3.46.41 \(\int \frac {2+2 x+2 \log (16)-2 x \log (x)+(26 x+2 x^2) \log ^2(x)}{(-2 x-2 x^2-2 x \log (16)) \log (x)+(x+26 x^2+x^3+x \log (16)) \log ^2(x)} \, dx\)

Optimal. Leaf size=23 \[ \log \left (25 x+x^2-(1+x+\log (16)) \left (-1+\frac {2}{\log (x)}\right )\right ) \]

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Rubi [F]  time = 3.25, antiderivative size = 0, normalized size of antiderivative = 0.00, number of steps used = 0, number of rules used = 0, integrand size = 0, \(\frac {\text {number of rules}}{\text {integrand size}}\) = 0.000, Rules used = {} \begin {gather*} \int \frac {2+2 x+2 \log (16)-2 x \log (x)+\left (26 x+2 x^2\right ) \log ^2(x)}{\left (-2 x-2 x^2-2 x \log (16)\right ) \log (x)+\left (x+26 x^2+x^3+x \log (16)\right ) \log ^2(x)} \, dx \end {gather*}

Verification is not applicable to the result.

[In]

Int[(2 + 2*x + 2*Log[16] - 2*x*Log[x] + (26*x + 2*x^2)*Log[x]^2)/((-2*x - 2*x^2 - 2*x*Log[16])*Log[x] + (x + 2
6*x^2 + x^3 + x*Log[16])*Log[x]^2),x]

[Out]

Log[1 + 26*x + x^2 + Log[16]] - Log[Log[x]] - (1 + Log[16])*Defer[Int][1/(x*(2*x + 2*(1 + Log[16]) - 26*x*Log[
x] - x^2*Log[x] - (1 + Log[16])*Log[x])), x] + 4*(1 - 13/Sqrt[168 - Log[16]])*(12 - Log[16])*Defer[Int][1/((26
+ 2*x - 2*Sqrt[168 - Log[16]])*(2*x + 2*(1 + Log[16]) - 26*x*Log[x] - x^2*Log[x] - (1 + Log[16])*Log[x])), x]
+ (48*(1 + Log[16])*Defer[Int][1/((-26 - 2*x + 2*Sqrt[168 - Log[16]])*(2*x + 2*(1 + Log[16]) - 26*x*Log[x] -
x^2*Log[x] - (1 + Log[16])*Log[x])), x])/Sqrt[168 - Log[16]] + 4*(1 + 13/Sqrt[168 - Log[16]])*(12 - Log[16])*D
efer[Int][1/((26 + 2*x + 2*Sqrt[168 - Log[16]])*(2*x + 2*(1 + Log[16]) - 26*x*Log[x] - x^2*Log[x] - (1 + Log[1
6])*Log[x])), x] + (48*(1 + Log[16])*Defer[Int][1/((26 + 2*x + 2*Sqrt[168 - Log[16]])*(2*x + 2*(1 + Log[16]) -
26*x*Log[x] - x^2*Log[x] - (1 + Log[16])*Log[x])), x])/Sqrt[168 - Log[16]] + 28*Defer[Int][(-2*x - 2*(1 + Log
[16]) + 26*x*Log[x] + x^2*Log[x] + (1 + Log[16])*Log[x])^(-1), x] + Defer[Int][x/(-2*x - 2*(1 + Log[16]) + 26*
x*Log[x] + x^2*Log[x] + (1 + Log[16])*Log[x]), x]

Rubi steps

\begin {gather*} \begin {aligned} \text {integral} &=\int \frac {2 \left (-1-x-\log (16)+x \log (x)-13 x \log ^2(x)-x^2 \log ^2(x)\right )}{x \log (x) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx\\ &=2 \int \frac {-1-x-\log (16)+x \log (x)-13 x \log ^2(x)-x^2 \log ^2(x)}{x \log (x) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx\\ &=2 \int \left (\frac {13+x}{1+26 x+x^2+\log (16)}-\frac {1}{2 x \log (x)}+\frac {-1-26 x-x^2-\log (16)}{2 x \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )}+\frac {-x^2-25 (1+\log (16))-2 x (1+\log (16))}{\left (1+26 x+x^2+\log (16)\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )}\right ) \, dx\\ &=2 \int \frac {13+x}{1+26 x+x^2+\log (16)} \, dx+2 \int \frac {-x^2-25 (1+\log (16))-2 x (1+\log (16))}{\left (1+26 x+x^2+\log (16)\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx-\int \frac {1}{x \log (x)} \, dx+\int \frac {-1-26 x-x^2-\log (16)}{x \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx\\ &=\log \left (1+26 x+x^2+\log (16)\right )+2 \int \left (\frac {2 (x (12-\log (16))-12 (1+\log (16)))}{\left (1+26 x+x^2+\log (16)\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )}+\frac {1}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)}\right ) \, dx+\int \left (\frac {-1-\log (16)}{x \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )}+\frac {26}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)}+\frac {x}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)}\right ) \, dx-\operatorname {Subst}\left (\int \frac {1}{x} \, dx,x,\log (x)\right )\\ &=\log \left (1+26 x+x^2+\log (16)\right )-\log (\log (x))+2 \int \frac {1}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx+4 \int \frac {x (12-\log (16))-12 (1+\log (16))}{\left (1+26 x+x^2+\log (16)\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx+26 \int \frac {1}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx+(-1-\log (16)) \int \frac {1}{x \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx+\int \frac {x}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx\\ &=\log \left (1+26 x+x^2+\log (16)\right )-\log (\log (x))+2 \int \frac {1}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx+4 \int \left (\frac {12 (-1-\log (16))}{\left (1+26 x+x^2+\log (16)\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )}+\frac {x (12-\log (16))}{\left (1+26 x+x^2+\log (16)\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )}\right ) \, dx+26 \int \frac {1}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx+(-1-\log (16)) \int \frac {1}{x \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx+\int \frac {x}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx\\ &=\log \left (1+26 x+x^2+\log (16)\right )-\log (\log (x))+2 \int \frac {1}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx+26 \int \frac {1}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx+(-1-\log (16)) \int \frac {1}{x \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx+(4 (12-\log (16))) \int \frac {x}{\left (1+26 x+x^2+\log (16)\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx-(48 (1+\log (16))) \int \frac {1}{\left (1+26 x+x^2+\log (16)\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx+\int \frac {x}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx\\ &=\log \left (1+26 x+x^2+\log (16)\right )-\log (\log (x))+2 \int \frac {1}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx+26 \int \frac {1}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx+(-1-\log (16)) \int \frac {1}{x \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx+(4 (12-\log (16))) \int \left (\frac {1-\frac {13}{\sqrt {168-\log (16)}}}{\left (26+2 x-2 \sqrt {168-\log (16)}\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )}+\frac {1+\frac {13}{\sqrt {168-\log (16)}}}{\left (26+2 x+2 \sqrt {168-\log (16)}\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )}\right ) \, dx-(48 (1+\log (16))) \int \left (-\frac {1}{\left (-26-2 x+2 \sqrt {168-\log (16)}\right ) \sqrt {168-\log (16)} \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )}-\frac {1}{\left (26+2 x+2 \sqrt {168-\log (16)}\right ) \sqrt {168-\log (16)} \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )}\right ) \, dx+\int \frac {x}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx\\ &=\log \left (1+26 x+x^2+\log (16)\right )-\log (\log (x))+2 \int \frac {1}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx+26 \int \frac {1}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx+(-1-\log (16)) \int \frac {1}{x \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx+\left (4 \left (1-\frac {13}{\sqrt {168-\log (16)}}\right ) (12-\log (16))\right ) \int \frac {1}{\left (26+2 x-2 \sqrt {168-\log (16)}\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx+\left (4 \left (1+\frac {13}{\sqrt {168-\log (16)}}\right ) (12-\log (16))\right ) \int \frac {1}{\left (26+2 x+2 \sqrt {168-\log (16)}\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx+\frac {(48 (1+\log (16))) \int \frac {1}{\left (-26-2 x+2 \sqrt {168-\log (16)}\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx}{\sqrt {168-\log (16)}}+\frac {(48 (1+\log (16))) \int \frac {1}{\left (26+2 x+2 \sqrt {168-\log (16)}\right ) \left (2 x+2 (1+\log (16))-26 x \log (x)-x^2 \log (x)-(1+\log (16)) \log (x)\right )} \, dx}{\sqrt {168-\log (16)}}+\int \frac {x}{-2 x-2 (1+\log (16))+26 x \log (x)+x^2 \log (x)+(1+\log (16)) \log (x)} \, dx\\ \end {aligned} \end {gather*}

