""" Life tables for the Netherlands in 2017, 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), (0.00318, 1), (0.00365, 2), (0.00383, 3), (0.00393, 4), (0.00402, 5), (0.00410, 6), (0.00422, 7), (0.00429, 8), (0.00437, 9), (0.00445, 10), (0.00451, 11), (0.00456, 12), (0.00468, 13), (0.00479, 14), (0.00492, 15), (0.00507, 16), (0.00521, 17), (0.00544, 18), (0.00570, 19), (0.00594, 20), (0.00623, 21), (0.00646, 22), (0.00666, 23), (0.00695, 24), (0.00733, 25), (0.00764, 26), (0.00794, 27), (0.00825, 28), (0.00857, 29), (0.00897, 30), (0.00930, 31), (0.00963, 32), (0.01002, 33), (0.01057, 34), (0.01098, 35), (0.01143, 36), (0.01196, 37), (0.01250, 38), (0.01316, 39), (0.01392, 40), (0.01461, 41), (0.01533, 42), (0.01623, 43), (0.01725, 44), (0.01841, 45), (0.01954, 46), (0.02078, 47), (0.02228, 48), (0.02395, 49), (0.02586, 50), (0.02772, 51), (0.02988, 52), (0.03213, 53), (0.03487, 54), (0.03790, 55), (0.04138, 56), (0.04496, 57), (0.04871, 58), (0.05328, 59), (0.05821, 60), (0.06359, 61), (0.06973, 62), (0.07623, 63), (0.08341, 64), (0.09114, 65), (0.09929, 66), (0.10834, 67), (0.11785, 68), (0.12808, 69), (0.13940, 70), (0.15168, 71), (0.16510, 72), (0.18016, 73), (0.19614, 74), (0.21347, 75), (0.23230, 76), (0.25287, 77), (0.27502, 78), (0.29844, 79), (0.32446, 80), (0.35353, 81), (0.38508, 82), (0.41861, 83), (0.45460, 84), (0.49288, 85), (0.53452, 86), (0.57702, 87), (0.62071, 88), (0.66618, 89), (0.71034, 90), (0.75404, 91), (0.79390, 92), (0.83251, 93), (0.86758, 94), (0.89913, 95), (0.92386, 96), (0.94485, 97), (0.96190, 98), (0.97390, 99), (0.98407, 100), ] life_table_male = [ (0.00000, 0), (0.00354, 1), (0.00402, 2), (0.00424, 3), (0.00434, 4), (0.00443, 5), (0.00453, 6), (0.00468, 7), (0.00476, 8), (0.00482, 9), (0.00492, 10), (0.00498, 11), (0.00502, 12), (0.00518, 13), (0.00531, 14), (0.00547, 15), (0.00568, 16), (0.00583, 17), (0.00614, 18), (0.00648, 19), (0.00678, 20), (0.00723, 21), (0.00757, 22), (0.00784, 23), (0.00824, 24), (0.00875, 25), (0.00919, 26), (0.00967, 27), (0.01010, 28), (0.01056, 29), (0.01112, 30), (0.01152, 31), (0.01188, 32), (0.01243, 33), (0.01316, 34), (0.01362, 35), (0.01408, 36), (0.01480, 37), (0.01543, 38), (0.01618, 39), (0.01706, 40), (0.01783, 41), (0.01871, 42), (0.01971, 43), (0.02086, 44), (0.02225, 45), (0.02358, 46), (0.02502, 47), (0.02677, 48), (0.02864, 49), (0.03079, 50), (0.03277, 51), (0.03521, 52), (0.03781, 53), (0.04092, 54), (0.04427, 55), (0.04818, 56), (0.05206, 57), (0.05638, 58), (0.06134, 59), (0.06698, 60), (0.07320, 61), (0.08026, 62), (0.08739, 63), (0.09571, 64), (0.10467, 65), (0.11442, 66), (0.12459, 67), (0.13552, 68), (0.14775, 69), (0.16091, 70), (0.17544, 71), (0.19104, 72), (0.20880, 73), (0.22756, 74), (0.24785, 75), (0.27006, 76), (0.29362, 77), (0.31865, 78), (0.34533, 79), (0.37525, 80), (0.40878, 81), (0.44468, 82), (0.48162, 83), (0.52005, 84), (0.56147, 85), (0.60511, 86), (0.64921, 87), (0.69236, 88), (0.73543, 89), (0.77641, 90), (0.81515, 91), (0.85008, 92), (0.88107, 93), (0.90863, 94), (0.93235, 95), (0.95063, 96), (0.96624, 