| Time | Variable | | Point | Expression |
|---|
| 1.9s | t | @ | 0 | ((fabs (+ (* (* (tanh (asinh (/ (/ eh (tan t)) ew))) (cos t)) eh) (* (* (sin t) ew) (cos (atan (/ (/ eh (tan t)) ew)))))) (+ (* (* (tanh (asinh (/ (/ eh (tan t)) ew))) (cos t)) eh) (* (* (sin t) ew) (cos (atan (/ (/ eh (tan t)) ew))))) (* (tanh (asinh (/ (/ eh (tan t)) ew))) (cos t)) (tanh (asinh (/ (/ eh (tan t)) ew))) (fabs (+ (* (* ew (sin t)) (cos (atan (/ (/ eh ew) (tan t))))) (* (* eh (cos t)) (sin (atan (/ (/ eh ew) (tan t))))))) (+ (* (* ew (sin t)) (cos (atan (/ (/ eh ew) (tan t))))) (* (* eh (cos t)) (sin (atan (/ (/ eh ew) (tan t)))))) (* (sin (atan (* (/ (cos t) ew) (/ eh (sin t))))) eh) (sin (atan (* (/ (cos t) ew) (/ eh (sin t))))) (fabs (/ (+ (* (* (cos t) (/ (/ eh (tan t)) ew)) eh) (* (sin t) ew)) (cosh (asinh (/ (/ eh (tan t)) ew))))) (/ (+ (* (* (cos t) (/ (/ eh (tan t)) ew)) eh) (* (sin t) ew)) (cosh (asinh (/ (/ eh (tan t)) ew)))) (+ (* (* (cos t) (/ (/ eh (tan t)) ew)) eh) (* (sin t) ew)) (* (cos t) (/ (/ eh (tan t)) ew)) (+ (* (* ew (sin t)) (cos (atan (/ (/ eh ew) (tan t))))) (* (* eh (cos t)) (sin (atan (/ eh (* (tan t) ew)))))) (fabs (+ (* (* ew (sin t)) (cos (atan (/ (/ eh ew) (tan t))))) (* (* eh (cos t)) (sin (atan (/ eh (* (tan t) ew))))))) (* (* ew (sin t)) (cos (atan (/ (/ eh ew) (tan t))))) (* ew (sin t)) (+ (* (* ew ew) (/ (pow (* (cos (atan (/ (/ eh (tan t)) ew))) (sin t)) 2) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew)))))) (/ (neg (pow (* (tanh (asinh (/ (/ eh (tan t)) ew))) (* (cos t) eh)) 2)) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew)))))) (/ (neg (pow (* (tanh (asinh (/ (/ eh (tan t)) ew))) (* (cos t) eh)) 2)) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew))))) (fabs (+ (* (* ew ew) (/ (pow (* (cos (atan (/ (/ eh (tan t)) ew))) (sin t)) 2) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew)))))) (/ (neg (pow (* (tanh (asinh (/ (/ eh (tan t)) ew))) (* (cos t) eh)) 2)) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew))))))) (* ew ew) (cos (atan (/ (/ eh (tan t)) ew))) (asinh (/ (/ eh (tan t)) ew)) (/ (/ eh (tan t)) ew) (/ eh (tan t)) (* (/ (cos t) ew) (/ eh (sin t))) (/ (cos t) ew) (cosh (asinh (/ (/ eh (tan t)) ew))) (cos (atan (/ (/ eh ew) (tan t)))) (/ (/ eh ew) (tan t)) (/ eh (* (tan t) ew)) (* (tan t) ew) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew))))) |
| 745.0ms | ew | @ | 0 | ((fabs (+ (* (* (tanh (asinh (/ (/ eh (tan t)) ew))) (cos t)) eh) (* (* (sin t) ew) (cos (atan (/ (/ eh (tan t)) ew)))))) (+ (* (* (tanh (asinh (/ (/ eh (tan t)) ew))) (cos t)) eh) (* (* (sin t) ew) (cos (atan (/ (/ eh (tan t)) ew))))) (* (tanh (asinh (/ (/ eh (tan t)) ew))) (cos t)) (tanh (asinh (/ (/ eh (tan t)) ew))) (fabs (+ (* (* ew (sin t)) (cos (atan (/ (/ eh ew) (tan t))))) (* (* eh (cos t)) (sin (atan (/ (/ eh ew) (tan t))))))) (+ (* (* ew (sin t)) (cos (atan (/ (/ eh ew) (tan t))))) (* (* eh (cos t)) (sin (atan (/ (/ eh ew) (tan t)))))) (* (sin (atan (* (/ (cos t) ew) (/ eh (sin t))))) eh) (sin (atan (* (/ (cos t) ew) (/ eh (sin t))))) (fabs (/ (+ (* (* (cos