""" Life tables for the Netherlands in 2018, as well as the corresponding mortality rates. The leading statistic to calculate the cumulative mortality is the per-year mortality rate q(x), which reports the probability that an individual alive at age x will die before reaching age (x + 1). If we let p(x) = 1 - q(x), the cumulative mortality at age X is given by 1 minus [the product of p(x) over x = 1 to (X - 1)]. In the CBS data tables, q(x) is given by `kans`. Source: `CBS `__. """ life_table = [ (0.00000, 0), (0.00310, 1), (0.00353, 2), (0.00371, 3), (0.00381, 4), (0.00394, 5), (0.00401, 6), (0.00412, 7), (0.00420, 8), (0.00425, 9), (0.00432, 10), (0.00437, 11), (0.00442, 12), (0.00447, 13), (0.00454, 14), (0.00462, 15), (0.00475, 16), (0.00494, 17), (0.00511, 18), (0.00533, 19), (0.00555, 20), (0.00586, 21), (0.00611, 22), (0.00639, 23), (0.00662, 24), (0.00689, 25), (0.00719, 26), (0.00751, 27), (0.00780, 28), (0.00817, 29), (0.00855, 30), (0.00893, 31), (0.00938, 32), (0.00984, 33), (0.01025, 34), (0.01065, 35), (0.01118, 36), (0.01168, 37), (0.01226, 38), (0.01284, 39), (0.01349, 40), (0.01415, 41), (0.01490, 42), (0.01584, 43), (0.01678, 44), (0.01788, 45), (0.01908, 46), (0.02031, 47), (0.02177, 48), (0.02340, 49), (0.02507, 50), (0.02681, 51), (0.02897, 52), (0.03147, 53), (0.03392, 54), (0.03687, 55), (0.04021, 56), (0.04362, 57), (0.04782, 58), (0.05231, 59), (0.05716, 60), (0.06268, 61), (0.06861, 62), (0.07515, 63), (0.08237, 64), (0.08997, 65), (0.09849, 66), (0.10772, 67), (0.11741, 68), (0.12775, 69), (0.13886, 70), (0.15131, 71), (0.16456, 72), (0.17940, 73), (0.19584, 74), (0.21359, 75), (0.23227, 76), (0.25275, 77), (0.27500, 78), (0.29886, 79), (0.32461, 80), (0.35313, 81), (0.38291, 82), (0.41667, 83), (0.45275, 84), (0.49035, 85), (0.53069, 86), (0.57440, 87), (0.61889, 88), (0.66393, 89), (0.70972, 90), (0.75320, 91), (0.79486, 92), (0.83359, 93), (0.86863, 94), (0.89918, 95), (0.92525, 96), (0.94600, 97), (0.96256, 98), (0.97451, 99), (0.98395, 100), ] life_table_male = [ (0.00000, 0), (0.00346, 1), (0.00392, 2), (0.00414, 3), (0.00423, 4), (0.00437, 5), (0.00441, 6), (0.00451, 7), (0.00458, 8), (0.00466, 9), (0.00472, 10), (0.00477, 11), (0.00486, 12), (0.00491, 13), (0.00503, 14), (0.00515, 15), (0.00528, 16), (0.00550, 17), (0.00574, 18), (0.00596, 19), (0.00628, 20), (0.00669, 21), (0.00698, 22), (0.00743, 23), (0.00773, 24), (0.00809, 25), (0.00855, 26), (0.00895, 27), (0.00931, 28), (0.00988, 29), (0.01033, 30), (0.01082, 31), (0.01146, 32), (0.01194, 33), (0.01247, 34), (0.01296, 35), (0.01361, 36), (0.01423, 37), (0.01503, 38), (0.01575, 39), (0.01651, 40), (0.01724, 41), (0.01817, 42), (0.01919, 43), (0.02033, 44), (0.02153, 45), (0.02300, 46), (0.02429, 47), (0.02598, 48), (0.02801, 49), (0.02997, 50), (0.03178, 51), (0.03422, 52), (0.03704, 53), (0.03972, 54), (0.04315, 55), (0.04677, 56), (0.05058, 57), (0.05524, 58), (0.06032, 59), (0.06574, 60), (0.07196, 61), (0.07859, 62), (0.08600, 63), (0.09425, 64), (0.10317, 65), (0.11291, 66), (0.12362, 67), (0.13515, 68), (0.14744, 69), (0.16078, 70), (0.17525, 71), (0.19052, 72), (0.20803, 73), (0.22703, 74), (0.24752, 75), (0.26953, 76), (0.29276, 77), (0.31834, 