AGE | 1000 · qx2012 | AGE | 1000 · qx2012 | AGE | 1000 · qx2012 | AGE | 1000 · qx2012 |
0 | 1.605 | 30 | 0.741 | 60 | 5.096 | 90 | 109.993 |
1 | 0.401 | 31 | 0.751 | 61 | 5.614 | 91 | 123.119 |
2 | 0.275 | 32 | 0.754 | 62 | 6.169 | 92 | 137.168 |
3 | 0.229 | 33 | 0.756 | 63 | 6.759 | 93 | 152.171 |
4 | 0.174 | 34 | 0.756 | 64 | 7.398 | 94 | 168.194 |
5 | 0.168 | 35 | 0.756 | 65 | 8.106 | 95 | 185.260 |
6 | 0.165 | 36 | 0.756 | 66 | 8.548 | 96 | 197.322 |
7 | 0.159 | 37 | 0.756 | 67 | 9.076 | 97 | 214.751 |
8 | 0.143 | 38 | 0.756 | 68 | 9.708 | 98 | 232.507 |
9 | 0.129 | 39 | 0.800 | 69 | 10.463 | 99 | 250.397 |
10 | 0.113 | 40 | 0.859 | 70 | 11.357 | 100 | 268.607 |
11 | 0.111 | 41 | 0.926 | 71 | 12.418 | 101 | 290.016 |
12 | 0.132 | 42 | 0.999 | 72 | 13.675 | 102 | 311.849 |
13 | 0.169 | 43 | 1.069 | 73 | 15.150 | 103 | 333.962 |
14 | 0.213 | 44 | 1.142 | 74 | 16.860 | 104 | 356.207 |
15 | 0.254 | 45 | 1.219 | 75 | 18.815 | 105 | 380.000 |
16 | 0.293 | 46 | 1.318 | 76 | 21.031 | 106 | 400.000 |
17 | 0.328 | 47 | 1.454 | 77 | 23.540 | 107 | 400.000 |
18 | 0.359 | 48 | 1.627 | 78 | 26.375 | 108 | 400.000 |
19 | 0.387 | 49 | 1.829 | 79 | 29.572 | 109 | 400.000 |
20 | 0.414 | 50 | 2.057 | 80 | 33.234 | 110 | 400.000 |
21 | 0.443 | 51 | 2.302 | 81 | 37.533 | 111 | 400.000 |
22 | 0.473 | 52 | 2.545 | 82 | 42.261 | 112 | 400.000 |
23 | 0.513 | 53 | 2.779 | 83 | 47.441 | 113 | 400.000 |
24 | 0.554 | 54 | 3.011 | 84 | 53.233 | 114 | 400.000 |
25 | 0.602 | 55 | 3.254 | 85 | 59.855 | 115 | 400.000 |
26 | 0.655 | 56 | 3.529 | 86 | 67.514 | 116 | 400.000 |
27 | 0.688 | 57 | 3.845 | 87 | 76.340 | 117 | 400.000 |
28 | 0.710 | 58 | 4.213 | 88 | 86.388 | 118 | 400.000 |
29 | 0.727 | 59 | 4.631 | 89 | 97.634 | 119 | 400.000 |
120 | 1000.000 |
AGE | G2x | AGE | G2x | AGE | G2x | AGE | G2x |
0 | 0.010 | 30 | 0.010 | 60 | 0.013 | 90 | 0.006 |
1 | 0.010 | 31 | 0.010 | 61 | 0.013 | 91 | 0.006 |
2 | 0.010 | 32 | 0.010 | 62 | 0.013 | 92 | 0.005 |
3 | 0.010 | 33 | 0.010 | 63 | 0.013 | 93 | 0.005 |
4 | 0.010 | 34 | 0.010 | 64 | 0.013 | 94 | 0.004 |
5 | 0.010 | 35 | 0.010 | 65 | 0.013 | 95 | 0.004 |
6 | 0.010 | 36 | 0.010 | 66 | 0.013 | 96 | 0.004 |
7 | 0.010 | 37 | 0.010 | 67 | 0.013 | 97 | 0.003 |
8 | 0.010 | 38 | 0.010 | 68 | 0.013 | 98 | 0.003 |
9 | 0.010 | 39 | 0.010 | 69 | 0.013 | 99 | 0.002 |
10 | 0.010 | 40 | 0.010 | 70 | 0.013 | 100 | 0.002 |
11 | 0.010 | 41 | 0.010 | 71 | 0.013 | 101 | 0.002 |
12 | 0.010 | 42 | 0.010 | 72 | 0.013 | 102 | 0.001 |
13 | 0.010 | 43 | 0.010 | 73 | 0.013 | 103 | 0.001 |
14 | 0.010 | 44 | 0.010 | 74 | 0.013 | 104 | 0.000 |