97), (0.97758, 98), (0.98552, 99), (0.99160, 100), ] life_table_female = [ (0.00000, 0), (0.00280, 1), (0.00326, 2), (0.00340, 3), (0.00349, 4), (0.00357, 5), (0.00364, 6), (0.00373, 7), (0.00378, 8), (0.00387, 9), (0.00392, 10), (0.00398, 11), (0.00406, 12), (0.00412, 13), (0.00421, 14), (0.00430, 15), (0.00439, 16), (0.00451, 17), (0.00467, 18), (0.00484, 19), (0.00501, 20), (0.00514, 21), (0.00529, 22), (0.00542, 23), (0.00559, 24), (0.00583, 25), (0.00600, 26), (0.00615, 27), (0.00633, 28), (0.00649, 29), (0.00672, 30), (0.00698, 31), (0.00728, 32), (0.00750, 33), (0.00786, 34), (0.00820, 35), (0.00867, 36), (0.00901, 37), (0.00945, 38), (0.01001, 39), (0.01066, 40), (0.01126, 41), (0.01183, 42), (0.01264, 43), (0.01351, 44), (0.01445, 45), (0.01538, 46), (0.01644, 47), (0.01768, 48), (0.01916, 49), (0.02081, 50), (0.02255, 51), (0.02445, 52), (0.02633, 53), (0.02871, 54), (0.03141, 55), (0.03443, 56), (0.03772, 57), (0.04089, 58), (0.04506, 59), (0.04927, 60), (0.05381, 61), (0.05898, 62), (0.06485, 63), (0.07085, 64), (0.07734, 65), (0.08386, 66), (0.09174, 67), (0.09979, 68), (0.10796, 69), (0.11739, 70), (0.12737, 71), (0.13856, 72), (0.15087, 73), (0.16406, 74), (0.17838, 75), (0.19385, 76), (0.21144, 77), (0.23080, 78), (0.25116, 79), (0.27352, 80), (0.29854, 81), (0.32622, 82), (0.35689, 83), (0.39107, 84), (0.42718, 85), (0.46777, 86), (0.50969, 87), (0.55480, 88), (0.60339, 89), (0.65133, 90), (0.70019, 91), (0.74516, 92), (0.79089, 93), (0.83300, 94), (0.87150, 95), (0.90201, 96), (0.92789, 97), (0.94965, 98), (0.96500, 99), (0.97843, 100) ] mortality_rate = [ (0.00318, 0), (0.00047, 1), (0.00018, 2), (0.00010, 3), (0.00009, 4), (0.00008, 5), (0.00012, 6), (0.00007, 7), (0.00008, 8), (0.00008, 9), (0.00006, 10), (0.00006, 11), (0.00012, 12), (0.00011, 13), (0.00013, 14), (0.00015, 15), (0.00014, 16), (0.00023, 17), (0.00026, 18), (0.00024, 19), (0.00029, 20), (0.00024, 21), (0.00020, 22), (0.00029, 23), (0.00038, 24), (0.00031, 25), (0.00031, 26), (0.00031, 27), (0.00032, 28), (0.00040, 29), (0.00034, 30), (0.00033, 31), (0.00039, 32), (0.00056, 33), (0.00041, 34), (0.00046, 35), (0.00054, 36), (0.00054, 37), (0.00067, 38), (0.00077, 39), (0.00070, 40), (0.00073, 41), (0.00092, 42), (0.00103, 43), (0.00118, 44), (0.00115, 45), (0.00127, 46), (0.00153, 47), (0.00171, 48), (0.00195, 49), (0.00191, 50), (0.00223, 51), (0.00231, 52), (0.00284, 53), (0.00314, 54), (0.00361, 55), (0.00374, 56), (0.00392, 57), (0.00481, 58), (0.00521, 59), (0.00571, 60), (0.00655, 61), (0.00699, 62), (0.00777, 63), (0.00844, 64), (0.00897, 65), (0.01004, 66), (0.01067, 67), (0.01159, 68), (0.01299, 69), (0.01427, 70), (0.01582, 71), (0.01803, 72), (0.01950, 73), (0.02155, 74), (0.02395, 75), (0.02679, 76), (0.02965, 77), (0.03230, 78), (0.03709, 79), (0.04303, 80), (0.04881, 81), (0.05452, 82), (0.06190, 83), (0.07020, 84), (0.08210, 85), (0.09130, 86), (0.10329, 87), (0.11990, 88), (0.13228, 89), (0.15087, 90), (0.16207, 91), (0.18730, 92), (0.20940, 93), (0.23826, 94), (0.24517, 95), (0.27570, 96), (0.30909, 