Please select a cohort from the pulldown menu.

The black solid line is the (modified) mortality function, and the red dots are empirical (existing) data.

  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-10.3105, -3.56888, 0.108918, -0.0171801)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.8449, -3.20118, 0.101735, -0.0140248)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-10.2459, -3.69528, 0.0994844, -0.0173784)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.81011, -3.15298, 0.101858, -0.0139329)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-10.1825, -3.55727, 0.103685, -0.0171425)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.77545, -3.1055, 0.10198, -0.0138416)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-10.1296, -3.9171, 0.0879114, -0.0168322)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.74094, -3.05874, 0.102103, -0.0137509)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-10.055, -3.16904, 0.115447, -0.0171165)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.70656, -3.01268, 0.102226, -0.0136607)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.99195, -2.97144, 0.11617, -0.0167939)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.67231, -2.96732, 0.102349, -0.0135712)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.92954, -3.2331, 0.113561, -0.0163973)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.6382, -2.92264, 0.102471, -0.0134822)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.86748, -3.16752, 0.117197, -0.0160114)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.60422, -2.87863, 0.102594, -0.0133939)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.8058, -2.6839, 0.0945399, -0.0156357)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.57038, -2.83529, 0.102717, -0.0133061)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.74451, -2.66667, 0.0772177, -0.01527)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.53667, -2.7926, 0.102839, -0.01321897)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.6836, -2.648, 0.0662753, -0.0149139)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.50309, -2.75055, 0.102962, -0.0131322)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.62306, -2.63052, 0.066919, -0.0145673)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.46965, -2.70913, 0.103085, -0.0130462)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.56289, -2.61327, 0.0676265, -0.0142299)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.43633, -2.66834, 0.103207, -0.0129606)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.50308, -2.59659, 0.0685902, -0.0139014)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.40315, -2.62816, 0.10333, -0.0128757)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.44365, -2.58202, 0.0714088, -0.0135817)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.3701, -2.58859, 0.103453, -0.0127913)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.38457, -3.60362, 0.0961311, -0.0132704)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.33718, -2.54961, 0.103576, -0.0127075)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.32585, -3.58663, 0.0967864, -0.0129674)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.30439, -2.51122, 0.103698, -0.0126242)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.2675, -3.56972, 0.0974417, -0.0126725)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.27172, -2.47341, 0.103821, -0.0125414)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.2095, -3.5529, 0.098097, -0.0123854)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.23919, -2.43616, 0.103944, -0.0124592)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.15185, -3.53615, 0.0987522, -0.0121059)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.20678, -2.39948, 0.104066, -0.0123776)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.09455, -3.51948, 0.0994075, -0.0118338)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.1745, -2.36335, 0.104189, -0.0122964)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-9.03761, -3.50289, 0.100063, -0.0115689)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.14235, -2.32776, 0.104312, -0.0122158)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.98101, -3.48637, 0.100718, -0.0113111)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.11032, -2.29271, 0.104434, -0.0121358)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.92476, -3.46994, 0.101373, -0.0110601)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.07842, -2.25819, 0.104557, -0.0120562)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.86885, -3.45358, 0.102029, -0.0108158)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.04664, -2.22419, 0.10468, -0.0119772)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.81328, -3.4373, 0.102684, -0.010578)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.015, -2.1907, 0.104803, -0.0118987)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.75806, -3.42109, 0.103339, -0.0103464)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.98347, -2.15771, 0.104925, -0.0118207)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.70317, -3.40497, 0.103994, -0.010121)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.95207, -2.12522, 0.105048, -0.0117432)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.64861, -3.38891, 0.10465, -0.00990165)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.92079, -2.09322, 0.105171, -0.0116663)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.59439, -3.37294, 0.105305, -0.00968808)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.88964, -2.0617, 0.105293, -0.0115898)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.5405, -3.35704, 0.10596, -0.00948017)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.8586, -2.03066, 0.105416, -0.0115138)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.48694, -3.34121, 0.106615, -0.00927778)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.82769, -2.00008, 0.105539, -0.0114384)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.4337, -3.32546, 0.107271, -0.00908076)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.7969, -1.96997, 0.105661, -0.0113634)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.3808, -3.30978, 0.107926, -0.00888897)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.76624, -1.94031, 0.105784, -0.0112889)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.32821, -3.29418, 0.108581, -0.00870226)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.73569, -1.91109, 0.105907, -0.0112149)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.27596, -3.27865, 0.109237, -0.0085205)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.70526, -1.88231, 0.10603, -0.0111414)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.22402, -3.26319, 0.109892, -0.00834355)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.67496, -1.85397, 0.106152, -0.0110684)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.17242, -3.24781, 0.110547, -0.00817128)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.64477, -1.82606, 0.106275, -0.0109959)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.12114, -3.2325, 0.111202, -0.00800355)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.6147, -1.79856, 0.106398, -0.0109238)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.0702, -3.21726, 0.111858, -0.00784022)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.58475, -1.77148, 0.10652, -0.0108522)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-8.01966, -3.20209, 0.112513, -0.00768105)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.55491, -1.7448, 0.106643, -0.0107811)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.96955, -3.187, 0.113168, -0.00752582)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.5252, -1.71853, 0.106766, -0.0107104)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.92018, -3.17197, 0.113823, -0.00737387)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.4956, -1.69266, 0.106889, -0.0106402)
  • male
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.873, -3.15702, 0.114479, -0.00722221)
    female
    Parameter:(\(\alpha_c\),\(\beta_c\),\(\gamma_c\),\(\kappa_c\))=(-7.46612, -1.66717, 0.107011, -0.0105704)