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Mathematica [B]  time = 0.73, size = 80, normalized size = 3.48 \begin {gather*} 2 \left (\frac {1}{2} \log \left (1+26 x+x^2+\log (16)\right )-\frac {1}{2} \log (\log (x))\right )+2 \left (-\frac {1}{2} \log \left (1+26 x+x^2+\log (16)\right )+\frac {1}{2} \log \left (2+2 x+2 \log (16)-\log (x)-26 x \log (x)-x^2 \log (x)-\log (16) \log (x)\right )\right ) \end {gather*}

Antiderivative was successfully verified.

[In]

Integrate[(2 + 2*x + 2*Log[16] - 2*x*Log[x] + (26*x + 2*x^2)*Log[x]^2)/((-2*x - 2*x^2 - 2*x*Log[16])*Log[x] +
(x + 26*x^2 + x^3 + x*Log[16])*Log[x]^2),x]

[Out]

2*(Log[1 + 26*x + x^2 + Log[16]]/2 - Log[Log[x]]/2) + 2*(-1/2*Log[1 + 26*x + x^2 + Log[16]] + Log[2 + 2*x + 2*
Log[16] - Log[x] - 26*x*Log[x] - x^2*Log[x] - Log[16]*Log[x]]/2)

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fricas [B]  time = 0.50, size = 59, normalized size = 2.57 \begin {gather*} \log \left (x^{2} + 26 \, x + 4 \, \log \relax (2) + 1\right ) + \log \left (\frac {{\left (x^{2} + 26 \, x + 4 \, \log \relax (2) + 1\right )} \log \relax (x) - 2 \, x - 8 \, \log \relax (2) - 2}{x^{2} + 26 \, x + 4 \, \log \relax (2) + 1}\right ) - \log \left (\log \relax (x)\right ) \end {gather*}

Verification of antiderivative is not currently implemented for this CAS.

[In]

integrate(((2*x^2+26*x)*log(x)^2-2*x*log(x)+8*log(2)+2*x+2)/((4*x*log(2)+x^3+26*x^2+x)*log(x)^2+(-8*x*log(2)-2
*x^2-2*x)*log(x)),x, algorithm="fricas")

[Out]

log(x^2 + 26*x + 4*log(2) + 1) + log(((x^2 + 26*x + 4*log(2) + 1)*log(x) - 2*x - 8*log(2) - 2)/(x^2 + 26*x + 4
*log(2) + 1)) - log(log(x))

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giac [A]  time = 0.20, size = 35, normalized size = 1.52 \begin {gather*} \log \left (x^{2} \log \relax (x) + 26 \, x \log \relax (x) + 4 \, \log \relax (2) \log \relax (x) - 2 \, x - 8 \, \log \relax (2) + \log \relax (x) - 2\right ) - \log \left (\log \relax (x)\right ) \end {gather*}

Verification of antiderivative is not currently implemented for this CAS.

[In]

integrate(((2*x^2+26*x)*log(x)^2-2*x*log(x)+8*log(2)+2*x+2)/((4*x*log(2)+x^3+26*x^2+x)*log(x)^2+(-8*x*log(2)-2
*x^2-2*x)*log(x)),x, algorithm="giac")

[Out]

log(x^2*log(x) + 26*x*log(x) + 4*log(2)*log(x) - 2*x - 8*log(2) + log(x) - 2) - log(log(x))

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maple [A]  time = 0.07, size = 36, normalized size = 1.57

method	result	size
norman	\(-\ln \left (\ln \relax (x )\right )+\ln \left (x^{2} \ln \relax (x )+4 \ln \relax (2) \ln \relax (x )+26 x \ln \relax (x )+\ln \relax (x )-8 \ln \relax (2)-2 x -2\right )\)	\(36\)
risch	\(\ln \left (x^{2}+4 \ln \relax (2)+26 x +1\right )-\ln \left (\ln \relax (x )\right )+\ln \left (\ln \relax (x )-\frac {2 \left (x +4 \ln \relax (2)+1\right )}{x^{2}+4 \ln \relax (2)+26 x +1}\right )\)	\(47\)

Verification of antiderivative is not currently implemented for this CAS.

[In]

int(((2*x^2+26*x)*ln(x)^2-2*x*ln(x)+8*ln(2)+2*x+2)/((4*x*ln(2)+x^3+26*x^2+x)*ln(x)^2+(-8*x*ln(2)-2*x^2-2*x)*ln
(x)),x,method=_RETURNVERBOSE)

[Out]

-ln(ln(x))+ln(x^2*ln(x)+4*ln(2)*ln(x)+26*x*ln(x)+ln(x)-8*ln(2)-2*x-2)

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maxima [B]  time = 0.47, size = 59, normalized size = 2.57 \begin {gather*} \log \left (x^{2} + 26 \, x + 4 \, \log \relax (2) + 1\right ) + \log \left (\frac {{\left (x^{2} + 26 \, x + 4 \, \log \relax (2) + 1\right )} \log \relax (x) - 2 \, x - 8 \, \log \relax (2) - 2}{x^{2} + 26 \, x + 4 \, \log \relax (2) + 1}\right ) - \log \left (\log \relax (x)\right ) \end {gather*}

Verification of antiderivative is not currently implemented for this CAS.

[In]

integrate(((2*x^2+26*x)*log(x)^2-2*x*log(x)+8*log(2)+2*x+2)/((4*x*log(2)+x^3+26*x^2+x)*log(x)^2+(-8*x*log(2)-2
*x^2-2*x)*log(x)),x, algorithm="maxima")

[Out]

log(x^2 + 26*x + 4*log(2) + 1) + log(((x^2 + 26*x + 4*log(2) + 1)*log(x) - 2*x - 8*log(2) - 2)/(x^2 + 26*x + 4
*log(2) + 1)) - log(log(x))

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mupad [B]  time = 9.84, size = 49468, normalized size = 2150.78 result too large to display

Verification of antiderivative is not currently implemented for this CAS.

