Timeout in 10.0m

Use the --timeout flag to change the timeout.

\[x + \frac{y \cdot \left(\left(\left(\left(z \cdot 3.13060547623 + 11.1667541262\right) \cdot z + t\right) \cdot z + a\right) \cdot z + b\right)}{\left(\left(\left(z + 15.234687407\right) \cdot z + 31.4690115749\right) \cdot z + 11.9400905721\right) \cdot z + 0.607771387771}\]
x + \frac{y \cdot \left(\left(\left(\left(z \cdot 3.13060547623 + 11.1667541262\right) \cdot z + t\right) \cdot z + a\right) \cdot z + b\right)}{\left(\left(\left(z + 15.234687407\right) \cdot z + 31.4690115749\right) \cdot z + 11.9400905721\right) \cdot z + 0.607771387771}
double f(double x, double y, double z, double t, double a, double b) {
        double r31367934 = x;
        double r31367935 = y;
        double r31367936 = z;
        double r31367937 = 3.13060547623;
        double r31367938 = r31367936 * r31367937;
        double r31367939 = 11.1667541262;
        double r31367940 = r31367938 + r31367939;
        double r31367941 = r31367940 * r31367936;
        double r31367942 = t;
        double r31367943 = r31367941 + r31367942;
        double r31367944 = r31367943 * r31367936;
        double r31367945 = a;
        double r31367946 = r31367944 + r31367945;
        double r31367947 = r31367946 * r31367936;
        double r31367948 = b;
        double r31367949 = r31367947 + r31367948;
        double r31367950 = r31367935 * r31367949;
        double r31367951 = 15.234687407;
        double r31367952 = r31367936 + r31367951;
        double r31367953 = r31367952 * r31367936;
        double r31367954 = 31.4690115749;
        double r31367955 = r31367953 + r31367954;
        double r31367956 = r31367955 * r31367936;
        double r31367957 = 11.9400905721;
        double r31367958 = r31367956 + r31367957;
        double r31367959 = r31367958 * r31367936;
        double r31367960 = 0.607771387771;
        double r31367961 = r31367959 + r31367960;
        double r31367962 = r31367950 / r31367961;
        double r31367963 = r31367934 + r31367962;
        return r31367963;
}

Reproduce

herbie shell --seed 2019158 
(FPCore (x y z t a b)
  :name "Numeric.SpecFunctions:logGamma from math-functions-0.1.5.2, D"

  :herbie-target
  (if (< z -6.499344996252632e+53) (+ x (* (+ (- 3.13060547623 (/ 36.527041698806414 z)) (/ t (* z z))) (/ y 1))) (if (< z 7.066965436914287e+59) (+ x (/ y (/ (+ (* (+ (* (+ (* (+ z 15.234687407) z) 31.4690115749) z) 11.9400905721) z) 0.607771387771) (+ (* (+ (* (+ (* (+ (* z 3.13060547623) 11.1667541262) z) t) z) a) z) b)))) (+ x (* (+ (- 3.13060547623 (/ 36.527041698806414 z)) (/ t (* z z))) (/ y 1)))))

  (+ x (/ (* y (+ (* (+ (* (+ (* (+ (* z 3.13060547623) 11.1667541262) z) t) z) a) z) b)) (+ (* (+ (* (+ (* (+ z 15.234687407) z) 31.4690115749) z) 11.9400905721) z) 0.607771387771))))