78), (0.34479, 79), (0.37416, 80), (0.40670, 81), (0.43948, 82), (0.47755, 83), (0.51602, 84), (0.55622, 85), (0.59783, 86), (0.64273, 87), (0.68660, 88), (0.73108, 89), (0.77339, 90), (0.81446, 91), (0.85077, 92), (0.88255, 93), (0.90970, 94), (0.93341, 95), (0.95243, 96), (0.96730, 97), (0.97767, 98), (0.98523, 99), (0.99065, 100) ] life_table_female = [ (0.00000, 0), (0.00272, 1), (0.00313, 2), (0.00327, 3), (0.00338, 4), (0.00351, 5), (0.00360, 6), (0.00371, 7), (0.00380, 8), (0.00381, 9), (0.00390, 10), (0.00393, 11), (0.00394, 12), (0.00400, 13), (0.00402, 14), (0.00406, 15), (0.00418, 16), (0.00432, 17), (0.00443, 18), (0.00465, 19), (0.00476, 20), (0.00496, 21), (0.00516, 22), (0.00529, 23), (0.00544, 24), (0.00562, 25), (0.00577, 26), (0.00602, 27), (0.00623, 28), (0.00640, 29), (0.00670, 30), (0.00697, 31), (0.00722, 32), (0.00766, 33), (0.00796, 34), (0.00826, 35), (0.00868, 36), (0.00905, 37), (0.00942, 38), (0.00988, 39), (0.01043, 40), (0.01101, 41), (0.01158, 42), (0.01246, 43), (0.01318, 44), (0.01418, 45), (0.01512, 46), (0.01631, 47), (0.01755, 48), (0.01879, 49), (0.02016, 50), (0.02182, 51), (0.02369, 52), (0.02586, 53), (0.02807, 54), (0.03054, 55), (0.03358, 56), (0.03660, 57), (0.04032, 58), (0.04419, 59), (0.04847, 60), (0.05329, 61), (0.05849, 62), (0.06417, 63), (0.07035, 64), (0.07662, 65), (0.08391, 66), (0.09161, 67), (0.09943, 68), (0.10777, 69), (0.11659, 70), (0.12696, 71), (0.13814, 72), (0.15024, 73), (0.16409, 74), (0.17908, 75), (0.19438, 76), (0.21212, 77), (0.23107, 78), (0.25243, 79), (0.27480, 80), (0.29955, 81), (0.32668, 82), (0.35671, 83), (0.39092, 84), (0.42669, 85), (0.46654, 86), (0.51007, 87), (0.55598, 88), (0.60261, 89), (0.65244, 90), (0.69920, 91), (0.74623, 92), (0.79152, 93), (0.83374, 94), (0.87068, 95), (0.90290, 96), (0.92885, 97), (0.95047, 98), (0.96603, 99), (0.97863, 100) ] mortality_rate = [ (0.00310, 0), (0.00043, 1), (0.00018, 2), (0.00010, 3), (0.00013, 4), (0.00007, 5), (0.00011, 6), (0.00008, 7), (0.00005, 8), (0.00007, 9), (0.00005, 10), (0.00005, 11), (0.00006, 12), (0.00007, 13), (0.00008, 14), (0.00013, 15), (0.00019, 16), (0.00017, 17), (0.00022, 18), (0.00022, 19), (0.00031, 20), (0.00025, 21), (0.00029, 22), (0.00023, 23), (0.00027, 24), (0.00030, 25), (0.00032, 26), (0.00030, 27), (0.00037, 28), (0.00038, 29), (0.00038, 30), (0.00046, 31), (0.00046, 32), (0.00042, 33), (0.00040, 34), (0.00054, 35), (0.00050, 36), (0.00059, 37), (0.00059, 38), (0.00066, 39), (0.00066, 40), (0.00076, 41), (0.00096, 42), (0.00095, 43), (0.00112, 44), (0.00122, 45), (0.00126, 46), (0.00149, 47), (0.00167, 48), (0.00171, 49), (0.00178, 50), (0.00222, 51), (0.00257, 52), (0.00253, 53), (0.00306, 54), (0.00346, 55), (0.00356, 56), (0.00439, 57), (0.00471, 58), (0.00512, 59), (0.00586, 60), (0.00632, 61), (0.00703, 62), (0.00780, 63), (0.00829, 64), (0.00936, 65), (0.01023, 66), (0.01087, 67), (0.01171, 68), (0.01274, 69), (0.01446, 70), (0.01561, 71), (0.01776, 72), (0.02003, 73), (0.02208, 74), (0.02375, 75), (0.02668, 76), (0.02977, 77), (0.03291, 78), (0.03673, 79), (0.04222, 80), (0.04604, 81), (0.05471, 82), (0.06185, 83), (0.06872, 84), (0.07914, 85), (0.09314, 86), (0.10454, 87), (0.11817, 