[In]

int((2*x + 8*log(2) + log(x)^2*(26*x + 2*x^2) - 2*x*log(x) + 2)/(log(x)^2*(x + 4*x*log(2) + 26*x^2 + x^3) - lo
g(x)*(2*x + 8*x*log(2) + 2*x^2)),x)

[Out]

log(54*x + 16*log(2) - log(x) - 16*log(2)^2*log(x) - 678*x^2*log(x) - 52*x^3*log(x) - x^4*log(x) + 216*x*log(2
) + 8*x^2*log(2) - 8*log(2)*log(x) - 52*x*log(x) + 32*log(2)^2 + 54*x^2 + 2*x^3 - 208*x*log(2)*log(x) - 8*x^2*
log(2)*log(x) + 2) - log(2*log(x) + 32*log(2)^2*log(x) + 1364*x^2*log(x) + 108*x^3*log(x) + 2*x^4*log(x) + 16*
log(2)*log(x) + 204*x*log(x) + 816*x*log(2)*log(x) + 48*x^2*log(2)*log(x)) + symsum(log(x*(2714348188951935713
28*log(16) - 3061736766203171438592*log(2) - 194727499546084245504*log(2)*log(16) - 97385167376291856384*log(2
)*log(16)^2 + 55821864461235388416*log(2)^2*log(16) - 21409889065172992*log(2)*log(16)^3 - 7772816853941878784
*log(2)^3*log(16) - 5342829535592448*log(2)*log(16)^4 + 512557862870843392*log(2)^4*log(16) + 5785638420480*lo
g(2)*log(16)^5 - 7148960426754048*log(2)^5*log(16) + 964273070080*log(2)*log(16)^6 - 660866852716544*log(2)^6*
log(16) - 8269154222080*log(2)^7*log(16) - 4395374934054172360704*log(2)^2 + 3663731520044421611520*log(2)^3 -
1000261134271037571072*log(2)^4 + 127038070249977020416*log(2)^5 - 7490392160752107520*log(2)^6 + 12177447025
0627072*log(2)^7 + 5026503741931520*log(2)^8 - 105758200954880*log(2)^9 + 1786706395136*log(2)^10 + 1357457482
15510597632*log(16)^2 + 28347482480246784*log(16)^3 + 7097797420425216*log(16)^4 + 6603109466112*log(16)^5 + 1
139709284352*log(16)^6 + 16796160000*log(16)^7 + 2099520000*log(16)^8 + 27915660181423259648*log(2)^2*log(16)^
2 + 4724986822000640*log(2)^2*log(16)^3 - 3887333018411991040*log(2)^3*log(16)^2 + 1177541726044160*log(2)^2*l
og(16)^4 - 924591441051648*log(2)^3*log(16)^3 + 256380966366347264*log(2)^4*log(16)^2 - 2222987673600*log(2)^2
*log(16)^5 - 231147860262912*log(2)^3*log(16)^4 + 102034930925568*log(2)^4*log(16)^3 - 3574473083060224*log(2)
^5*log(16)^2 - 370497945600*log(2)^2*log(16)^6 + 25508732731392*log(2)^4*log(16)^4 + 7130316800*log(2)^5*log(1
6)^3 - 330433426358272*log(2)^6*log(16)^2 + 1782579200*log(2)^5*log(16)^4 - 4134577111040*log(2)^7*log(16)^2 -
267588276703985664000) - 45579909590239150080*log(16) - 149477512669559783424*log(2)*log(16) - 44153727853535
428608*log(2) - 74388475599269658624*log(2)*log(16)^2 + 113285315613982064640*log(2)^2*log(16) + 3501335992984
20736*log(2)*log(16)^3 - 31752652621644038144*log(2)^3*log(16) + 87349479559839744*log(2)*log(16)^4 + 44234716
36733755392*log(2)^4*log(16) - 110352158859264*log(2)*log(16)^5 - 322431737711820800*log(2)^5*log(16) - 183920
26476544*log(2)*log(16)^6 + 11055021533691904*log(2)^6*log(16) - 126207983091712*log(2)^7*log(16) + 1576252997
632*log(2)^8*log(16) + 166912700450210316288*log(2)^2 + 83712451696414162944*log(2)^3 - 83370502998828515328*l
og(2)^4 + 21156159767667802112*log(2)^5 - 2209579720683552768*log(2)^6 + 59717746266472448*log(2)^7 + 65296503
22833408*log(2)^8 - 402366763368448*log(2)^9 + 2370821947392*log(2)^10 - 23313103262320656384*log(16)^2 - 5228
74456821080064*log(16)^3 - 130376299798204416*log(16)^4 + 205110649128960*log(16)^5 + 33953445596160*log(16)^6
- 99283968000*log(16)^7 - 12410496000*log(16)^8 + root(1070102553062384074752*z^6*log(2)^2*log(16)^6 - 996225
44215455211454464*z^6*log(2)*log(16)^4 - 175821714279939178496*z^6*log(2)^9*log(16)^2 - 1179680093649734991872
*z^6*log(2)^6*log(16)^3 + 231497427624919040*z^6*log(2)^2*log(16)^8 - 385939325626130676842496*z^6*log(2)^6*lo
g(16) + 2057222225920000*z^6*log(2)*log(16)^10 - 1549761639350272*z^6*log(2)^12*log(16)^2 + 44255343017984*z^6
*log(2)^10*log(16)^4 - 79303581823401984*z^6*log(2)^11*log(16)^2 + 177021372071936*z^6*log(2)^10*log(16)^3 + 4
328674199339008*z^6*log(2)^9*log(16)^4 + 318789652578304*z^6*log(2)^7*log(16)^6 - 17197049053184*z^6*log(2)^5*
log(16)^8 + 17314696797356032*z^6*log(2)^9*log(16)^3 + 1912737915469824*z^6*log(2)^7*log(16)^5 - 5346439285073
5104*z^6*log(2)^6*log(16)^6 - 137576392425472*z^6*log(2)^5*log(16)^7 + 324298639625158656*z^6*log(2)^8*log(16)
^3 - 320786357104410624*z^6*log(2)^6*log(16)^5 + 10017624670863360*z^6*log(2)^4*log(16)^7 + 1033476505600000*z
^6*log(2)^2*log(16)^9 - 2315752093640011284480*z^6*log(2)^8*log(16)^2 + 100461159845319409664*z^6*log(2)^7*log
(16)^3 - 670506435708190720*z^6*log(2)^3*log(16)^7 + 57425665053414372933632*z^6*log(2)^3*log(16)^4 - 69415643
506066335989760*z^6*log(2)^4*log(16)^3 - 57177348383079661568000*z^6*log(2)^2*log(16)^4 + 87232578216942905589
760*z^6*log(2)^7*log(16) - 3300156627710141005824*z^6*log(2)*log(16)^6 + 14602917646836957184*z^6*log(2)^4*log
(16)^6 - 351678057953473069056*z^6*log(2)^9*log(16) - 17208162193538998599680*z^6*log(2)^4*log(16)^4 + 2381285
25927336156069888*z^6*log(2)^3*log(16)^3 - 693574888552909501366272*z^6*log(2)^4*log(16)^2 + 11259429879294120
71063552*z^6*log(2)^5*log(16) - 370671100954821361926144*z^6*log(2)*log(16) - 1151852405859326097358848*z^6*lo
g(2)^2*log(16) + 158176682295951360*z^6*log(2)^5*log(16)^6 + 43716747717999551578112*z^6*log(2)^7*log(16)^2 -
20136134755997769007104*z^6*log(2)*log(16)^5 - 3099523278700544*z^6*log(2)^12*log(16) - 158607163646803968*z^6