t) (/ (/ eh (tan t)) ew)) eh) (* (sin t) ew)) (cosh (asinh (/ (/ eh (tan t)) ew))))) (/ (+ (* (* (cos t) (/ (/ eh (tan t)) ew)) eh) (* (sin t) ew)) (cosh (asinh (/ (/ eh (tan t)) ew)))) (+ (* (* (cos t) (/ (/ eh (tan t)) ew)) eh) (* (sin t) ew)) (* (cos t) (/ (/ eh (tan t)) ew)) (+ (* (* ew (sin t)) (cos (atan (/ (/ eh ew) (tan t))))) (* (* eh (cos t)) (sin (atan (/ eh (* (tan t) ew)))))) (fabs (+ (* (* ew (sin t)) (cos (atan (/ (/ eh ew) (tan t))))) (* (* eh (cos t)) (sin (atan (/ eh (* (tan t) ew))))))) (* (* ew (sin t)) (cos (atan (/ (/ eh ew) (tan t))))) (* ew (sin t)) (+ (* (* ew ew) (/ (pow (* (cos (atan (/ (/ eh (tan t)) ew))) (sin t)) 2) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew)))))) (/ (neg (pow (* (tanh (asinh (/ (/ eh (tan t)) ew))) (* (cos t) eh)) 2)) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew)))))) (/ (neg (pow (* (tanh (asinh (/ (/ eh (tan t)) ew))) (* (cos t) eh)) 2)) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew))))) (fabs (+ (* (* ew ew) (/ (pow (* (cos (atan (/ (/ eh (tan t)) ew))) (sin t)) 2) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew)))))) (/ (neg (pow (* (tanh (asinh (/ (/ eh (tan t)) ew))) (* (cos t) eh)) 2)) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew))))))) (* ew ew) (cos (atan (/ (/ eh (tan t)) ew))) (asinh (/ (/ eh (tan t)) ew)) (/ (/ eh (tan t)) ew) (/ eh (tan t)) (* (/ (cos t) ew) (/ eh (sin t))) (/ (cos t) ew) (cosh (asinh (/ (/ eh (tan t)) ew))) (cos (atan (/ (/ eh ew) (tan t)))) (/ (/ eh ew) (tan t)) (/ eh (* (tan t) ew)) (* (tan t) ew) (/ (+ (* (sin t) ew) (* (neg eh) (* (cos t) (/ (/ eh (tan t)) ew)))) (cosh (asinh (/ (/ eh (tan t)) ew))))) |
| 502.0ms | b | @ | inf | ((- (/ (* b b) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c))))) (/ (* b b) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c)))))) (/ (- (- (/ (* b b) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c))))) (/ (* b b) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c)))))) (/ (* (* -4 a) c) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c)))))) (* 2 a)) (- (- (/ (* b b) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c))))) (/ (* b b) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c)))))) (/ (* (* -4 a) c) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c)))))) (/ (* b b) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c))))) (/ (+ (* b 0) (neg (* a (/ c b)))) a) (+ (* b 0) (neg (* a (/ c b)))) (+ (/ (/ (neg b) a) 2) (/ (sqrt (+ (* b b) (* (* -4 a) c))) (* 2 a))) (neg (* a (/ c b))) (+ (/ b (* -2 a)) (/ (sqrt (+ (* b b) (* (* -4 a) c))) (* 2 a))) (/ b (* -2 a)) (* -2 a) (/ (sqrt (+ (* b b) (* (* -4 a) c))) (* 2 a)) (- (+ (* (* 4 a) c) (* b b)) (* b b)) (/ (/ (- (+ (* (* 4 a) c) (* b b)) (* b b)) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c))))) (* 2 a)) (/ (- (+ (* (* 4 a) c) (* b b)) (* b b)) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c))))) (+ (* (* 4 a) c) (* b b)) (/ (+ (neg b) (sqrt (- (* b b) (* (* 4 a) c)))) (* 2 a)) (* (- (* (neg c) (/ a (pow b 3))) (/ 1 b)) c) (* (- (/ (neg a) (pow b 3)) (/ (/ 1 b) c)) (* c c)) (- (/ (neg a) (pow b 3)) (/ (/ 1 b) c)) (/ (* (* -4 a) c) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c))))) (- (neg b) (sqrt (+ (* b b) (* (* -4 a) c)))) (* a (/ c b)) (sqrt (+ (* b b) (* (* -4 a) c))) (+ (* b b) (* (* -4 a) c)) (/ (/ 1 b) c) (/ (neg a) (pow b 3))) |
