1,88657 
37 
7,81060 
53 
1,45948 
69 
2,19980 
6 
1,92251 
22 
1,88311 
38 
7,79878 
54 
1,41651 
70 
2,09673 
7 
1,92342 
23 
1,87977 
39 
1,78672 
55 
1,3691 8 
71 
2,00437 
8 
1,92283 
24 
1,87674 
40 
1,77428 
56 
1,32067 
72 
3,92425 
9 
1,92131 
25 
1,87385 
41 
1,76175 
57 
1,26661 
73 
3,84575 
10 
1, 9 j 909 
26 
1,87117 
42 
1,74891 
58 
1,20993 
74 
3,77634 
1 1 
1,91657 
27 
1,86813 
43 
1,73548 
59 
1,14954 
75 
3,73023 
12 
1,91406 
28 
7,86487 
44 
1,721 20 
60 
1,08690 
76 
3,66469 
^3 
1,91150 
29 
1,86159 
45 
7,70581 
61 
1,01800 
77 
3,56575 
14 
1,90888 
30 
7,85848 
46 
1 ,68926 
62 
2,94045 
78 
3,39326 
IS 
1,90610 
31 
7,85504 
47 
1,66940 
63 
2,85 121 
• 
Logarithm of the Carlisle chance of living 30 years at every age a . 
0 
1,75143 
15 
1,87525 
30 
1,81003 
45 
1,54943 
60 
2,59083 
I 
1,81960 
16 
1,87146 
31 
1,79964 
46 
1,51231 
61 
2,47452 
2 
1,85164 
17 
1,86790 
32 
1,78827 
47 
1,47160 
62 
2,34422 
3 
1,87637 
18 
1,86453 
33 
1,77614 
48 
1,42863 
63 
2,2181 1 
4 
1,88879 
19 
1,86147 
34 
1,76358 
49 
1,38467 
64 
2,10472 
5 
1,89701 
20 
1,85854 
35 
1,75039 
50 
1,33594 
65 
3,99740 
6 
£,90033 
21 
1,85575 
36 
1,73665 
51 
1,28544 
66 
3,90023 
7 
1,90109 
22 
1,85253 
37 
1,72240 
52 
1,22930 
67 
3,8 1 264 
8 
1,90019 
23 
1,84892 
38 
1,70742 
53 
1,17010 
68 
.^72321 
9 
1,898 1 8 
24 
1,84492 
39 
1 ,69164 
54 
1,10614 
69 
3,63913 
10 
1,89520 
2; 
1 ,84061 
40 
1,67496 
55 
1,03845 
70 
3,57385 
1 1 
1 ,89147 
26 
1,83594 
41 
1,65761 
56 
2,96261 
71 
3,48774 
12 
1,88755 
27 
1,83083 
42 
1,63729 
57 
2,87756 
72 
3,36795 
13 
1,88344 
28 
1,82504 
43 
1,61294 
58 
2,78093 
73 
3,17674 
14 
1,87931 
29 
1,81819 
44 
1,58399 
59 
2,68376 
Logarithm of the Carlisle chance of living 35 years for every age a . 
0 
1,72933 
14 
1,84739 
28 
1,75476 
42 
1,43949 
56 
2,41913 
1 
1,79743 
15 
1 ,84382 
29 
1,74162 
43 
1,39642 
57 
2,28133 
2 
1,82932 
16 
1,84065 
30 
1,72829 
44 
1,35277 
58 
2,14784 
3 
1,85373 
17 
1,83732 
31 
1,71448 
45 
1,30451 
59 
2,02815 
4 
1,86565 
18 
1, 83368 
32 
1,70007 
46 
1,25462 
60 
3,91566 
5 
1,87312 
19 
1,82964 
33 
1,68477 
47 
1,19872 
61 
3,81506 
6 
1.87523 
20 
1,82530 
34 
1,66850 
48 
1,13925 
62 
3,72443 
7 
1,87458 
21 
1,82052 
35 
1,65 106 
49 
1,07432 
63 
3.63185 
8 
1,87213 
22 
1,81522 
36 
1,63251 
50 
1,00520 
64 
3,54405 
9 
1,86861 
23 
1 ,80909 
37 
1,61078 
51 
2,92738 
65 
'3,47452 
10 
1,86435 
24 
1,80152 
38 
1,58488 
52 
2,84025 
66 
3,^8360 
1 1 
1,85983 
25 
1,79216 
39 
i »>5443 
53 
2,741 10 
67 
3,25633 
12 
1,85544 
26 
1,78055 
40 
1,5 1858 
54 
2,64036 
68 
3,05420 
13 
1,85123 
27 
1,76794 
41 
■ 
1,48066 
55 
2,54237 
4 E 
MDCCCXXV. 