*log(2)^11*log(16) + 7443485555863584768*z^6*log(2)^10*log(16) - 4632152784559272886272*z^6*log(2)^8*log(16) +
24041245933767229440*z^6*log(2)*log(16)^7 - 83813304463523840*z^6*log(2)^3*log(16)^8 + 87477259135629656064*z
^6*log(2)^4*log(16)^5 + 1827175984864952320*z^6*log(2)^2*log(16)^7 + 2463615433036991037440*z^6*log(2)^5*log(1
6)^4 - 643861178426579704872960*z^6*log(2)^3*log(16)^2 - 295454667340941099008*z^6*log(2)^6*log(16)^4 - 126575
7275071782584320*z^6*log(2)^3*log(16)^5 + 572818344505714424152064*z^6*log(2)^5*log(16)^2 + 306687240849850368
0*z^6*log(2)*log(16)^8 + 3721919799303864320*z^6*log(2)^10*log(16)^2 + 103347650560000*z^6*log(2)^2*log(16)^10
+ 950986163269664768*z^6*log(2)^5*log(16)^5 - 271309447226976360202240*z^6*log(2)^2*log(16)^3 + 9848119256300
174442496*z^6*log(2)^5*log(16)^3 - 212524060861949542400*z^6*log(2)^3*log(16)^6 + 20572222259200000*z^6*log(2)
*log(16)^9 - 855752750642494439424000*z^6*log(2)^2*log(16)^2 - 422163082606622892097536*z^6*log(2)*log(16)^2 -
194148915191572267532288*z^6*log(2)^6*log(16)^2 - 1248085324257321140879360*z^6*log(2)^4*log(16) - 2638031418
08854575087616*z^6*log(2)*log(16)^3 + 81074659906289664*z^6*log(2)^8*log(16)^4 + 1252203083857920*z^6*log(2)^4
*log(16)^8 + 25118477857855635456*z^6*log(2)^7*log(16)^4 + 6395104304207371436032*z^6*log(2)^2*log(16)^5 - 176
7347609372708921409536*z^6*log(2)^3*log(16) + 17078648181976710991839232*z^6*log(2)^4 + 4650267442166597314150
4*z^6*log(2)^10 - 6991508704503791616*z^6*log(16)^8 + 74745990573902243299328*z^6*log(16)^4 - 6058830090715387
02909440*z^6*log(2)^9 - 697274724421468160000*z^6*log(2)^11 + 5575352168772450436251648*z^6*log(2)^3 + 3238809
8036962462531584*z^6*log(16)^5 + 82091776501558957572096*z^6*log(16)^3 + 4719759462698920453079040*z^6*log(2)^
6 + 790418830384983246372864*z^6*log(2)^2 + 23210351748976706817359872*z^6*log(2)^5 - 12772997857280000*z^6*lo
g(16)^10 - 4028846023559381778432*z^6*log(16) + 36615872023160948785152*z^6*log(16)^2 + 5028189388597188624384
*z^6*log(2) - 3355443200000*z^6*log(16)^12 - 52909070326513532928*z^6*log(16)^7 - 2531581075411435520*z^6*log(
2)^12 + 5275971157737112338432*z^6*log(16)^6 + 3217482090490912388939776*z^6*log(2)^8 - 126253583564800000*z^6
*log(16)^9 - 9216769725461151034114048*z^6*log(2)^7 - 40265318400000*z^6*log(16)^11 + 4398046511104*z^6*log(2)
^15 + 12292814876442624*z^6*log(2)^14 + 107458346579132416*z^6*log(2)^13 - 475509127772689661952*z^6 - 4629948
55249838080*z^5*log(2)^2*log(16)^8 + 703356115906946138112*z^5*log(2)^9*log(16) - 41144444518400000*z^5*log(2)
*log(16)^9 + 844326165213245784195072*z^5*log(2)*log(16)^2 + 1287722356853159409745920*z^5*log(2)^3*log(16)^2
+ 590909334681882198016*z^5*log(2)^6*log(16)^4 + 2531514550143565168640*z^5*log(2)^3*log(16)^5 - 1145636689011
428848304128*z^5*log(2)^5*log(16)^2 + 3099523278700544*z^5*log(2)^12*log(16)^2 - 88510686035968*z^5*log(2)^10*
log(16)^4 + 158607163646803968*z^5*log(2)^11*log(16)^2 - 354042744143872*z^5*log(2)^10*log(16)^3 - 86573483986
78016*z^5*log(2)^9*log(16)^4 - 637579305156608*z^5*log(2)^7*log(16)^6 + 34394098106368*z^5*log(2)^5*log(16)^8
- 7443839598607728640*z^5*log(2)^10*log(16)^2 - 34629393594712064*z^5*log(2)^9*log(16)^3 - 3825475830939648*z^
5*log(2)^7*log(16)^5 + 106928785701470208*z^5*log(2)^6*log(16)^6 + 275152784850944*z^5*log(2)^5*log(16)^7 - 20
6695301120000*z^5*log(2)^2*log(16)^10 - 648597279250317312*z^5*log(2)^8*log(16)^3 + 641572714208821248*z^5*log
(2)^6*log(16)^5 - 20035249341726720*z^5*log(2)^4*log(16)^7 - 2066953011200000*z^5*log(2)^2*log(16)^9 + 4631504
187280022568960*z^5*log(2)^8*log(16)^2 - 200922319690638819328*z^5*log(2)^7*log(16)^3 - 1901972326539329536*z^
5*log(2)^5*log(16)^5 + 1341012871416381440*z^5*log(2)^3*log(16)^7 - 114851330106828745867264*z^5*log(2)^3*log(
16)^4 - 2251885975858824142127104*z^5*log(2)^5*log(16) + 2303704811718652194717696*z^5*log(2)^2*log(16) + 1388
31287012132671979520*z^5*log(2)^4*log(16)^3 + 542618894453952720404480*z^5*log(2)^2*log(16)^3 + 24961706485146
42281758720*z^5*log(2)^4*log(16) + 114354696766159323136000*z^5*log(2)^2*log(16)^4 + 527606283617709150175232*
z^5*log(2)*log(16)^3 - 29205835293673914368*z^5*log(2)^4*log(16)^6 - 19696238512600348884992*z^5*log(2)^5*log(
16)^3 + 425048121723899084800*z^5*log(2)^3*log(16)^6 + 3534695218745417842819072*z^5*log(2)^3*log(16) + 171150
5501284988878848000*z^5*log(2)^2*log(16)^2 + 34416324387077997199360*z^5*log(2)^4*log(16)^4 - 4762570518546723
12139776*z^5*log(2)^3*log(16)^3 + 199245088430910422908928*z^5*log(2)*log(16)^4 + 40272269511995538014208*z^5*
log(2)*log(16)^5 + 388297830383144535064576*z^5*log(2)^6*log(16)^2 + 1387149777105819002732544*z^5*log(2)^4*lo
g(16)^2 + 6199046557401088*z^5*log(2)^12*log(16) + 317214327293607936*z^5*log(2)^11*log(16) - 1488697111172716
9536*z^5*log(2)^10*log(16) + 9264305569118545772544*z^5*log(2)^8*log(16) - 48082491867534458880*z^5*log(2)*log
(16)^7 - 162149319812579328*z^5*log(2)^8*log(16)^4 - 2504406167715840*z^5*log(2)^4*log(16)^8 - 502369557157112
70912*z^5*log(2)^7*log(16)^4 - 316353364591902720*z^5*log(2)^5*log(16)^6 - 12790208608414742872064*z^5*log(2)^
2*log(16)^5 + 771878651252261353684992*z^5*log(2)^6*log(16) - 4114444451840000*z^5*log(2)*log(16)^10 - 6133744
