\(\int (e x)^m \sin ^2(d (a+b \log (c x^n))) \, dx\) [72]

Optimal result

Integrand size = 21, antiderivative size = 154 \[ \int (e x)^m \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right ) \, dx=\frac {2 b^2 d^2 n^2 (e x)^{1+m}}{e (1+m) \left ((1+m)^2+4 b^2 d^2 n^2\right )}-\frac {2 b d n (e x)^{1+m} \cos \left (d \left (a+b \log \left (c x^n\right )\right )\right ) \sin \left (d \left (a+b \log \left (c x^n\right )\right )\right )}{e \left ((1+m)^2+4 b^2 d^2 n^2\right )}+\frac {(1+m) (e x)^{1+m} \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right )}{e \left ((1+m)^2+4 b^2 d^2 n^2\right )} \]

[Out]

2*b^2*d^2*n^2*(e*x)^(1+m)/e/(1+m)/((1+m)^2+4*b^2*d^2*n^2)-2*b*d*n*(e*x)^(1+m)*cos(d*(a+b*ln(c*x^n)))*sin(d*(a+
b*ln(c*x^n)))/e/((1+m)^2+4*b^2*d^2*n^2)+(1+m)*(e*x)^(1+m)*sin(d*(a+b*ln(c*x^n)))^2/e/((1+m)^2+4*b^2*d^2*n^2)

Rubi [A] (verified)

Time = 0.05 (sec) , antiderivative size = 154, normalized size of antiderivative = 1.00, number of steps used = 2, number of rules used = 2, \(\frac {\text {number of rules}}{\text {integrand size}}\) = 0.095, Rules used = {4575, 32} \[ \int (e x)^m \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right ) \, dx=\frac {(m+1) (e x)^{m+1} \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right )}{e \left (4 b^2 d^2 n^2+(m+1)^2\right )}-\frac {2 b d n (e x)^{m+1} \sin \left (d \left (a+b \log \left (c x^n\right )\right )\right ) \cos \left (d \left (a+b \log \left (c x^n\right )\right )\right )}{e \left (4 b^2 d^2 n^2+(m+1)^2\right )}+\frac {2 b^2 d^2 n^2 (e x)^{m+1}}{e (m+1) \left (4 b^2 d^2 n^2+(m+1)^2\right )} \]

[In]

Int[(e*x)^m*Sin[d*(a + b*Log[c*x^n])]^2,x]

[Out]

(2*b^2*d^2*n^2*(e*x)^(1 + m))/(e*(1 + m)*((1 + m)^2 + 4*b^2*d^2*n^2)) - (2*b*d*n*(e*x)^(1 + m)*Cos[d*(a + b*Lo
g[c*x^n])]*Sin[d*(a + b*Log[c*x^n])])/(e*((1 + m)^2 + 4*b^2*d^2*n^2)) + ((1 + m)*(e*x)^(1 + m)*Sin[d*(a + b*Lo
g[c*x^n])]^2)/(e*((1 + m)^2 + 4*b^2*d^2*n^2))

Rule 32

Int[((a_.) + (b_.)*(x_))^(m_), x_Symbol] :> Simp[(a + b*x)^(m + 1)/(b*(m + 1)), x] /; FreeQ[{a, b, m}, x] && N
eQ[m, -1]

Rule 4575

Int[((e_.)*(x_))^(m_.)*Sin[((a_.) + Log[(c_.)*(x_)^(n_.)]*(b_.))*(d_.)]^(p_), x_Symbol] :> Simp[(m + 1)*(e*x)^
(m + 1)*(Sin[d*(a + b*Log[c*x^n])]^p/(b^2*d^2*e*n^2*p^2 + e*(m + 1)^2)), x] + (Dist[b^2*d^2*n^2*p*((p - 1)/(b^
2*d^2*n^2*p^2 + (m + 1)^2)), Int[(e*x)^m*Sin[d*(a + b*Log[c*x^n])]^(p - 2), x], x] - Simp[b*d*n*p*(e*x)^(m + 1
)*Cos[d*(a + b*Log[c*x^n])]*(Sin[d*(a + b*Log[c*x^n])]^(p - 1)/(b^2*d^2*e*n^2*p^2 + e*(m + 1)^2)), x]) /; Free
Q[{a, b, c, d, e, m, n}, x] && IGtQ[p, 1] && NeQ[b^2*d^2*n^2*p^2 + (m + 1)^2, 0]

Rubi steps \begin{align*} \text {integral}& = -\frac {2 b d n (e x)^{1+m} \cos \left (d \left (a+b \log \left (c x^n\right )\right )\right ) \sin \left (d \left (a+b \log \left (c x^n\right )\right )\right )}{e \left ((1+m)^2+4 b^2 d^2 n^2\right )}+\frac {(1+m) (e x)^{1+m} \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right )}{e \left ((1+m)^2+4 b^2 d^2 n^2\right )}+\frac {\left (2 b^2 d^2 n^2\right ) \int (e x)^m \, dx}{(1+m)^2+4 b^2 d^2 n^2} \\ & = \frac {2 b^2 d^2 n^2 (e x)^{1+m}}{e (1+m) \left ((1+m)^2+4 b^2 d^2 n^2\right )}-\frac {2 b d n (e x)^{1+m} \cos \left (d \left (a+b \log \left (c x^n\right )\right )\right ) \sin \left (d \left (a+b \log \left (c x^n\right )\right )\right )}{e \left ((1+m)^2+4 b^2 d^2 n^2\right )}+\frac {(1+m) (e x)^{1+m} \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right )}{e \left ((1+m)^2+4 b^2 d^2 n^2\right )} \\ \end{align*}

Mathematica [C] (verified)

Result contains complex when optimal does not.