15 | 0.010 | 45 | 0.010 | 75 | 0.013 | 105 | 0.000 |
16 | 0.010 | 46 | 0.010 | 76 | 0.013 | 106 | 0.000 |
17 | 0.010 | 47 | 0.010 | 77 | 0.013 | 107 | 0.000 |
18 | 0.010 | 48 | 0.010 | 78 | 0.013 | 108 | 0.000 |
19 | 0.010 | 49 | 0.010 | 79 | 0.013 | 109 | 0.000 |
20 | 0.010 | 50 | 0.010 | 80 | 0.013 | 110 | 0.000 |
21 | 0.010 | 51 | 0.010 | 81 | 0.012 | 111 | 0.000 |
22 | 0.010 | 52 | 0.011 | 82 | 0.012 | 112 | 0.000 |
23 | 0.010 | 53 | 0.011 | 83 | 0.011 | 113 | 0.000 |
24 | 0.010 | 54 | 0.011 | 84 | 0.010 | 114 | 0.000 |
25 | 0.010 | 55 | 0.012 | 85 | 0.010 | 115 | 0.000 |
26 | 0.010 | 56 | 0.012 | 86 | 0.009 | 116 | 0.000 |
27 | 0.010 | 57 | 0.012 | 87 | 0.008 | 117 | 0.000 |
28 | 0.010 | 58 | 0.012 | 88 | 0.007 | 118 | 0.000 |
29 | 0.010 | 59 | 0.013 | 89 | 0.007 | 119 | 0.000 |
120 | 0.000 |
AGE | G2x | AGE | G2x | AGE | G2x | AGE | G2x |
0 | 0.010 | 30 | 0.010 | 60 | 0.015 | 90 | 0.007 |
1 | 0.010 | 31 | 0.010 | 61 | 0.015 | 91 | 0.007 |
2 | 0.010 | 32 | 0.010 | 62 | 0.015 | 92 | 0.006 |
3 | 0.010 | 33 | 0.010 | 63 | 0.015 | 93 | 0.005 |
4 | 0.010 | 34 | 0.010 | 64 | 0.015 | 94 | 0.005 |
5 | 0.010 | 35 | 0.010 | 65 | 0.015 | 95 | 0.004 |
6 | 0.010 | 36 | 0.010 | 66 | 0.015 | 96 | 0.004 |
7 | 0.010 | 37 | 0.010 | 67 | 0.015 | 97 | 0.003 |
8 | 0.010 | 38 | 0.010 | 68 | 0.015 | 98 | 0.003 |
9 | 0.010 | 39 | 0.010 | 69 | 0.015 | 99 | 0.002 |
10 | 0.010 | 40 | 0.010 | 70 | 0.015 | 100 | 0.002 |
11 | 0.010 | 41 | 0.010 | 71 | 0.015 | 101 | 0.002 |
12 | 0.010 | 42 | 0.010 | 72 | 0.015 | 102 | 0.001 |
13 | 0.010 | 43 | 0.010 | 73 | 0.015 | 103 | 0.001 |
14 | 0.010 | 44 | 0.010 | 74 | 0.015 | 104 | 0.000 |
15 | 0.010 | 45 | 0.010 | 75 | 0.015 | 105 | 0.000 |
16 | 0.010 | 46 | 0.010 | 76 | 0.015 | 106 | 0.000 |
17 | 0.010 | 47 | 0.010 | 77 | 0.015 | 107 | 0.000 |
18 | 0.010 | 48 | 0.010 | 78 | 0.015 | 108 | 0.000 |
19 | 0.010 | 49 | 0.010 | 79 | 0.015 | 109 | 0.000 |
20 | 0.010 | 50 | 0.010 | 80 | 0.015 | 110 | 0.000 |
21 | 0.010 | 51 | 0.011 | 81 | 0.014 | 111 | 0.000 |
22 | 0.010 | 52 | 0.011 | 82 | 0.013 | 112 | 0.000 |
23 | 0.010 | 53 | 0.012 | 83 | 0.013 | 113 | 0.000 |
24 | 0.010 | 54 | 0.012 | 84 | 0.012 | 114 | 0.000 |
25 | 0.010 | 55 | 0.013 | 85 | 0.011 | 115 | 0.000 |
26 | 0.010 | 56 | 0.013 | 86 | 0.010 | 116 | 0.000 |
27 | 0.010 | 57 | 0.014 | 87 | 0.009 | 117 | 0.000 |
28 | 0.010 | 58 | 0.014 | 88 | 0.009 | 118 | 0.000 |
29 | 0.010 | 59 | 0.015 | 89 | 0.008 | 119 | 0.000 |
120 | 0.000 |
qx1994+n = qx1994 (l - AAx) n, where the qx1994 and AAxs are as specified in the 1994 GAR table. |