  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0666169, 10.0469, 0.00762364)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0614639, 9.93411, 0.0101689)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0663521, 9.97637, 0.00798005)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0613849, 9.92428, 0.0103326)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0658338, 9.99138, 0.00818729)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0613089, 9.91483, 0.0104963)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0656749, 9.99523, 0.00823721)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0612357, 9.90571, 0.0106601)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0652102, 9.89788, 0.0085351)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.061165, 9.89691, 0.0108238)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0647303, 9.89074, 0.00872978)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0610967, 9.8884, 0.0109875)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0647928, 9.88339, 0.00872343)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0610306, 9.88018, 0.0111513)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0645658, 9.87394, 0.00877059)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0609667, 9.87221, 0.011315)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0637366, 9.86708, 0.00916789)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0609047, 9.86448, 0.0114788)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0635468, 9.85936, 0.00925032)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0608445, 9.85699, 0.0116425)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0630572, 9.85075, 0.00946498)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0607861, 9.84971, 0.0118062)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0626256, 9.84439, 0.00968313)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0607294, 9.84263, 0.01197)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0620487, 9.83778, 0.00993496)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0606742, 9.83575, 0.0121337)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0620288, 9.83261, 0.0101598)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0606205, 9.82906, 0.0122974)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0617555, 9.82499, 0.00988565)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0605682, 9.82253, 0.0124612)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0615112, 9.82149, 0.0100808)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0605173, 9.81617, 0.0126249)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.061037, 9.81325, 0.0102851)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0604676, 9.80997, 0.0127887)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0604285, 9.80464, 0.0107055)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0604191, 9.80392, 0.0129524)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0603797, 9.79869, 0.0105815)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0603718, 9.79801, 0.0131161)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0603307, 9.79268, 0.0112264)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0603256, 9.79224, 0.0132798)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0602874, 9.78718, 0.0114354)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0602804, 9.7866, 0.0134436)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0602448, 9.78178, 0.0121165)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0602363, 9.78108, 0.0136073)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0602005, 9.77628, 0.0119838)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0601931, 9.77568, 0.013771)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))= (0.0601619, 9.77126, 0.0120847)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))= (0.060151, 9.7704, 0.0139347)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0601313, 9.76684, 0.0127275)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0601097, 9.76523, 0.0140984)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0600916, 9.76179, 0.0124386)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0600694, 9.76016, 0.0142621)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0600657, 9.75781, 0.0127725)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0600299, 9.7552, 0.0144258)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0600235, 9.75257, 0.0129105)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0599914, 9.75034, 0.0145895)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.060027, 9.75042, 0.0132942)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0599543, 9.74559, 0.0147531)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0600678, 9.75061, 0.013485)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0599183, 9.74094, 0.0149166)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0599949, 9.74347, 0.013646)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0598837, 9.73639, 0.0150801)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0600722, 9.74593, 0.013783)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0598489, 9.7319, 0.0152438)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0602616, 9.75284, 0.0146235)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0598212, 9.72764, 0.0154066)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0603672, 9.75592, 0.0145579)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0597951, 9.72347, 0.0155696)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0604777, 9.76062, 0.0144961)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0597687, 9.71933, 0.0157327)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0606481, 9.77058, 0.0142352)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0597534, 9.7155, 0.0158948)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0613911, 9.82502, 0.0144515)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0597788, 9.71259, 0.0160531)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0624789, 9.94328, 0.014608)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0597811, 9.70909, 0.0162148)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0625657, 9.93735, 0.0148421)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0600565, 9.71137, 0.0163529)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0631087, 9.95924, 0.0153487)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.061302, 9.74299, 0.0163713)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0637383, 10.1504, 0.0151728)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0615194, 9.74692, 0.0165123)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0641979, 10.2037, 0.01551)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0615872, 9.74261, 0.016682)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.064176, 10.2006, 0.0156771)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0626294, 9.79731, 0.0166445)
  • male
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0642006, 10.2286, 0.0157844)
    female
    Parameter:(\(a_c\),\(b_c\),\(\sigma_c\))=(0.0634377, 9.89744, 0.0164946)