Time = 0.26 (sec) , antiderivative size = 102, normalized size of antiderivative = 0.66 \[ \int (e x)^m \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right ) \, dx=-\frac {x (e x)^m \left (-1-2 m-m^2-4 b^2 d^2 n^2+(1+m)^2 \cos \left (2 d \left (a+b \log \left (c x^n\right )\right )\right )+2 b d (1+m) n \sin \left (2 d \left (a+b \log \left (c x^n\right )\right )\right )\right )}{2 (1+m) (1+m-2 i b d n) (1+m+2 i b d n)} \]

[In]

Integrate[(e*x)^m*Sin[d*(a + b*Log[c*x^n])]^2,x]

[Out]

-1/2*(x*(e*x)^m*(-1 - 2*m - m^2 - 4*b^2*d^2*n^2 + (1 + m)^2*Cos[2*d*(a + b*Log[c*x^n])] + 2*b*d*(1 + m)*n*Sin[
2*d*(a + b*Log[c*x^n])]))/((1 + m)*(1 + m - (2*I)*b*d*n)*(1 + m + (2*I)*b*d*n))

Maple [F]

\[\int \left (e x \right )^{m} {\sin \left (d \left (a +b \ln \left (c \,x^{n}\right )\right )\right )}^{2}d x\]

[In]

int((e*x)^m*sin(d*(a+b*ln(c*x^n)))^2,x)

[Out]

int((e*x)^m*sin(d*(a+b*ln(c*x^n)))^2,x)

Fricas [A] (verification not implemented)

none

Time = 0.26 (sec) , antiderivative size = 155, normalized size of antiderivative = 1.01 \[ \int (e x)^m \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right ) \, dx=-\frac {2 \, {\left (b d m + b d\right )} n x \cos \left (b d n \log \left (x\right ) + b d \log \left (c\right ) + a d\right ) e^{\left (m \log \left (e\right ) + m \log \left (x\right )\right )} \sin \left (b d n \log \left (x\right ) + b d \log \left (c\right ) + a d\right ) + {\left ({\left (m^{2} + 2 \, m + 1\right )} x \cos \left (b d n \log \left (x\right ) + b d \log \left (c\right ) + a d\right )^{2} - {\left (2 \, b^{2} d^{2} n^{2} + m^{2} + 2 \, m + 1\right )} x\right )} e^{\left (m \log \left (e\right ) + m \log \left (x\right )\right )}}{m^{3} + 4 \, {\left (b^{2} d^{2} m + b^{2} d^{2}\right )} n^{2} + 3 \, m^{2} + 3 \, m + 1} \]

[In]

integrate((e*x)^m*sin(d*(a+b*log(c*x^n)))^2,x, algorithm="fricas")

[Out]

-(2*(b*d*m + b*d)*n*x*cos(b*d*n*log(x) + b*d*log(c) + a*d)*e^(m*log(e) + m*log(x))*sin(b*d*n*log(x) + b*d*log(
c) + a*d) + ((m^2 + 2*m + 1)*x*cos(b*d*n*log(x) + b*d*log(c) + a*d)^2 - (2*b^2*d^2*n^2 + m^2 + 2*m + 1)*x)*e^(
m*log(e) + m*log(x)))/(m^3 + 4*(b^2*d^2*m + b^2*d^2)*n^2 + 3*m^2 + 3*m + 1)

Sympy [F]

\[ \int (e x)^m \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right ) \, dx=- \frac {\begin {cases} \frac {\log {\left (x \right )} \cos {\left (2 a d \right )}}{e} & \text {for}\: b = 0 \wedge m = -1 \\\int \left (e x\right )^{m} \cos {\left (- 2 a d + \frac {i m \log {\left (c x^{n} \right )}}{n} + \frac {i \log {\left (c x^{n} \right )}}{n} \right )}\, dx & \text {for}\: b = - \frac {i \left (m + 1\right )}{2 d n} \\\int \left (e x\right )^{m} \cos {\left (2 a d + \frac {i m \log {\left (c x^{n} \right )}}{n} + \frac {i \log {\left (c x^{n} \right )}}{n} \right )}\, dx & \text {for}\: b = \frac {i \left (m + 1\right )}{2 d n} \\\frac {2 b d n x \left (e x\right )^{m} \sin {\left (2 a d + 2 b d \log {\left (c x^{n} \right )} \right )}}{4 b^{2} d^{2} n^{2} + m^{2} + 2 m + 1} + \frac {m x \left (e x\right )^{m} \cos {\left (2 a d + 2 b d \log {\left (c x^{n} \right )} \right )}}{4 b^{2} d^{2} n^{2} + m^{2} + 2 m + 1} + \frac {x \left (e x\right )^{m} \cos {\left (2 a d + 2 b d \log {\left (c x^{n} \right )} \right )}}{4 b^{2} d^{2} n^{2} + m^{2} + 2 m + 1} & \text {otherwise} \end {cases}}{2} + \frac {\begin {cases} \frac {\left (e x\right )^{m + 1}}{m + 1} & \text {for}\: m \neq -1 \\\log {\left (e x \right )} & \text {otherwise} \end {cases}}{2 e} \]

[In]

integrate((e*x)**m*sin(d*(a+b*ln(c*x**n)))**2,x)

[Out]

-Piecewise((log(x)*cos(2*a*d)/e, Eq(b, 0) & Eq(m, -1)), (Integral((e*x)**m*cos(-2*a*d + I*m*log(c*x**n)/n + I*
log(c*x**n)/n), x), Eq(b, -I*(m + 1)/(2*d*n))), (Integral((e*x)**m*cos(2*a*d + I*m*log(c*x**n)/n + I*log(c*x**
n)/n), x), Eq(b, I*(m + 1)/(2*d*n))), (2*b*d*n*x*(e*x)**m*sin(2*a*d + 2*b*d*log(c*x**n))/(4*b**2*d**2*n**2 + m
**2 + 2*m + 1) + m*x*(e*x)**m*cos(2*a*d + 2*b*d*log(c*x**n))/(4*b**2*d**2*n**2 + m**2 + 2*m + 1) + x*(e*x)**m*
cos(2*a*d + 2*b*d*log(c*x**n))/(4*b**2*d**2*n**2 + m**2 + 2*m + 1), True))/2 + Piecewise(((e*x)**(m + 1)/(m +
1), Ne(m, -1)), (log(e*x), True))/(2*e)

Maxima [B] (verification not implemented)

Leaf count of result is larger than twice the leaf count of optimal. 2551 vs. \(2 (154) = 308\).

