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\[\left(\left(333.75 \cdot {33096}^{6} + \left(77617 \cdot 77617\right) \cdot \left(\left(\left(\left(11 \cdot \left(77617 \cdot 77617\right)\right) \cdot \left(33096 \cdot 33096\right) + \left(-{33096}^{6}\right)\right) + -121 \cdot {33096}^{4}\right) + -2\right)\right) + 5.5 \cdot {33096}^{8}\right) + \frac{77617}{2 \cdot 33096}\]
\left(\left(333.75 \cdot {33096}^{6} + \left(77617 \cdot 77617\right) \cdot \left(\left(\left(\left(11 \cdot \left(77617 \cdot 77617\right)\right) \cdot \left(33096 \cdot 33096\right) + \left(-{33096}^{6}\right)\right) + -121 \cdot {33096}^{4}\right) + -2\right)\right) + 5.5 \cdot {33096}^{8}\right) + \frac{77617}{2 \cdot 33096}
double f() {
        double r1391887 = 333.75;
        double r1391888 = 33096.0;
        double r1391889 = 6.0;
        double r1391890 = pow(r1391888, r1391889);
        double r1391891 = r1391887 * r1391890;
        double r1391892 = 77617.0;
        double r1391893 = r1391892 * r1391892;
        double r1391894 = 11.0;
        double r1391895 = r1391894 * r1391893;
        double r1391896 = r1391888 * r1391888;
        double r1391897 = r1391895 * r1391896;
        double r1391898 = -r1391890;
        double r1391899 = r1391897 + r1391898;
        double r1391900 = -121.0;
        double r1391901 = 4.0;
        double r1391902 = pow(r1391888, r1391901);
        double r1391903 = r1391900 * r1391902;
        double r1391904 = r1391899 + r1391903;
        double r1391905 = -2.0;
        double r1391906 = r1391904 + r1391905;
        double r1391907 = r1391893 * r1391906;
        double r1391908 = r1391891 + r1391907;
        double r1391909 = 5.5;
        double r1391910 = 8.0;
        double r1391911 = pow(r1391888, r1391910);
        double r1391912 = r1391909 * r1391911;
        double r1391913 = r1391908 + r1391912;
        double r1391914 = 2.0;
        double r1391915 = r1391914 * r1391888;
        double r1391916 = r1391892 / r1391915;
        double r1391917 = r1391913 + r1391916;
        return r1391917;
}

Reproduce

herbie shell --seed 2019362 
(FPCore ()
  :name "From Warwick Tucker's Validated Numerics"
  :precision binary64
  (+ (+ (+ (* 333.75 (pow 33096 6)) (* (* 77617 77617) (+ (+ (+ (* (* 11 (* 77617 77617)) (* 33096 33096)) (- (pow 33096 6))) (* -121 (pow 33096 4))) -2))) (* 5.5 (pow 33096 8))) (/ 77617 (* 2 33096))))