| 172.0ms | c_n | @ | -inf | ((/ 1 (+ (exp (neg s)) 1)) (/ 1 (+ (exp (neg t)) 1)) (/ (* (pow (/ 1 (+ 1 (exp (neg s)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg s))))) c_n)) (* (pow (/ 1 (+ 1 (exp (neg t)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg t))))) c_n))) (/ (pow (- 1 (/ 1 (+ (exp (neg s)) 1))) c_n) (pow (- 1 (/ 1 (+ (exp (neg t)) 1))) c_n)) (/ (pow (/ 1 (+ (exp (neg s)) 1)) c_p) (pow (/ 1 (+ (exp (neg t)) 1)) c_p)) (/ (* (pow (/ 1 (+ 1 (exp (neg s)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg s))))) c_n)) (* (pow (/ 1 (+ 1 (exp (neg t)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg t))))) c_n))) (+ (* (* (* (pow 1/2 c_p) (pow 1/2 c_n)) (+ (* 1/2 c_p) (* -1/2 c_n))) s) (* (pow 1/2 c_p) (pow 1/2 c_n))) (+ (* 1/2 c_p) (* -1/2 c_n)) (/ 1 (+ 1 (exp (neg t)))) (/ (* (pow (/ 1 (+ 1 (exp (neg s)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg s))))) c_n)) (* (pow (/ 1 (+ 1 (exp (neg t)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg t))))) c_n))) (/ (* (pow (/ 1 (+ 1 (exp (neg s)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg s))))) c_n)) (* (pow (/ 1 (+ 1 (exp (neg t)))) c_p) (pow (exp (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg t)))))))))) c_n))) (* (pow (/ 1 (+ 1 (exp (neg t)))) c_p) (pow (exp (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg t)))))))))) c_n)) (/ 1 (+ 1 (exp (neg s)))) (+ (* (neg (log (+ 1 (exp (neg s))))) c_p) (* (log (+ 1 (exp (neg t)))) c_p)) (+ (* (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg s))))))))) c_n) (* (neg c_n) (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg t))))))))))) (+ (+ (* (neg (log (+ 1 (exp (neg s))))) c_p) (* (log (+ 1 (exp (neg t)))) c_p)) (+ (* (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg s))))))))) c_n) (* (neg c_n) (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg t)))))))))))) (exp (+ (+ (* (neg (log (+ 1 (exp (neg s))))) c_p) (* (log (+ 1 (exp (neg t)))) c_p)) (+ (* (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg s))))))))) c_n) (* (neg c_n) (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg t))))))))))))) (- 1 (/ 1 (+ (exp (neg t)) 1))) (pow (- 1 (/ 1 (+ (exp (neg s)) 1))) c_n) (pow (/ 1 (+ (exp (neg t)) 1)) c_p) (pow (/ 1 (+ (exp (neg s)) 1)) c_p) (pow (/ 1 (+ 1 (exp (neg t)))) c_p) (- 1 (/ 1 (+ 1 (exp (neg t))))) (* (pow (/ 1 (+ 1 (exp (neg s)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg s))))) c_n)) (log (+ 1 (exp (neg t)))) (pow (/ 1 (+ 1 (exp (neg s)))) c_p) (log (+ 1 (exp (neg s))))) |
