# Logit aproximado de p(male | x0,x1,x2)
# z(x) = intercept + sum_i coef_i * phi_i(x)

intercept = -19.2882499695
z(x0,x1,x2) = intercept
        + (-21.0116291046) * (x0)
        + (4.89679670334) * (x1)
        + (33.5458526611) * (x2)
        + (-33.8279647827) * (x0^2)
        + (25.3936252594) * (x0 x1)
        + (-17.4266910553) * (x0 x2)
        + (10.714805603) * (x1^2)
        + (-37.9990463257) * (x1 x2)
        + (77.7789459229) * (x2^2)
        + (42.2326774597) * (x0^3)
        + (-12.4375267029) * (x0^2 x1)
        + (-54.7340660095) * (x0^2 x2)
        + (116.930412292) * (x0 x1^2)
        + (-72.0918197632) * (x0 x1 x2)
        + (107.635169983) * (x0 x2^2)
        + (-86.3314590454) * (x1^3)
        + (-15.832406044) * (x1^2 x2)
        + (50.161491394) * (x1 x2^2)
        + (-82.6633529663) * (x2^3)
        + (80.2211380005) * (x0^4)
        + (-57.0133628845) * (x0^3 x1)
        + (16.4471588135) * (x0^3 x2)
        + (223.5259552) * (x0^2 x1^2)
        + (-180.434951782) * (x0^2 x1 x2)
        + (109.221168518) * (x0^2 x2^2)
        + (-130.290786743) * (x0 x1^3)
        + (23.6008586884) * (x0 x1^2 x2)
        + (83.9444046021) * (x0 x1 x2^2)
        + (-79.9672088623) * (x0 x2^3)
        + (80.5444946289) * (x1^4)
        + (-41.0812988281) * (x1^3 x2)
        + (0.973711848259) * (x1^2 x2^2)
        + (-33.0963668823) * (x1 x2^3)
        + (17.0367221832) * (x2^4)
        + (30.8817996979) * (x0^5)
        + (-20.5522117615) * (x0^4 x1)
        + (70.0352172852) * (x0^4 x2)
        + (205.534881592) * (x0^3 x1^2)
        + (-242.251846313) * (x0^3 x1 x2)
        + (188.86517334) * (x0^3 x2^2)
        + (-24.7347927094) * (x0^2 x1^3)
        + (42.4477119446) * (x0^2 x1^2 x2)
        + (19.0546169281) * (x0^2 x1 x2^2)
        + (-98.8647079468) * (x0^2 x2^3)
        + (-8.81629562378) * (x0 x1^4)
        + (-95.8293685913) * (x0 x1^3 x2)
        + (76.9309692383) * (x0 x1^2 x2^2)
        + (-11.8961648941) * (x0 x1 x2^3)
        + (31.0150508881) * (x0 x2^4)
        + (68.1549682617) * (x1^5)
        + (22.4287662506) * (x1^4 x2)
        + (30.8480072021) * (x1^3 x2^2)
        + (-106.458930969) * (x1^2 x2^3)
        + (83.400932312) * (x1 x2^4)
        + (-87.6806869507) * (x2^5)
        + (-72.679901123) * (x0^6)
        + (44.9379882812) * (x0^5 x1)
        + (56.0432319641) * (x0^5 x2)
        + (188.730697632) * (x0^4 x1^2)
        + (-252.993225098) * (x0^4 x1 x2)
        + (266.48739624) * (x0^4 x2^2)
        + (15.5670833588) * (x0^3 x1^3)
        + (1.44547390938) * (x0^3 x1^2 x2)
        + (9.51494312286) * (x0^3 x1 x2^2)
        + (-87.445274353) * (x0^3 x2^3)
        + (-31.3198261261) * (x0^2 x1^4)
        + (-9.04473686218) * (x0^2 x1^3 x2)
        + (50.151714325) * (x0^2 x1^2 x2^2)
        + (-40.6091194153) * (x0^2 x1 x2^3)
        + (28.9439411163) * (x0^2 x2^4)
        + (156.907302856) * (x0 x1^5)
        + (-134.790756226) * (x0 x1^4 x2)
        + (47.9577789307) * (x0 x1^3 x2^2)
        + (-21.1444549561) * (x0 x1^2 x2^3)
        + (49.6602783203) * (x0 x1 x2^4)
        + (-48.5155181885) * (x0 x2^5)
        + (-57.5880279541) * (x1^6)
        + (-32.3020477295) * (x1^5 x2)
        + (189.786499023) * (x1^4 x2^2)
        + (-206.688522339) * (x1^3 x2^3)
        + (121.171287537) * (x1^2 x2^4)
        + (-87.7822723389) * (x1 x2^5)
        + (69.4359283447) * (x2^6)

# Probabilidad final:
p(x0,x1,x2) = 1 / (1 + exp(-z(x0,x1,x2)))