Time = 0.32 (sec) , antiderivative size = 2551, normalized size of antiderivative = 16.56 \[ \int (e x)^m \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right ) \, dx=\text {Too large to display} \]

[In]

integrate((e*x)^m*sin(d*(a+b*log(c*x^n)))^2,x, algorithm="maxima")

[Out]

-1/4*(((((cos(4*a*d)*cos(2*a*d) + sin(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) + (cos(2*a*d)*sin(4*a*d) - cos(4*a*
d)*sin(2*a*d))*sin(2*b*d*log(c)))*cos(4*b*d*log(c)) + cos(2*b*d*log(c))*cos(2*a*d) - ((cos(2*a*d)*sin(4*a*d) -
cos(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) - (cos(4*a*d)*cos(2*a*d) + sin(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))
*sin(4*b*d*log(c)) - sin(2*b*d*log(c))*sin(2*a*d))*e^m*m^2 + 2*(((cos(4*a*d)*cos(2*a*d) + sin(4*a*d)*sin(2*a*d
))*cos(2*b*d*log(c)) + (cos(2*a*d)*sin(4*a*d) - cos(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*cos(4*b*d*log(c)) +
cos(2*b*d*log(c))*cos(2*a*d) - ((cos(2*a*d)*sin(4*a*d) - cos(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) - (cos(4*a*d
)*cos(2*a*d) + sin(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*sin(4*b*d*log(c)) - sin(2*b*d*log(c))*sin(2*a*d))*e^m
*m + (((cos(4*a*d)*cos(2*a*d) + sin(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) + (cos(2*a*d)*sin(4*a*d) - cos(4*a*d)
*sin(2*a*d))*sin(2*b*d*log(c)))*cos(4*b*d*log(c)) + cos(2*b*d*log(c))*cos(2*a*d) - ((cos(2*a*d)*sin(4*a*d) - c
os(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) - (cos(4*a*d)*cos(2*a*d) + sin(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*s
in(4*b*d*log(c)) - sin(2*b*d*log(c))*sin(2*a*d))*e^m + 2*((b*d*cos(2*a*d)*sin(2*b*d*log(c)) + b*d*cos(2*b*d*lo
g(c))*sin(2*a*d) + ((b*d*cos(2*a*d)*sin(4*a*d) - b*d*cos(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) - (b*d*cos(4*a*d
)*cos(2*a*d) + b*d*sin(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*cos(4*b*d*log(c)) + ((b*d*cos(4*a*d)*cos(2*a*d) +
b*d*sin(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) + (b*d*cos(2*a*d)*sin(4*a*d) - b*d*cos(4*a*d)*sin(2*a*d))*sin(2*
b*d*log(c)))*sin(4*b*d*log(c)))*e^m*m + (b*d*cos(2*a*d)*sin(2*b*d*log(c)) + b*d*cos(2*b*d*log(c))*sin(2*a*d) +
((b*d*cos(2*a*d)*sin(4*a*d) - b*d*cos(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) - (b*d*cos(4*a*d)*cos(2*a*d) + b*d
*sin(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*cos(4*b*d*log(c)) + ((b*d*cos(4*a*d)*cos(2*a*d) + b*d*sin(4*a*d)*si
n(2*a*d))*cos(2*b*d*log(c)) + (b*d*cos(2*a*d)*sin(4*a*d) - b*d*cos(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*sin(4
*b*d*log(c)))*e^m)*n)*x*x^m*cos(2*b*d*log(x^n)) - ((((cos(2*a*d)*sin(4*a*d) - cos(4*a*d)*sin(2*a*d))*cos(2*b*d
*log(c)) - (cos(4*a*d)*cos(2*a*d) + sin(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*cos(4*b*d*log(c)) + ((cos(4*a*d)
*cos(2*a*d) + sin(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) + (cos(2*a*d)*sin(4*a*d) - cos(4*a*d)*sin(2*a*d))*sin(2
*b*d*log(c)))*sin(4*b*d*log(c)) + cos(2*a*d)*sin(2*b*d*log(c)) + cos(2*b*d*log(c))*sin(2*a*d))*e^m*m^2 + 2*(((
cos(2*a*d)*sin(4*a*d) - cos(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) - (cos(4*a*d)*cos(2*a*d) + sin(4*a*d)*sin(2*a
*d))*sin(2*b*d*log(c)))*cos(4*b*d*log(c)) + ((cos(4*a*d)*cos(2*a*d) + sin(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c))
+ (cos(2*a*d)*sin(4*a*d) - cos(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*sin(4*b*d*log(c)) + cos(2*a*d)*sin(2*b*d
*log(c)) + cos(2*b*d*log(c))*sin(2*a*d))*e^m*m + (((cos(2*a*d)*sin(4*a*d) - cos(4*a*d)*sin(2*a*d))*cos(2*b*d*l
og(c)) - (cos(4*a*d)*cos(2*a*d) + sin(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*cos(4*b*d*log(c)) + ((cos(4*a*d)*c
os(2*a*d) + sin(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) + (cos(2*a*d)*sin(4*a*d) - cos(4*a*d)*sin(2*a*d))*sin(2*b
*d*log(c)))*sin(4*b*d*log(c)) + cos(2*a*d)*sin(2*b*d*log(c)) + cos(2*b*d*log(c))*sin(2*a*d))*e^m - 2*((b*d*cos
(2*b*d*log(c))*cos(2*a*d) - b*d*sin(2*b*d*log(c))*sin(2*a*d) + ((b*d*cos(4*a*d)*cos(2*a*d) + b*d*sin(4*a*d)*si
n(2*a*d))*cos(2*b*d*log(c)) + (b*d*cos(2*a*d)*sin(4*a*d) - b*d*cos(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*cos(4
*b*d*log(c)) - ((b*d*cos(2*a*d)*sin(4*a*d) - b*d*cos(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) - (b*d*cos(4*a*d)*co
s(2*a*d) + b*d*sin(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*sin(4*b*d*log(c)))*e^m*m + (b*d*cos(2*b*d*log(c))*cos
(2*a*d) - b*d*sin(2*b*d*log(c))*sin(2*a*d) + ((b*d*cos(4*a*d)*cos(2*a*d) + b*d*sin(4*a*d)*sin(2*a*d))*cos(2*b*
d*log(c)) + (b*d*cos(2*a*d)*sin(4*a*d) - b*d*cos(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*cos(4*b*d*log(c)) - ((b
*d*cos(2*a*d)*sin(4*a*d) - b*d*cos(4*a*d)*sin(2*a*d))*cos(2*b*d*log(c)) - (b*d*cos(4*a*d)*cos(2*a*d) + b*d*sin
(4*a*d)*sin(2*a*d))*sin(2*b*d*log(c)))*sin(4*b*d*log(c)))*e^m)*n)*x*x^m*sin(2*b*d*log(x^n)) - 2*(((cos(2*a*d)^
2 + sin(2*a*d)^2)*cos(2*b*d*log(c))^2 + (cos(2*a*d)^2 + sin(2*a*d)^2)*sin(2*b*d*log(c))^2)*e^m*m^2 + 4*((b^2*d
^2*cos(2*a*d)^2 + b^2*d^2*sin(2*a*d)^2)*cos(2*b*d*log(c))^2 + (b^2*d^2*cos(2*a*d)^2 + b^2*d^2*sin(2*a*d)^2)*si
n(2*b*d*log(c))^2)*e^m*n^2 + 2*((cos(2*a*d)^2 + sin(2*a*d)^2)*cos(2*b*d*log(c))^2 + (cos(2*a*d)^2 + sin(2*a*d)
^2)*sin(2*b*d*log(c))^2)*e^m*m + ((cos(2*a*d)^2 + sin(2*a*d)^2)*cos(2*b*d*log(c))^2 + (cos(2*a*d)^2 + sin(2*a*
d)^2)*sin(2*b*d*log(c))^2)*e^m)*x*x^m)/(((cos(2*a*d)^2 + sin(2*a*d)^2)*cos(2*b*d*log(c))^2 + (cos(2*a*d)^2 + s
in(2*a*d)^2)*sin(2*b*d*log(c))^2)*m^3 + 3*((cos(2*a*d)^2 + sin(2*a*d)^2)*cos(2*b*d*log(c))^2 + (cos(2*a*d)^2 +
sin(2*a*d)^2)*sin(2*b*d*log(c))^2)*m^2 + 4*((b^2*d^2*cos(2*a*d)^2 + b^2*d^2*sin(2*a*d)^2)*cos(2*b*d*log(c))^2
+ (b^2*d^2*cos(2*a*d)^2 + b^2*d^2*sin(2*a*d)^2)*sin(2*b*d*log(c))^2 + ((b^2*d^2*cos(2*a*d)^2 + b^2*d^2*sin(2*
a*d)^2)*cos(2*b*d*log(c))^2 + (b^2*d^2*cos(2*a*d)^2 + b^2*d^2*sin(2*a*d)^2)*sin(2*b*d*log(c))^2)*m)*n^2 + (cos
(2*a*d)^2 + sin(2*a*d)^2)*cos(2*b*d*log(c))^2 + (cos(2*a*d)^2 + sin(2*a*d)^2)*sin(2*b*d*log(c))^2 + 3*((cos(2*
a*d)^2 + sin(2*a*d)^2)*cos(2*b*d*log(c))^2 + (cos(2*a*d)^2 + sin(2*a*d)^2)*sin(2*b*d*log(c))^2)*m)

