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)
附表一:契約附加費用表
保險費年度 1 2 3 4 5 6~
年目標保險費 60%為上限 40%為上限 30%為上限 20%為上限 10%為上限 0%
額外保險費
5%為上限 5%為上限 5%為上限 5%為上限 5%為上限 5%為上限
註:實際「契約附加費用表」依保單面頁所載為準
附表二:人壽保險成本表
單位:(每月)元∕每萬危險保額
年齡\性別 男性 女性 年齡\性別 男性 女性 年齡\性別 男性 女性
0 4.78 4.37 37 1.83 0.83 74 41.42 24.18
1 0.81 0.75 38 1.98 0.90 75 45.30 26.73
2 0.63 0.52 39 2.13 0.96 76 49.55 29.56
3 0.49 0.37 40 2.30 1.03 77 54.18 32.67
4 0.39 0.27 41 2.48 1.11 78 59.23 36.11
5 0.33 0.23 42 2.68 1.20 79 64.74 39.91
6 0.29 0.21 43 2.90 1.31 80 70.74 44.11
7 0.27 0.19 44 3.14 1.42 81 77.28 48.74
8 0.27 0.17 45 3.40 1.56 82 84.39 53.85
9 0.26 0.16 46 3.68 1.71 83 92.12 59.46
10 0.25 0.16 47 3.99 1.88 84 100.51 65.65
11 0.24 0.16 48 4.31 2.08 85 109.61 72.46
12 0.25 0.18 49 4.66 2.29 86 119.48 79.94
13 0.31 0.21 50 5.05 2.51 87 130.16 88.15
14 0.44 0.25 51 5.47 2.75 88 141.69 97.16
15 0.63 0.29 52 5.92 2.98 89 154.14 107.02
16 0.85 0.33 53 6.43 3.21 90 167.55 117.80
17 1.05 0.36 54 6.98 3.45 91 181.96 129.58
18 1.07 0.40 55 7.60 3.72 92 197.42 142.42
19 1.09 0.43 56 8.28 4.05 93 213.99 156.40
20 1.09 0.44 57 9.03 4.44 94 231.67 171.57
21 1.10 0.45 58 9.87 4.91 95 250.49 188.00
22 1.09 0.44 59 10.79 5.46 96 270.47 205.74
23 1.09 0.44 60 11.80 6.08 97 291.61 224.86
24 1.08 0.43 61 12.91 6.75 98 313.93 245.40
25 1.08 0.42 62 14.12 7.47 99 337.35 267.34
26 1.08 0.42 63 15.44 8.24 100 361.77 290.64
27 1.09 0.43 64 16.88 9.06 101 387.10 315.27
28 1.10 0.44 65 18.46 9.95 102 413.26 341.17
29 1.13 0.46 66 20.19 10.94 103 440.15 368.32
30 1.16 0.49 67 22.09 12.04 104 467.69 396.69
31 1.21 0.53 68 24.16 13.28 105 495.81 426.25
32 1.28 0.57 69 26.43 14.66 106 524.42 456.98
33 1.36 0.62 70 28.92 16.19 107 553.46 488.84
34 1.46 0.67 71 31.64 17.90 108 581.73 520.47
35 1.57 0.72 72 34.61 19.79 109 609.49 552.16
36 1.70 0.78 73 37.86 21.87 110 833.33 833.33
NUL0 第零 版 - 7