816997007360*z^5*log(2)*log(16)^8 + 741342201909642723852288*z^5*log(2)*log(16) - 87433495435999103156224*z^5*
log(2)^7*log(16)^2 - 2140205106124768149504*z^5*log(2)^2*log(16)^6 - 174465156433885811179520*z^5*log(2)^7*log
(16) + 6600313255420282011648*z^5*log(2)*log(16)^6 + 351643428559878356992*z^5*log(2)^9*log(16)^2 + 1676266089
27047680*z^5*log(2)^3*log(16)^8 + 2359360187299469983744*z^5*log(2)^6*log(16)^3 - 174954518271259312128*z^5*lo
g(2)^4*log(16)^5 - 3654351969729904640*z^5*log(2)^2*log(16)^7 - 4927230866073982074880*z^5*log(2)^5*log(16)^4
- 34157296363953421983678464*z^5*log(2)^4 + 8057692047118763556864*z^5*log(16) - 10056378777194377248768*z^5*l
og(2) - 1580837660769966492745728*z^5*log(2)^2 - 93005348843331946283008*z^5*log(2)^10 - 464207034979534136347
19744*z^5*log(2)^5 + 25545995714560000*z^5*log(16)^10 + 13983017409007583232*z^5*log(16)^8 - 73231744046321897
570304*z^5*log(16)^2 + 6710886400000*z^5*log(16)^12 + 105818140653027065856*z^5*log(16)^7 + 506316215082287104
0*z^5*log(2)^12 - 149491981147804486598656*z^5*log(16)^4 + 1211766018143077405818880*z^5*log(2)^9 - 1055194231
5474224676864*z^5*log(16)^6 - 6434964180981824777879552*z^5*log(2)^8 + 252507167129600000*z^5*log(16)^9 + 1394
549448842936320000*z^5*log(2)^11 - 11150704337544900872503296*z^5*log(2)^3 - 64776196073924925063168*z^5*log(1
6)^5 - 164183553003117915144192*z^5*log(16)^3 + 18433539450922302068228096*z^5*log(2)^7 - 94395189253978409061
58080*z^5*log(2)^6 + 80530636800000*z^5*log(16)^11 - 8796093022208*z^5*log(2)^15 - 24585629752885248*z^5*log(2
)^14 - 214916693158264832*z^5*log(2)^13 + 951018255545379323904*z^5 + 2835917123367206912*z^4*log(2)^8*log(16)
^3 - 30562327749755799355392*z^4*log(2)^2*log(16)^3 + 206622949376000*z^4*log(2)^2*log(16)^10 - 16481957713082
8300288*z^4*log(2)^6*log(16)^4 - 4781967337730164293632*z^4*log(2)*log(16)^5 - 494586653965824294912*z^4*log(2
)^9*log(16) - 1049746244370432*z^4*log(2)^7*log(16)^5 - 3790557094217693265920*z^4*log(2)^8*log(16) - 43517760
27077246976*z^4*log(2)^10*log(16) - 161222201961621487616*z^4*log(2)^3*log(16)^6 - 360845062020984773541888*z^
4*log(2)^2*log(16) - 18754714713742544732160*z^4*log(2)*log(16)^4 + 69875403871615975424*z^4*log(2)^4*log(16)^
5 + 79243259407923442352128*z^4*log(2)^7*log(16) - 835603067305984*z^4*log(2)^12*log(16)^2 - 10828512348864512
0*z^4*log(2)^11*log(16)^2 - 102125985745338368*z^4*log(2)^3*log(16)^8 - 525585682010932016316416*z^4*log(2)^4*
log(16) - 817007885962706944*z^4*log(2)^3*log(16)^7 + 99321800447068471296*z^4*log(2)^7*log(16)^3 - 2943106690
709699301376*z^4*log(2)^2*log(16)^4 - 89520389966088980267008*z^4*log(2)^6*log(16)^2 + 14805193989024546167193
6*z^4*log(2)^5*log(16)^2 + 2825406286673360125952*z^4*log(2)^2*log(16)^5 - 501694456659968*z^4*log(2)^4*log(16
)^8 + 29230742110208*z^4*log(2)^10*log(16)^4 + 2486003657889284096*z^4*log(2)^2*log(16)^7 - 819320076982523692
6464*z^4*log(2)^4*log(16)^3 + 27978865049600000*z^4*log(2)*log(16)^9 - 3104288276480*z^4*log(2)^5*log(16)^8 +
39720952904070448807936*z^4*log(2)^7*log(16)^2 + 11636535682078343168*z^4*log(2)^4*log(16)^6 - 739242941714925
459734528*z^4*log(2)^3*log(16) - 4013555653279744*z^4*log(2)^4*log(16)^7 - 177727804012388024057856*z^4*log(2)
^6*log(16) + 141278062352507535360*z^4*log(2)^5*log(16)^4 + 26143801519046882557952*z^4*log(2)^3*log(16)^3 - 9
55895101366251028480*z^4*log(2)^3*log(16)^5 - 717446431842450915328*z^4*log(2)*log(16)^6 + 227045151074156544*
z^4*log(2)^5*log(16)^6 - 88177730886813136453632*z^4*log(2)*log(16) - 1671206134611968*z^4*log(2)^12*log(16) -
216570246977290240*z^4*log(2)^11*log(16) + 1362618586731905024*z^4*log(2)^5*log(16)^5 + 316949145717440512*z^
4*log(2)^2*log(16)^8 + 24828700534693167104*z^4*log(2)^7*log(16)^4 + 8675351022534656*z^4*log(2)^9*log(16)^4 +
4362230580923727872*z^4*log(2)*log(16)^8 + 2066229493760000*z^4*log(2)^2*log(16)^9 - 1892442629985479426048*z
^4*log(2)^8*log(16)^2 - 174957707395072*z^4*log(2)^7*log(16)^6 - 214738887799516483829760*z^4*log(2)^2*log(16)
^2 - 247258625578822008832*z^4*log(2)^9*log(16)^2 - 1931822456077233967104*z^4*log(2)^4*log(16)^4 - 2175771090
570182656*z^4*log(2)^10*log(16)^2 - 271079230386083550543872*z^4*log(2)^4*log(16)^2 - 42503765996286376542208*
z^4*log(2)*log(16)^3 - 348793578543120384*z^4*log(2)^6*log(16)^5 - 80035208834410900094976*z^4*log(2)*log(16)^
2 + 294995458371105271709696*z^4*log(2)^5*log(16) + 2797886504960000*z^4*log(2)*log(16)^10 + 49466045809524615
57760*z^4*log(2)^3*log(16)^4 + 556027661924768153600*z^4*log(2)^5*log(16)^3 + 708979280841801728*z^4*log(2)^8*
log(16)^4 + 116922968440832*z^4*log(2)^10*log(16)^3 + 34701404090138624*z^4*log(2)^9*log(16)^3 - 5813226309052
0064*z^4*log(2)^6*log(16)^6 - 342207499911985980375040*z^4*log(2)^3*log(16)^2 - 656953017999692398592*z^4*log(
2)^6*log(16)^3 + 34226351886199422976*z^4*log(2)*log(16)^7 + 476678581210304905216*z^4*log(2)^2*log(16)^6 - 24
834306211840*z^4*log(2)^5*log(16)^7 + 6204481404454043648*z^4*log(2)^12 + 28609251393044486291456*z^4*log(2)^1
0 + 960288573943367540408320*z^4*log(2)^8 - 349817860472564881555456*z^4*log(2)^9 + 2043894722843389423779840*
z^4*log(2)^6 - 19171775414272000*z^4*log(16)^10 + 27186853746206146560000*z^4*log(16)^3 + 20720882239550993203