Giac [B] (verification not implemented)

Leaf count of result is larger than twice the leaf count of optimal. 30585 vs. \(2 (154) = 308\).

Time = 1.28 (sec) , antiderivative size = 30585, normalized size of antiderivative = 198.60 \[ \int (e x)^m \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right ) \, dx=\text {Too large to display} \]

[In]

integrate((e*x)^m*sin(d*(a+b*log(c*x^n)))^2,x, algorithm="giac")

[Out]

-1/4*(8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e)
- 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/
2*pi*m)^2*tan(a*d)^2 + 8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*f
loor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4
*pi*m*sgn(x) - 1/2*pi*m)^2 + 8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(
pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 8*(abs
(e)*abs(x))^m*b^2*d^2*n^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2*tan(a*d)^2 + 8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4
*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 +
4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*
log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn
(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(
x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)
))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi
*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c)
- pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(
e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)*tan(a*d)^2 + 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) +
m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*p
i*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 + 4*b*
d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(
abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) +
pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*t
an(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(b*d*n*log(abs(x)) + b*d
*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2
- 8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m
*sgn(x) - 1/2*pi*m)^2 + 8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*p
i*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b*d*n*x*e^(
pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b
*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)
^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - p
i*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*flo
or(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*p
i*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))
^2*tan(a*d)^2 + 8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(
e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b
*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/
4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi
*m)*tan(a*d)^2 + 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs
(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e
) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 - 8*(abs(e)*abs
(x))^m*b^2*d^2*n^2*x*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b*d*n*x*e^(pi*b*d*n*sg
n(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(
c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi
*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c
) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e
) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2*tan(a*d)^2 + 2*(abs(e)*abs(x))^m*m^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-
1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*
sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e))
+ m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/
4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 -
m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(
abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x)
- 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x)
- pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^
2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*
sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m
*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(
x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) -
4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*
log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x
) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d
*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m
*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1
/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(
e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) +
1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*
d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-
1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 16*b*d*m*n*x*e^(pi*b
*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*l
og(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan
(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 16*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d
*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4
*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn
(x) - 1/2*pi*m)*tan(a*d) + 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e))
+ m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^
2*tan(a*d) + 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x
)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) -
4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*f
loor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4
*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*
log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x)
- 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) -
pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*ta
n(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 4*b*
d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log
(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2*tan(a*d)^2 - 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) +
m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*t
an(a*d)^2 + 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)
))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 + 4
*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*fl
oor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*
pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 - 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*l
og(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 + 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - p
i*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan
(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*
b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*(abs(e)*abs(x))^m*m*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c
)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*p
i*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 2*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) -
pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e)
- 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/
2*pi*m)^2*tan(a*d)^2 - 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(a
bs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 8*(abs(e)
*abs(x))^m*b^2*d^2*n^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 + 8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(pi
*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b*d*n*x*e^(pi*b*d
*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log
(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan
(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi
*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) -
1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*
pi*m) - 8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 4*b*d*n*x*e^(p
i*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*
d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*
tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c)
+ pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e)
- 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1
/2*pi*m)^2 + 2*(abs(e)*abs(x))^m*m^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) -
1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2
*pi*m)^2 + m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b
*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*
m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*
d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(p
i*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e)
+ 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs
(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1)
+ 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d
*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1
/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 16*b*d*n*x*e^(pi*b*d*
n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(
abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/
4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 16*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(
c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(
e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)*tan(a*d) - 4*m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(a
bs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) + 4*m^2*x*e^(-p
i*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*
d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^
2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) + 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*
d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b
*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*
sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e
)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*
m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n -
pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi
*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 4*m^2
*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x
)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*p
i*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 4*m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n -
pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*flo
or(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*p
i*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 8*(abs(e)*abs(x))^m*b^2*d^2*n^2*x*tan(a*d)^2 - 4*b*d*n*x*e^(pi*b*d*n*sgn(x
) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c))
)*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 -
4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*l
og(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x)
- 1/2*pi*m)^2*tan(a*d)^2 + 2*(abs(e)*abs(x))^m*m^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floo
r(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + m^2*x*e^(pi*b*d
*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log
(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan
(a*d)^2 + m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b
*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*
m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(a
bs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2
*pi*m)*tan(a*d)^2 + 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(
abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)
^2 + 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*
m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) +
1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 - 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m
*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x)
- 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 - 4*m^2*x*e^(pi*b*d*n*sgn(x) - pi*
b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(p
i*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e)
+ 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 + 4*m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m
*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x)
+ 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(
a*d)^2 + 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan
(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b*d*n
*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(
x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 2*(abs(e)*abs(x))^m*m^
2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2
- m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(
abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - m^2*x*e^(-pi*b*d
*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log