| 147.0ms | t | @ | -inf | ((+ (* (neg c_n) (log 1/2)) (+ (* (neg c_p) (log 2)) (+ (* (* (- c_n c_p) s) -1/2) (+ (* (log 1/2) c_n) (+ (* (+ (* (* c_n 1) 1/2) (* -1/2 c_p)) t) (* (log 2) c_p)))))) (+ (* (neg c_p) (log 2)) (+ (* (* (- c_n c_p) s) -1/2) (+ (* (log 1/2) c_n) (+ (* (+ (* (* c_n 1) 1/2) (* -1/2 c_p)) t) (* (log 2) c_p))))) (+ (* (* (- c_n c_p) s) -1/2) (+ (* (log 1/2) c_n) (+ (* (+ (* (* c_n 1) 1/2) (* -1/2 c_p)) t) (* (log 2) c_p)))) (* c_n 1) (exp (+ (+ (* (neg (log (+ 1 (exp (neg s))))) c_p) (* (log (+ 1 (exp (neg t)))) c_p)) (+ (* (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg s))))))))) c_n) (* (neg c_n) (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg t))))))))))))) (+ (+ (* (neg (log (+ 1 (exp (neg s))))) c_p) (* (log (+ 1 (exp (neg t)))) c_p)) (+ (* (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg s))))))))) c_n) (* (neg c_n) (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg t)))))))))))) (+ (* (neg c_n) (log (- 1 (exp (neg (log (+ 1 (exp (neg t))))))))) (+ (* (neg c_p) (log 2)) (+ (* (log 1/2) c_n) (+ (* (log (+ 1 (exp (neg t)))) c_p) (* (* -1/2 (- (* c_n 1) c_p)) s))))) (* (* (- c_n c_p) s) -1/2) (/ 1 (+ (exp (neg t)) 1)) (/ (* (pow (/ 1 (+ 1 (exp (neg s)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg s))))) c_n)) (* (pow (/ 1 (+ 1 (exp (neg t)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg t))))) c_n))) (/ (pow (- 1 (/ 1 (+ (exp (neg s)) 1))) c_n) (pow (- 1 (/ 1 (+ (exp (neg t)) 1))) c_n)) (pow (- 1 (/ 1 (+ (exp (neg s)) 1))) c_n) (+ (* (* (* (pow 1/2 c_p) t) c_p) 1/2) (pow 1/2 c_p)) (/ 1 (+ (exp (neg s)) 1)) (/ (* (pow (/ 1 (+ 1 (exp (neg s)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg s))))) c_n)) (* (pow (/ 1 (+ 1 (exp (neg t)))) c_p) (pow (- 1 (/ 1 (+ 1 (exp (neg t))))) c_n))) (/ (pow (/ 1 (+ (exp (neg s)) 1)) c_p) (pow (/ 1 (+ (exp (neg t)) 1)) c_p)) (* (+ (+ (* -1/2 s) (neg (log (- 1 (exp (neg (log (+ 1 (exp (neg t)))))))))) (log 1/2)) c_n) (exp (+ (+ (* (neg (log (+ 1 (exp (neg s))))) c_p) (* (log (+ 1 (exp (neg t)))) c_p)) (+ (* (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg s))))))))) c_n) (* (neg c_n) (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg t))))))))))))) (+ (+ (* (neg (log (+ 1 (exp (neg s))))) c_p) (* (log (+ 1 (exp (neg t)))) c_p)) (+ (* (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg s))))))))) c_n) (* (neg c_n) (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg t)))))))))))) (+ (* (neg c_n) (log (- 1 (exp (neg (log (+ 1 (exp (neg t))))))))) (+ (* (neg c_p) (log 2)) (+ (* (log 1/2) c_n) (+ (* (log (+ 1 (exp (neg t)))) c_p) (* (* -1/2 (- (* c_n 1) c_p)) s))))) (+ (* (neg c_n) (log (- 1 (exp (neg (log (+ 1 (exp (neg t))))))))) (+ (* (neg c_p) (log 2)) (+ (* (log 1/2) c_n) (+ (* (log (+ 1 (exp (neg t)))) c_p) (* (* -1/2 (- (* c_n 1) c_p)) s))))) (+ (+ (* (neg (log (+ 1 (exp (neg s))))) c_p) (* (log (+ 1 (exp (neg t)))) c_p)) (+ (* (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg s))))))))) c_n) (* (neg c_n) (log (+ 1 (neg (exp (neg (log (+ 1 (exp (neg t)))))))))))) (* (- c_n c_p) s) (- 1 (/ 1 (+ (exp (neg t)) 1))) (pow (/ 1 (+ (exp (neg s)) 1)) c_p) (pow (/ 1 (+ (exp (neg t)) 1)) c_p) (+ (+ (* -1/2 s) (neg (log (- 1 (exp (neg (log (+ 1 (exp (neg t)))))))))) (log 1/2)) (log (+ 1 (exp (neg t))))) |