20*z^4*log(16) - 189317170462720000*z^4*log(16)^9 + 1516778029948367057977344*z^4*log(2)^3 + 13110898819548982
06720*z^4*log(16)^6 + 8863824995409917198336*z^4*log(16)^5 - 65470464000000*z^4*log(16)^11 + 70438338287495237
27417344*z^4*log(2)^5 + 200557920661505310720*z^4*log(2)^11 + 16026959051935804882944*z^4*log(16)^2 + 27988418
09819941208064*z^4*log(2) - 72140123309211910144*z^4*log(16)^7 - 1999716023667708249767936*z^4*log(2)^7 - 5455
872000000*z^4*log(16)^12 - 9584026574831648768*z^4*log(16)^8 + 21900373900492908511232*z^4*log(16)^4 + 4937753
031529863345602560*z^4*log(2)^4 + 202691199780006688456704*z^4*log(2)^2 - 4398046511104*z^4*log(2)^15 + 706058
2637240320*z^4*log(2)^14 + 306533757240737792*z^4*log(2)^13 + 475509127772689661952*z^4 - 123601207296000*z^3*
log(2)^2*log(16)^10 - 1981523809144229855232*z^3*log(2)^8*log(16) - 118965619683102116278272*z^3*log(2)^2*log(
16)^4 + 34291332899733504*z^3*log(2)^2*log(16)^8 + 816383459852288*z^3*log(2)^7*log(16)^6 - 135191628119144751
693824*z^3*log(2)^4*log(16)^3 + 23276721440555008*z^3*log(2)^4*log(16)^7 - 2647725140655907342319616*z^3*log(2
)^3*log(16) + 4973217761603626565632*z^3*log(2)^5*log(16)^4 - 1049717437042634788831232*z^3*log(2)^4*log(16)^2
- 1481454479474688*z^3*log(2)^12*log(16)^2 + 31709743546368*z^3*log(2)^10*log(16)^4 + 126838974185472*z^3*log
(2)^10*log(16)^3 + 971495757709312*z^3*log(2)^3*log(16)^8 - 1828936041003664665346048*z^3*log(2)^4*log(16) - 9
94366973649419763712*z^3*log(2)^8*log(16)^2 - 852140899374352887234560*z^3*log(2)^3*log(16)^2 - 66685736304640
00*z^3*log(2)*log(16)^9 + 55825744611212525568*z^3*log(2)^9*log(16) - 1913891687996251543437312*z^3*log(2)^2*l
og(16) + 1454413364867532763136*z^3*log(2)^2*log(16)^6 + 43434423129040568320*z^3*log(2)^4*log(16)^5 + 2005564
8259840933888*z^3*log(2)^10*log(16) + 7771966061674496*z^3*log(2)^3*log(16)^7 + 96822954639589376*z^3*log(2)^5
*log(16)^6 - 20031890006212608*z^3*log(2)^9*log(16)^3 - 33725624949271176232960*z^3*log(2)^4*log(16)^4 - 14258
046432594755584*z^3*log(2)*log(16)^7 + 2909590180069376*z^3*log(2)^4*log(16)^8 - 1502577950778075394129920*z^3
*log(2)^2*log(16)^2 - 152458773422853928960*z^3*log(2)^3*log(16)^6 + 21881789504489185083392*z^3*log(2)^7*log(
16)^2 - 3605069077304836096*z^3*log(2)^8*log(16)^3 + 43696157327995918352384*z^3*log(2)^7*log(16) - 1320505281
094787530752*z^3*log(2)^6*log(16)^3 - 2962908958949376*z^3*log(2)^12*log(16) + 8722141199852608954368*z^3*log(
2)^2*log(16)^5 + 10027950968894652416*z^3*log(2)^10*log(16)^2 - 10373847533879296*z^3*log(2)^6*log(16)^6 - 601
7897553918828823040*z^3*log(2)*log(16)^6 - 62243085203275776*z^3*log(2)^6*log(16)^5 + 303994952948908032*z^3*l
og(2)^2*log(16)^7 - 779811992280833612120064*z^3*log(2)*log(16)^2 + 4898300759113728*z^3*log(2)^7*log(16)^5 -
1802261524965736448*z^3*log(2)*log(16)^8 + 116100648210479851900928*z^3*log(2)^3*log(16)^4 - 35908220801604613
540864*z^3*log(2)*log(16)^5 - 1236012072960000*z^3*log(2)^2*log(16)^9 - 184441736187564414490624*z^3*log(2)*lo
g(16)^4 - 5007972501553152*z^3*log(2)^9*log(16)^4 + 19888975414059496767488*z^3*log(2)^5*log(16)^3 + 843750672
4324704256*z^3*log(2)^7*log(16)^4 - 666857363046400*z^3*log(2)*log(16)^10 + 583776999015776256*z^3*log(2)^5*lo
g(16)^5 - 536511649387035907588096*z^3*log(2)^6*log(16) - 901267269326209024*z^3*log(2)^8*log(16)^4 - 25350635
520000*z^3*log(2)^5*log(16)^8 - 498644102695543970402304*z^3*log(2)*log(16)^3 + 7293382871534723072*z^3*log(2)
^4*log(16)^6 - 330230058749035675648*z^3*log(2)^6*log(16)^4 - 914861448061987016704*z^3*log(2)^3*log(16)^5 + 4
9941986018328576*z^3*log(2)^11*log(16) + 33717371558904725504*z^3*log(2)^7*log(16)^3 + 24970993009164288*z^3*l
og(2)^11*log(16)^2 + 2025315588543207280738304*z^3*log(2)^5*log(16) + 470501814239032472305664*z^3*log(2)^3*lo
g(16)^3 - 657939460959365395120128*z^3*log(2)*log(16) + 1032545990234704000581632*z^3*log(2)^5*log(16)^2 + 278
92840415600050176*z^3*log(2)^9*log(16)^2 - 269576246983832470290432*z^3*log(2)^6*log(16)^2 - 202805084160000*z
^3*log(2)^5*log(16)^7 - 534004253949425472978944*z^3*log(2)^2*log(16)^3 - 1445807975987073253376*z^3*log(2)^11
+ 9511786917094535161970688*z^3*log(2)^3 + 125402539821259528175616*z^3*log(16)^4 + 27869184000000*z^3*log(16
)^11 + 132649990473431578705920*z^3*log(16)^3 + 28717465134778193585897472*z^3*log(2)^4 + 2322432000000*z^3*lo
g(16)^12 + 5321979344700233582903296*z^3*log(2)^8 + 25454492220897558528*z^3*log(16)^7 + 661824014449846030381
8752*z^3*log(2)^6 - 15485323405216972800*z^3*log(2)^12 + 55414047312926234050560*z^3*log(16)^5 + 3845724300350
2311261339648*z^3*log(2)^5 + 52796916045368905826304*z^3*log(16)^2 + 65441302339584000*z^3*log(16)^9 - 6662387
04746038107832320*z^3*log(2)^9 + 4458695157554494832640*z^3*log(2) + 1361360702856651004182528*z^3*log(2)^2 +
43239061903611583791104*z^3*log(2)^10 - 16834527174451016347156480*z^3*log(2)^7 + 6646317241958400*z^3*log(16)
^10 + 9294338694734519304192*z^3*log(16)^6 - 12201868495028962197504*z^3*log(16) + 17592186044416*z^3*log(2)^1
5 + 10889563161493504*z^3*log(2)^14 - 298650318999126016*z^3*log(2)^13 + 3377522312582946816*z^3*log(16)^8 - 1