(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 2*(abs(e)*abs(x))^m*m^2*x*tan(pi*
m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) +
1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*lo
g(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*
d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1
/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2
+ 2*(abs(e)*abs(x))^m*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1
) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*
d)^2 - x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log
(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x)
- 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - x*e^(-pi*b*d*n*sgn(x) + pi*b*d
*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi
*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) +
1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d
+ m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sg
n(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*
b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-
1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x
) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c))
)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sg
n(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e)
+ 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs
(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*p
i*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) + 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d
*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(
e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*b*d*m*n*x*e^(pi*b*d*n
*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(a
bs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*
b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*(abs(e)*abs(x))^m*m*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(p
i*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e)
+ 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 2*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e))
+ m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/
4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 2*m*x*e^(-
pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b
*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)
^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sg
n(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d) - 4*b*d*m*n
*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(
x)) + b*d*log(abs(c)))^2*tan(a*d) + 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log
(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1
/2*pi*m)^2*tan(a*d) + 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*
log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*ta
n(a*d) + 16*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*
tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 16*b*d*m
*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(ab
s(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 8*m*x*e^(pi*b*d*n*sgn(x)
- pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))
^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m
*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) + 8*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d
+ m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*
sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m
)*tan(a*d) - 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)
))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n -
pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*t
an(a*d) + 8*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*
d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*s
gn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 8*m*x*e^(-pi*b*d*n*sgn(x) +
pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*t
an(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*
b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(a*d)^2 - 4*b*d*m*n*x*e^(-pi*
b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*
log(abs(c)))*tan(a*d)^2 + 4*(abs(e)*abs(x))^m*m*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1
/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 2*m*x*e^(pi*b*d*n*s
gn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs
(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d
)^2 + 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n
*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sg
n(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs
(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 - 4*b*d*m*n*x*e^(-pi*b*d*n*
sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn
(x) - 1/2*pi*m)*tan(a*d)^2 - 8*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*
log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*
sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 + 8*m*x*e^
(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) +
b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)
^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 - 4*(abs(e)*abs(x))^m*m*x*tan(b*d*n*log(abs(x)
) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 2*m*x*e^(pi*b*d*n*sgn(
x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)
))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - p
i*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m
*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*(abs(e)*abs(x))^m*m*x*tan(pi*m*floor(-1/4*sgn(e) - 1/4*
sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m
)^2*tan(a*d)^2 + 2*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))
*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*s
gn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b
*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*
sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 8*(abs(e)*abs(x))^m*b^2*
d^2*n^2*x + 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*
tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*
pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e))
+ m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*p
i*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 2*(abs(e)*abs(x))^m*m^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c))
)^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - m^2*x*e^(
pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b
*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)
^2 - m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*
log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn
(x) - 1/2*pi*m)^2 + 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(a
bs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*b*d*n
*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(
x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi
*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1)
+ 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) + 4*b*d*n*
x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4
*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn
(x) - 1/2*pi*m) + 4*m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x
)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) +
1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*m^2*x*e^(-pi*b*d*n*sgn(x)
+ pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*
tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sg
n(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(
abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*
pi*m)^2 - 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*t
an(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 2*(abs(e)*abs(x)
)^m*m^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + m^2
*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x
)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b
*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(
1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 2*(abs(e)*abs(x))^m*m^2*x*tan(pi*m*floor(-1/4*sgn(e) - 1/4*s
gn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)
^2 - m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*fl
oor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*
pi*m*sgn(x) - 1/2*pi*m)^2 - m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*
log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*ta
n(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 2*(abs(e)*abs(x))^m*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(
c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*
pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log
(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) +
1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + x*
e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x))
+ b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*p
i*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*
sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d) - 4*b*d*n
*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(
x)) + b*d*log(abs(c)))^2*tan(a*d) + 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(a
bs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2
*pi*m)^2*tan(a*d) + 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(
abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*
d) - 4*m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n
*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(
x) - 1/2*pi*m)^2*tan(a*d) - 4*m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) +
m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*
m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 16*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) -
pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi
*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 16*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(ab
s(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi
*m)*tan(a*d) - 4*m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))
*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) + 4*m^2
*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(
x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) + 4*m^2*x*e^(pi*b*d*n*sgn(
x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x
) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan
(a*d) - 4*m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(p
i*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e)
+ 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 4*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(ab
s(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1)
+ 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)
+ 4*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(a
bs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*
d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m
)^2*tan(a*d) - 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x
)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 4*m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*
b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 4*m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d
+ m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(
x) - 1/2*pi*m)^2*tan(a*d) + 4*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log
(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 4*x*e^(-pi*
b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*
log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*ta
n(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*
sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(a*d)^2 - 4*b*d*n
*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(
x)) + b*d*log(abs(c)))*tan(a*d)^2 - 2*(abs(e)*abs(x))^m*m^2*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a
*d)^2 + m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*
n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d)^2 + m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d
+ m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d)^2 + 2*(abs(e)*abs(x))^m*m
^2*x*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2
- m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floo
r(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - m^2*x*e^(-pi*b*
d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1
/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 2*(abs(e)*abs(x))^m*x*tan(b*d*n*
log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn
(x) - 1/2*pi*m)^2*tan(a*d)^2 + x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*lo
g(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*
sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d
+ m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*s