88), (0.13627, 89), (0.14978, 90), (0.16880, 91), (0.18881, 92), (0.21053, 93), (0.23258, 94), (0.25859, 95), (0.27758, 96), (0.30669, 97), (0.31921, 98), (0.37018, 99) ] mortality_rate_male = [ (0.00346, 0), (0.00046, 1), (0.00022, 2), (0.00009, 3), (0.00014, 4), (0.00004, 5), (0.00010, 6), (0.00007, 7), (0.00008, 8), (0.00006, 9), (0.00006, 10), (0.00009, 11), (0.00005, 12), (0.00012, 13), (0.00012, 14), (0.00013, 15), (0.00022, 16), (0.00024, 17), (0.00022, 18), (0.00032, 19), (0.00042, 20), (0.00029, 21), (0.00045, 22), (0.00030, 23), (0.00037, 24), (0.00046, 25), (0.00040, 26), (0.00037, 27), (0.00057, 28), (0.00046, 29), (0.00049, 30), (0.00065, 31), (0.00048, 32), (0.00054, 33), (0.00050, 34), (0.00066, 35), (0.00062, 36), (0.00082, 37), (0.00073, 38), (0.00077, 39), (0.00074, 40), (0.00095, 41), (0.00104, 42), (0.00116, 43), (0.00122, 44), (0.00151, 45), (0.00132, 46), (0.00173, 47), (0.00208, 48), (0.00202, 49), (0.00186, 50), (0.00252, 51), (0.00292, 52), (0.00279, 53), (0.00357, 54), (0.00378, 55), (0.00400, 56), (0.00491, 57), (0.00538, 58), (0.00576, 59), (0.00666, 60), (0.00715, 61), (0.00804, 62), (0.00902, 63), (0.00985, 64), (0.01086, 65), (0.01208, 66), (0.01315, 67), (0.01421, 68), (0.01565, 69), (0.01724, 70), (0.01852, 71), (0.02163, 72), (0.02399, 73), (0.02651, 74), (0.02925, 75), (0.03180, 76), (0.03616, 77), (0.03881, 78), (0.04482, 79), (0.05199, 80), (0.05526, 81), (0.06791, 82), (0.07365, 83), (0.08305, 84), (0.09376, 85), (0.11164, 86), (0.12279, 87), (0.14195, 88), (0.15732, 89), (0.18123, 90), (0.19571, 91), (0.21295, 92), (0.23114, 93), (0.26255, 94), (0.28567, 95), (0.31253, 96), (0.31726, 97), (0.33859, 98), (0.36676, 99) ] mortality_rate_female = [ (0.00272, 0), (0.00041, 1), (0.00014, 2), (0.00011, 3), (0.00013, 4), (0.00009, 5), (0.00011, 6), (0.00009, 7), (0.00001, 8), (0.00009, 9), (0.00003, 10), (0.00001, 11), (0.00006, 12), (0.00002, 13), (0.00004, 14), (0.00012, 15), (0.00015, 16), (0.00011, 17), (0.00022, 18), (0.00011, 19), (0.00020, 20), (0.00020, 21), (0.00013, 22), (0.00015, 23), (0.00018, 24), (0.00015, 25), (0.00025, 26), (0.00022, 27), (0.00017, 28), (0.00030, 29), (0.00027, 30), (0.00025, 31), (0.00045, 32), (0.00030, 33), (0.00030, 34), (0.00042, 35), (0.00038, 36), (0.00037, 37), (0.00046, 38), (0.00056, 39), (0.00059, 40), (0.00057, 41), (0.00089, 42), (0.00073, 43), (0.00102, 44), (0.00095, 45), (0.00121, 46), (0.00126, 47), (0.00126, 48), (0.00140, 49), (0.00169, 50), (0.00191, 51), (0.00222, 52), (0.00227, 53), (0.00254, 54), (0.00314, 55), (0.00312, 56), (0.00387, 57), (0.00403, 58), (0.00448, 59), (0.00506, 60), (0.00550, 61), (0.00603, 62), (0.00660, 63), (0.00675, 64), (0.00789, 65), (0.00841, 66), (0.00860, 67), (0.00927, 68), (0.00988, 69), (0.01174, 70), (0.01281, 71), (0.01403, 72), (0.01630, 73), (0.01794, 74), (0.01864, 75), (0.02202, 76), (0.02405, 77), (0.02777, 78), (0.02993, 79), (0.03413, 80), (0.03873, 81), (0.04460, 82), (0.05318, 83), (0.05872, 84), (0.06952, 85), (0.08159, 86), (0.09371, 87), (0.10502, 88), (0.12540, 89), (0.13453, 90), (0.15635, 91), (0.17848, 92), (0.20248, 93), (0.22220, 94), (0.24917, 95), (0.26724, 96), (0.30390, 97), (0.31418, 98), (0.37089, 99) ]