902036511090758647808*z^3 + 755720731484813764608*z^2*log(2)^3*log(16)^5 + 322861896984319903165440*z^2*log(2)
*log(16)^3 - 1048345661533133312*z^2*log(2)^2*log(16)^7 - 5028406580215808*z^2*log(2)^11*log(16)^2 + 519439694
472070237421568*z^2*log(2)*log(16)^2 + 81419435060480498130944*z^2*log(2)^4*log(16)^3 + 43256631515762655232*z
^2*log(2)^9*log(16)^2 - 24888150022900903313408*z^2*log(2)^7*log(16)^2 + 101344405913600*z^2*log(2)^5*log(16)^
7 - 1650837453938560707133440*z^2*log(2)^5*log(16) - 288267933864703597535232*z^2*log(2)^3*log(16)^3 - 6523846
303980453888*z^2*log(2)^10*log(16)^2 - 31781893774461394944*z^2*log(2)^4*log(16)^5 - 836938477251017987784704*
z^2*log(2)^5*log(16)^2 + 204377366991983509504*z^2*log(2)^6*log(16)^4 + 5566695393009559680*z^2*log(2)*log(16)
^7 + 788023419600896*z^2*log(2)^12*log(16)^2 - 1261307233300185088*z^2*log(2)^5*log(16)^5 - 209981401936232448
*z^2*log(2)^5*log(16)^6 - 70808190956160503160832*z^2*log(2)^3*log(16)^4 - 5328528472318398464*z^2*log(2)^4*lo
g(16)^6 + 328102646866033771470848*z^2*log(2)^2*log(16)^3 + 16257279790546944*z^2*log(2)^6*log(16)^6 - 1005681
3160431616*z^2*log(2)^11*log(16) + 229101411739426612772864*z^2*log(2)^6*log(16)^2 - 1097869760781538126080*z^
2*log(2)^2*log(16)^6 - 7771748935017693184*z^2*log(2)^7*log(16)^4 + 124743862386953920582400*z^2*log(2)*log(16
)^4 + 19876137302501376*z^2*log(2)^3*log(16)^8 + 1936940430240686014464*z^2*log(2)^8*log(16) + 867861182087813
490384896*z^2*log(2)^3*log(16)^2 - 13047528999771701248*z^2*log(2)^10*log(16) + 159009098420011008*z^2*log(2)^
3*log(16)^7 + 4418430545952740849408*z^2*log(2)*log(16)^6 - 49714163007549283500032*z^2*log(2)^7*log(16) - 168
9973745080320*z^2*log(2)^4*log(16)^8 + 86495655026260705280*z^2*log(2)^9*log(16) - 2882460792967444406272*z^2*
log(2)^5*log(16)^4 + 694798431434610960*z^2*log(2)*log(16)^8 + 1576046839201792*z^2*log(2)^12*log(16) + 231427
1791091943865761792*z^2*log(2)^3*log(16) - 20451023650816*z^2*log(2)^10*log(16)^4 + 8804002632302592*z^2*log(2
)^9*log(16)^3 - 11521432565218866003968*z^2*log(2)^5*log(16)^3 - 31071598561896431616*z^2*log(2)^7*log(16)^3 +
12668050739200*z^2*log(2)^5*log(16)^8 + 1511901222252985780109312*z^2*log(2)^4*log(16) + 97543678743281664*z^
2*log(2)^6*log(16)^5 - 81804094603264*z^2*log(2)^10*log(16)^3 + 837412349939792879951872*z^2*log(2)^4*log(16)^
2 + 463583193713837048070144*z^2*log(2)*log(16) + 1476371035004604844474368*z^2*log(2)^2*log(16) - 65725138724
58296986112*z^2*log(2)^2*log(16)^5 + 26432626277978019779328*z^2*log(2)*log(16)^5 + 126324476477115653120*z^2*
log(2)^3*log(16)^6 + 2201000658075648*z^2*log(2)^9*log(16)^4 + 816859176776312160256*z^2*log(2)^6*log(16)^3 -
13519789960642560*z^2*log(2)^4*log(16)^7 - 34616423052800*z^2*log(2)*log(16)^10 - 384929454358528*z^2*log(2)^7
*log(16)^6 - 129799771554681664*z^2*log(2)^2*log(16)^8 + 414478712320000*z^2*log(2)^2*log(16)^9 + 414478712320
00*z^2*log(2)^2*log(16)^10 + 970110941165918355456*z^2*log(2)^8*log(16)^2 + 456569365241777249976320*z^2*log(2
)^6*log(16) + 410181511393837056*z^2*log(2)^8*log(16)^4 + 20301952034515838539776*z^2*log(2)^4*log(16)^4 - 346
164230528000*z^2*log(2)*log(16)^9 + 1640726045575348224*z^2*log(2)^8*log(16)^3 - 2309576726151168*z^2*log(2)^7
*log(16)^5 + 71076377472150563419648*z^2*log(2)^2*log(16)^4 + 1075045909105436526557184*z^2*log(2)^2*log(16)^2
- 3933648479981759147802624*z^2*log(2)^8 - 31828338648024436703232*z^2*log(2)^10 + 658614858904957353984*z^2*
log(2)^11 - 41148212850918681438592*z^2*log(16)^5 + 12419938832730290521112576*z^2*log(2)^7 - 9762430159030146
18660864*z^2*log(2)^2 - 6959543776442246270287872*z^2*log(2)^3 - 6578496000000*z^2*log(16)^11 - 548208000000*z
^2*log(16)^12 - 9980136355904000*z^2*log(16)^9 - 1052161505439931916*z^2*log(16)^8 - 105065349919660155691008*
z^2*log(16)^3 - 28945080058851281639636992*z^2*log(2)^5 - 8178926586273759328*z^2*log(16)^7 - 9480884095610969
4038208*z^2*log(16)^4 + 518320325791341018611712*z^2*log(2)^9 - 1022134787590400*z^2*log(16)^10 + 402884602355
9381778432*z^2*log(16) - 21418706077645397771206656*z^2*log(2)^4 - 5028189388597188624384*z^2*log(2) - 5160568
145484769334001664*z^2*log(2)^6 - 6877008631537430220064*z^2*log(16)^6 + 137977765977653248*z^2*log(2)^13 + 16
357235711176343552*z^2*log(2)^12 - 4398046511104*z^2*log(2)^15 - 6198909118447616*z^2*log(2)^14 - 482298836180
37909553152*z^2*log(16)^2 + 475509127772689661952*z^2 + 23895282810880*z*log(2)^7*log(16)^6 + 4800076298508121
6*z*log(2)^2*log(16)^8 - 376493690033094587056128*z*log(2)^2*log(16) - 451822301255346345017344*z*log(2)^4*log
(16) + 16616352466122450141184*z*log(2)^7*log(16) + 334541281064960*z*log(2)^4*log(16)^8 + 360024897880000*z*l
og(2)*log(16)^9 + 254165920450867253760*z*log(2)^2*log(16)^6 - 632381421539429449728*z*log(2)^8*log(16) + 2602
7979201064468480*z*log(2)^6*log(16)^3 - 144851697299228079685632*z*log(2)^6*log(16) + 3296035924235780096*z*lo
g(2)^10*log(16) - 72399797434302225317888*z*log(2)^6*log(16)^2 - 67605580025669048205312*z*log(2)*log(16)^2 +
143371696865280*z*log(2)^7*log(16)^5 - 1525644052461559393280*z*log(2)^2*log(16)^4 + 6477949661828546560*z*log
(2)^6*log(16)^4 - 1514881005989550848*z*log(2)*log(16)^7 + 8306511910835153010688*z*log(2)^7*log(16)^2 - 80668