gn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*
d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m
)*tan(a*d)^2 - 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x
)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 - 4*m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*
b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 + 4*m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d
+ m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(
x) - 1/2*pi*m)*tan(a*d)^2 - 4*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log
(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 + 4*x*e^(-pi*
b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*
log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*ta
n(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 - 2*(abs(e)*abs(x))^m*m^2*x*tan(1/4*pi*m*sgn(e) + 1
/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log
(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + m^2*x*e^(-pi*b*d*n*
sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn
(x) - 1/2*pi*m)^2*tan(a*d)^2 - 2*(abs(e)*abs(x))^m*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*s
gn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d +
m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x
) - 1/2*pi*m)^2*tan(a*d)^2 - x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log
(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a
*d)^2 + 2*(abs(e)*abs(x))^m*x*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x)
- 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + x*e^(pi*b*d*n*sgn(x) - pi*b*d*
n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4
*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 +
x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4
*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn
(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(
e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c))) + 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - p
i*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c))) + 4*(abs(e)*ab
s(x))^m*m*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m
*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 2*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log
(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) +
1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) +
pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e)
- 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d
*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)
+ 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/
4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) + 8*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m
*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x)
+ 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 8*
m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs
(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2
*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*(abs(e)*abs(x))^m*m*x*tan(b*d*n*log(abs(x)) + b
*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 2*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n +
pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*
m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*l
og(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2 + 4*(abs(e)*abs(x))^m*m*x*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi
*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 2*m*x*e^(pi*b*d*n*sgn(x) - pi*b*
d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1
/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 2*m*x*e^(
-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(
e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2 + 4*b*d*m*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(
x)))*tan(a*d) + 4*b*d*m*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(ab
s(x)))*tan(a*d) - 8*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x))
)*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/
4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 8*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(a
bs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1)
+ 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 8*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(
c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) +
1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) + 8*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(a
bs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2
*pi*m)*tan(a*d) + 8*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x))
)*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*
sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 8*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d
+ m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn
(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) + 8*m*x*e^(pi*b*d*n*sgn(x) - pi*b
*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/
4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 8*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c)
+ pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*p
i*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*(abs(e)*abs(x))^m*m*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d
)^2 + 2*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*
log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d)^2 + 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d +
m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d)^2 + 4*(abs(e)*abs(x))^m*m*x
*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 2
*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1
/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 2*m*x*e^(-pi*b*d*n*
sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*s
gn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 8*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n
+ pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*
m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 + 8*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*
b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*s
gn(x) - 1/2*pi*m)*tan(a*d)^2 - 4*(abs(e)*abs(x))^m*m*x*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan
(a*d)^2 + 2*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/
4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c
) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4
*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log
(abs(x)) + b*d*log(abs(c))) + 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)
) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c))) - 2*(abs(e)*abs(x))^m*m^2*x*tan(b*d*n*log(abs(x))
+ b*d*log(abs(c)))^2 - m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(ab
s(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 - m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*
b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 + 2*(abs(e)*abs(x))^m*m^2*x*ta
n(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + m^2*x*e^(pi*b*d
*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/
4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*
d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 2*(abs(e)*abs(x))^m*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*
m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - x*e^(pi*b*d*n*sgn(x)
- pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))
^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - x*e^(-pi*b
*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*l
og(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 -
4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*
m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) + 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m
*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) + 4*m^2*x*e^(pi*b*d*n*sgn(x) -
pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*t
an(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi
*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*
sgn(x) - 1/2*pi*m) + 4*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)
))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1
/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*x*e^(-pi*b*d*n*sgn(x) + pi*
b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(p
i*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e)
+ 1/4*pi*m*sgn(x) - 1/2*pi*m) - 2*(abs(e)*abs(x))^m*m^2*x*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2
- m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*s
gn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(
abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 2*(abs(e)*abs(x))^m*x*tan(b*d*n
*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + x*e^(pi*b*d*n*sgn(x) -
pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2
*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b
*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*
sgn(x) - 1/2*pi*m)^2 + 2*(abs(e)*abs(x))^m*x*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) +
1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - x*e^(pi*b*d*n*sgn(x) - pi*
b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) +
1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - x*e^(-p
i*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e)
- 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1
/2*pi*m)^2 + 4*b*d*n*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))
*tan(a*d) + 4*b*d*n*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))
*tan(a*d) - 4*m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*ta
n(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(a*d) - 4*m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*
b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(a*d) - 4*x*e^(pi*b*d*n*sgn(x
) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c))
)*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 4*
x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x
)) + b*d*log(abs(c)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*p
i*m)^2*tan(a*d) + 4*m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x
)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 4*m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b
*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)
- 4*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(a
bs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) + 4*x*e^(-pi*b*d*n*sgn(
x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)
))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) + 4*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*s
gn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e)
+ 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 4*x*e^(-pi*b*d*n
*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*
sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m
)*tan(a*d) + 4*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b
*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) + 4*x*e^(-pi*
b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*
log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d) - 2*(abs(e)*abs(x))^m*m^2*x*tan(a*d)
^2 - m^2*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(a*d)^2
- m^2*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(a*d)^2 -
2*(abs(e)*abs(x))^m*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d)^2 + x*e^(pi*b*d*n*sgn(x) - pi*b*d*n
+ pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d)^
2 + x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(a
bs(x)) + b*d*log(abs(c)))^2*tan(a*d)^2 + 2*(abs(e)*abs(x))^m*x*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) +
1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) -
pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*
pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e
)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*
m)^2*tan(a*d)^2 - 4*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*
tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 + 4*x*e^
(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) +
b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d)^2 - 2*(abs(e)*abs(x))^m*x*tan(1/4
*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi
*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + x*e^(-p
i*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*
pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 - 4*(abs(e)*abs(x))^m*m*x*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 - 2*
m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(