97), (0.31498, 98), (0.38963, 99) ] mortality_rate_male = [ (0.00354, 0), (0.00048, 1), (0.00022, 2), (0.00010, 3), (0.00009, 4), (0.00010, 5), (0.00015, 6), (0.00008, 7), (0.00007, 8), (0.00010, 9), (0.00006, 10), (0.00004, 11), (0.00016, 12), (0.00013, 13), (0.00016, 14), (0.00021, 15), (0.00015, 16), (0.00031, 17), (0.00034, 18), (0.00031, 19), (0.00045, 20), (0.00034, 21), (0.00027, 22), (0.00041, 23), (0.00051, 24), (0.00045, 25), (0.00048, 26), (0.00043, 27), (0.00047, 28), (0.00056, 29), (0.00041, 30), (0.00036, 31), (0.00056, 32), (0.00074, 33), (0.00047, 34), (0.00046, 35), (0.00073, 36), (0.00064, 37), (0.00076, 38), (0.00090, 39), (0.00078, 40), (0.00090, 41), (0.00102, 42), (0.00117, 43), (0.00142, 44), (0.00136, 45), (0.00147, 46), (0.00180, 47), (0.00192, 48), (0.00221, 49), (0.00205, 50), (0.00252, 51), (0.00269, 52), (0.00324, 53), (0.00349, 54), (0.00409, 55), (0.00408, 56), (0.00455, 57), (0.00526, 58), (0.00601, 59), (0.00666, 60), (0.00762, 61), (0.00775, 62), (0.00912, 63), (0.00991, 64), (0.01089, 65), (0.01148, 66), (0.01249, 67), (0.01415, 68), (0.01544, 69), (0.01732, 70), (0.01891, 71), (0.02196, 72), (0.02371, 73), (0.02627, 74), (0.02953, 75), (0.03227, 76), (0.03544, 77), (0.03916, 78), (0.04570, 79), (0.05367, 80), (0.06072, 81), (0.06651, 82), (0.07415, 83), (0.08630, 84), (0.09951, 85), (0.11168, 86), (0.12301, 87), (0.13999, 88), (0.15491, 89), (0.17323, 90), (0.18896, 91), (0.20671, 92), (0.23175, 93), (0.25963, 94), (0.27023, 95), (0.31625, 96), (0.33591, 97), (0.35422, 98), (0.42004, 99), ] mortality_rate_female = [ (0.00280, 0), (0.00046, 1), (0.00014, 2), (0.00009, 3), (0.00008, 4), (0.00007, 5), (0.00009, 6), (0.00005, 7), (0.00009, 8), (0.00005, 9), (0.00006, 10), (0.00008, 11), (0.00006, 12), (0.00009, 13), (0.00010, 14), (0.00009, 15), (0.00012, 16), (0.00016, 17), (0.00017, 18), (0.00017, 19), (0.00013, 20), (0.00015, 21), (0.00013, 22), (0.00017, 23), (0.00024, 24), (0.00017, 25), (0.00015, 26), (0.00019, 27), (0.00016, 28), (0.00023, 29), (0.00026, 30), (0.00030, 31), (0.00022, 32), (0.00037, 33), (0.00034, 34), (0.00047, 35), (0.00035, 36), (0.00044, 37), (0.00057, 38), (0.00065, 39), (0.00061, 40), (0.00057, 41), (0.00082, 42), (0.00089, 43), (0.00095, 44), (0.00094, 45), (0.00108, 46), (0.00126, 47), (0.00151, 48), (0.00168, 49), (0.00178, 50), (0.00194, 51), (0.00193, 52), (0.00244, 53), (0.00278, 54), (0.00312, 55), (0.00341, 56), (0.00329, 57), (0.00435, 58), (0.00441, 59), (0.00477, 60), (0.00547, 61), (0.00623, 62), (0.00642, 63), (0.00699, 64), (0.00706, 65), (0.00860, 66), (0.00887, 67), (0.00907, 68), (0.01057, 69), (0.01131, 70), (0.01282, 71), (0.01429, 72), (0.01554, 73), (0.01713, 74), (0.01882, 75), (0.02183, 76), (0.02455, 77), (0.02646, 78), (0.02987, 79), (0.03443, 80), (0.03947, 81), (0.04551, 82), (0.05315, 83), (0.05930, 84), (0.07087, 85), (0.07876, 86), (0.09200, 87), (0.10915, 88), (0.12087, 89), (0.14012, 90), (0.15001, 91), (0.17945, 92), (0.20136, 93), (0.23054, 94), (0.23742, 95), (0.26417, 96), (0.30175, 97), (0.30478, 98), (0.38366, 99), ]