x)) + b*d*log(abs(c)))^2 - 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*l
og(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 + 4*(abs(e)*abs(x))^m*m*x*tan(pi*m*floor(-1/4*sgn(e) -
1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 2*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b
*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sg
n(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(a
bs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2
*pi*m)^2 + 8*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b
*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 8*m*x*e^(-pi*b*d*n*sgn
(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c
)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*(abs(e)*abs(x))^m*m*x*tan(1/4*pi*m*sgn(e) + 1/4*pi*m
*sgn(x) - 1/2*pi*m)^2 - 2*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(a
bs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sg
n(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 8*m*x*e^(
pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b
*d*log(abs(c)))*tan(a*d) - 8*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*l
og(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(a*d) + 8*m*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*s
gn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 8
*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 4*(abs(e)*abs(x))^m*m*x*tan(a*d)^2 - 2*m*x*e^(pi*b*d*n*sgn(x) - p
i*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(a*d)^2 - 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*
b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(a*d)^2 - 2*(abs(e)*abs(x))^m*m^2*x + m^2*x
*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x))) + m^2*x*e^(-pi*b*d*n*
sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x))) - 2*(abs(e)*abs(x))^m*x*tan(b*d*n*
log(abs(x)) + b*d*log(abs(c)))^2 - x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) +
m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 - x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) +
pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 + 2*(abs(e)*abs(x))^m*x*ta
n(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + x*e^(pi*b*d*n*s
gn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sg
n(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c)
+ pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/
4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*l
og(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 4*x*e
^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x))
+ b*d*log(abs(c)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m) - 2*(abs(e)*abs(x))^m*x*tan(1/4*pi*m*sgn(
e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e))
+ m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b
*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 - 4*x*
e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(b*d*n*log(abs(x))
+ b*d*log(abs(c)))*tan(a*d) - 4*x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*
log(abs(x)))*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))*tan(a*d) + 4*x*e^(pi*b*d*n*sgn(x) - pi*b*d*n + pi*b*d*sg
n(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 4*
x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(1/4*pi*m*sgn(e)
+ 1/4*pi*m*sgn(x) - 1/2*pi*m)*tan(a*d) - 2*(abs(e)*abs(x))^m*x*tan(a*d)^2 - x*e^(pi*b*d*n*sgn(x) - pi*b*d*n +
pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(a*d)^2 - x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*
d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x)))*tan(a*d)^2 - 4*(abs(e)*abs(x))^m*m*x + 2*m*x*e^(pi*b*d*n*sg
n(x) - pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x))) + 2*m*x*e^(-pi*b*d*n*sgn(x) + pi*b*d
*n - pi*b*d*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x))) - 2*(abs(e)*abs(x))^m*x + x*e^(pi*b*d*n*sgn(x) -
pi*b*d*n + pi*b*d*sgn(c) - pi*b*d + m*log(abs(e)) + m*log(abs(x))) + x*e^(-pi*b*d*n*sgn(x) + pi*b*d*n - pi*b*d
*sgn(c) + pi*b*d + m*log(abs(e)) + m*log(abs(x))))/(4*b^2*d^2*m*n^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2
*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*s
gn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b^2*d^2*n^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*ta
n(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(
e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b^2*d^2*m*n^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan
(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e
) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b^2*d^2*m*n^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(
-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b^2*d^2*m*n^2*t
an(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b
^2*d^2*m*n^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*ta
n(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b^2*d^2*n^2*tan(b*d*n*log(abs(x)) + b*d*log(a
bs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1
/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b^2*d^2*n^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(
pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b^2*
d^2*n^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d
)^2 + 4*b^2*d^2*n^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*
m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b^2*d^2*m*n^2*tan(b*d*n*log(abs(x)) +
b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m
)^2 + 4*b^2*d^2*m*n^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*p
i*m)^2 + 4*b^2*d^2*m*n^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/
2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b^2*d^2*m*n^2*tan(b*d*n*log(abs(x)) + b*d*lo
g(abs(c)))^2*tan(a*d)^2 + 4*b^2*d^2*m*n^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4
*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b^2*d^2*m*n^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*ta
n(a*d)^2 + m^3*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*p
i*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*
b^2*d^2*n^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m
*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b^2*d^2*n^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*
m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b^2*d^2*n^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi
*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b^2*d^2*n^2*
tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d)^2 + 4*b^2*d^2*n^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x)
+ 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b^2*d^2*n^2*tan(1/4*pi*m*sgn(e) + 1/4*pi
*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 3*m^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(
e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2*tan(a*d)^2 + 4*b^2*d^2*m*n^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 + 4*b^2*d^2*m*n^2*tan(pi*
m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b^2*d^2*m*n^2*tan(
1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + m^3*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floo
r(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi
*m*sgn(x) - 1/2*pi*m)^2 + 4*b^2*d^2*m*n^2*tan(a*d)^2 + m^3*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m
*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + m^3*tan(b*
d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + m^3*tan(
pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e)
+ 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 3*m*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1
/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*s
gn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b^2*d^2*n^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 + 4*b^2*d^2*n^2*tan(
pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b^2*d^2*n^2*tan
(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 3*m^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*f
loor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4
*pi*m*sgn(x) - 1/2*pi*m)^2 + 4*b^2*d^2*n^2*tan(a*d)^2 + 3*m^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(p
i*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 3*m^2*t
an(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 3*m
^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m
*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor
(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*
m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 4*b^2*d^2*m*n^2 + m^3*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*
floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + m^3*tan(b*d*n*log(abs(
x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + m^3*tan(pi*m*floor(-1/4*sgn(e)
- 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/
2*pi*m)^2 + 3*m*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*
pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + m^3*tan(b*d*
n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d)^2 + m^3*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sg
n(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 3*m*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floo
r(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + m^3*tan(1/4*pi*
m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 3*m*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*p
i*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 3*m*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4
*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 +
4*b^2*d^2*n^2 + 3*m^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1)
+ 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 3*m^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*p
i*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 3*m^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn
(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + tan(b*d*n*log(abs(x)
) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*
pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 3*m^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2
*tan(a*d)^2 + 3*m^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*
m)^2*tan(a*d)^2 + tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/
4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 3*m^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*p
i*m)^2*tan(a*d)^2 + tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*
m)^2*tan(a*d)^2 + tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)
^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + m^3*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)
))^2 + m^3*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 3*
m*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) +
1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + m^3*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 3*m*tan(b*d*n*log(ab
s(x)) + b*d*log(abs(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 3*m*tan(pi*m*floor(-1/4*sgn(e
) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2 + m^3*tan(a*d)^2 + 3*m*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d)^2 + 3*m*tan(pi*m*floor(
-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 3*m*tan(1/4*pi*m*
sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + 3*m^2*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 + 3*m^2*t
an(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + tan(b*d*n*log(
abs(x)) + b*d*log(abs(c)))^2*tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x)
- 1/2*pi*m)^2 + 3*m^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + tan(b*d*n*log(abs(x)) + b*d*log(ab
s(c)))^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1) +
1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 3*m^2*ta
n(a*d)^2 + tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2*tan(a*d)^2 + tan(pi*m*floor(-1/4*sgn(e) - 1/4*sgn(x) + 1
) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2*tan(a*d)^2 + tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*p
i*m)^2*tan(a*d)^2 + m^3 + 3*m*tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 + 3*m*tan(pi*m*floor(-1/4*sgn(e) - 1/
4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + 3*m*tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2 + 3*m*tan(a*d)^2 + 3*m^2 + tan(b*d*n*log(abs(x)) + b*d*log(abs(c)))^2 + tan(pi*m*floor(-1/4*sgn(e)
- 1/4*sgn(x) + 1) + 1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) - 1/2*pi*m)^2 + tan(1/4*pi*m*sgn(e) + 1/4*pi*m*sgn(x) -
1/2*pi*m)^2 + tan(a*d)^2 + 3*m + 1)

Mupad [B] (verification not implemented)

Time = 28.78 (sec) , antiderivative size = 95, normalized size of antiderivative = 0.62 \[ \int (e x)^m \sin ^2\left (d \left (a+b \log \left (c x^n\right )\right )\right ) \, dx=\frac {x\,{\left (e\,x\right )}^m}{2\,m+2}-\frac {x\,{\mathrm {e}}^{a\,d\,2{}\mathrm {i}}\,{\left (c\,x^n\right )}^{b\,d\,2{}\mathrm {i}}\,{\left (e\,x\right )}^m}{4\,m+4+b\,d\,n\,8{}\mathrm {i}}-\frac {x\,{\mathrm {e}}^{-a\,d\,2{}\mathrm {i}}\,\frac {1}{{\left (c\,x^n\right )}^{b\,d\,2{}\mathrm {i}}}\,{\left (e\,x\right )}^m\,1{}\mathrm {i}}{m\,4{}\mathrm {i}+8\,b\,d\,n+4{}\mathrm {i}} \]

[In]

int(sin(d*(a + b*log(c*x^n)))^2*(e*x)^m,x)

[Out]

(x*(e*x)^m)/(2*m + 2) - (x*exp(a*d*2i)*(c*x^n)^(b*d*2i)*(e*x)^m)/(4*m + b*d*n*8i + 4) - (x*exp(-a*d*2i)/(c*x^n
)^(b*d*2i)*(e*x)^m*1i)/(m*4i + 8*b*d*n + 4i)