0170653379035430912*z*log(2)^3*log(16) - 6412589103519232*z*log(2)^3*log(16)^8 - 34540149445492736*z*log(2)^8*
log(16)^4 - 6351441787525250209280*z*log(2)*log(16)^5 + 15564506468460838912*z*log(2)^5*log(16)^4 - 3440533347
4575952619520*z*log(2)*log(16)^3 - 4497617358684160*z*log(2)^9*log(16)^3 - 206496883008032999878656*z*log(2)^2
*log(16)^2 - 415793813124284416*z*log(2)^7*log(16)^4 + 59181969640639234048*z*log(2)^5*log(16)^3 + 36002489788
000*z*log(2)*log(16)^10 - 188280051055053856*z*log(2)*log(16)^8 - 833530880000*z*log(2)^5*log(16)^8 + 15195912
32570089530368*z*log(2)^2*log(16)^5 + 385684953927369728*z*log(2)^2*log(16)^7 - 83321484821610812669952*z*log(
2)*log(16) - 2158448043471909208064*z*log(2)^4*log(16)^3 + 11682311045120*z*log(2)^12*log(16)^2 + 587122029363
2*z*log(2)^10*log(16)^4 + 23484881174528*z*log(2)^10*log(16)^3 - 69952085280000*z*log(2)^2*log(16)^9 - 5130071
2828153856*z*log(2)^3*log(16)^7 - 390437298761893998690304*z*log(2)^3*log(16)^2 - 17427083062542336*z*log(2)^6
*log(16)^5 - 532620023927257378816*z*log(2)^4*log(16)^4 - 138160597781970944*z*log(2)^8*log(16)^3 - 1062112385
880373576192*z*log(2)*log(16)^6 + 516072666888550496731136*z*log(2)^5*log(16) - 160666259238161088512*z*log(2)
^3*log(16)^5 + 1648041446999064576*z*log(2)^10*log(16)^2 - 16225976020639941033984*z*log(2)^2*log(16)^3 - 2904
513843757056*z*log(2)^6*log(16)^6 + 646474987732992*z*log(2)^11*log(16) - 316328871367496695808*z*log(2)^8*log
(16)^2 - 1124404339671040*z*log(2)^9*log(16)^4 - 19179988715694721773056*z*log(2)*log(16)^4 - 3202288992594270
6176*z*log(2)^9*log(16) + 706692418767847424*z*log(2)^4*log(16)^6 - 1664131063809572864*z*log(2)^7*log(16)^3 -
16015942580330037248*z*log(2)^9*log(16)^2 + 461389763888906240*z*log(2)^5*log(16)^5 - 6995208528000*z*log(2)^
2*log(16)^10 + 2676330248519680*z*log(2)^4*log(16)^7 + 4202685889127809024*z*log(2)^4*log(16)^5 + 233646220902
40*z*log(2)^12*log(16) + 2904671926999526502400*z*log(2)^3*log(16)^4 - 26897411536292540416*z*log(2)^3*log(16)
^6 + 76882734738391040*z*log(2)^5*log(16)^6 + 258094900192000051511296*z*log(2)^5*log(16)^2 + 1268883848961305
4394368*z*log(2)^3*log(16)^3 + 323237493866496*z*log(2)^11*log(16)^2 - 228075187978569260023808*z*log(2)^4*log
(16)^2 - 6668247040000*z*log(2)^5*log(16)^7 - 7315370483677921280*z*log(2)^12 + 1619886435109586211962880*z*lo
g(2)^3 + 2106184424567780032*z*log(16)^7 - 118532058566366181982208*z*log(2)^9 + 10072459281079744489216*z*log
(16)^5 + 38698421738144*z*log(16)^10 + 5597683619639882416128*z*log(2) + 940008539712863593824256*z*log(2)^8 +
219314445655982456438784*z*log(2)^2 - 8796093022208*z*log(2)^15 + 658057709223936*z*log(2)^14 + 68234400000*z
*log(16)^12 + 5266606607714362489405440*z*log(2)^4 - 3050160978781853279322112*z*log(2)^7 - 10988613160402944*
z*log(2)^13 - 25896184798592892928*z*log(2)^11 + 1683653741947205962816*z*log(16)^6 + 24720441619859574645120*
z*log(16)^4 + 4144176447910198640640*z*log(16) + 20424670984869677236224*z*log(16)^2 + 6210859383692072058880*
z*log(2)^10 + 264325922433516824*z*log(16)^8 + 818812800000*z*log(16)^11 + 7259691167347461156372480*z*log(2)^
5 + 356961081381440*z*log(16)^9 + 1330755132006662452543488*z*log(2)^6 + 31771308843368606121984*z*log(16)^3 +
951018255545379323904*z - 1989127350345228520704*log(2)*log(16)^4 - 64493056000*log(2)^5*log(16)^8 + 47402652
16034816*log(2)^3*log(16)^7 - 32409823215616*log(2)^12*log(16)^2 - 42408721771747840*log(2)^2*log(16)^7 + 2711
725846910992384*log(2)^9*log(16) - 2041151299688240513024*log(2)^7*log(16) + 112034914290560443269120*log(2)^3
*log(16) + 46412462323529165930496*log(2)^4*log(16) + 592533152004352*log(2)^3*log(16)^8 - 56308145993285632*l
og(2)^8*log(16)^3 + 20198493497383824*log(2)*log(16)^8 + 649236785922048*log(2)^11*log(16) + 86257476838231113
728*log(2)^8*log(16) + 162508553631134592*log(2)*log(16)^7 - 153492514457600*log(2)^4*log(16)^7 - 481561800086
9065752576*log(2)*log(16) - 8421357125632*log(2)^10*log(16)^3 - 5287339872068480*log(2)^2*log(16)^8 - 38358568
83600*log(2)*log(16)^10 + 458344980000*log(2)^2*log(16)^10 + 1357348383151357952*log(2)^9*log(16)^2 + 17070726
608541990387712*log(2)^6*log(16) + 79329285493550353920*log(2)*log(16)^6 - 38358568836000*log(2)*log(16)^9 - 6
4819646431232*log(2)^12*log(16) + 826086756761032622080*log(2)^5*log(16)^3 + 1331262898777893888*log(2)^3*log(
16)^6 - 147482947495133184*log(2)^10*log(16)^2 + 1053081270462464*log(2)^4*log(16)^6 + 5620339834880*log(2)^7*
log(16)^6 - 28864993260580586061824*log(2)^5*log(16)^2 - 59382211370316626984960*log(2)^5*log(16) + 7921213679
642875904*log(2)^3*log(16)^5 + 206489603387500748800*log(2)^5*log(16)^4 + 1485459695861760*log(2)^9*log(16)^3
+ 33722039009280*log(2)^7*log(16)^5 + 17047044644750507859968*log(2)^3*log(16)^3 - 14149995937779569098752*log
(2)*log(16)^2 - 14077036498321408*log(2)^8*log(16)^4 + 473698015514640460032*log(2)*log(16)^5 + 73053965453205
691179008*log(2)^3*log(16)^2 + 8465932481077026029568*log(2)^6*log(16)^2 - 4819281365027092147712*log(2)^2*log
(16)^4 - 98429140935668207104*log(2)^2*log(16)^5 - 1403115695603712*log(2)^6*log(16)^5 - 133077735435436452864
0*log(2)^4*log(16)^4 - 294949052276015104*log(2)^10*log(16) - 16503861841383206144*log(2)^2*log(16)^6 - 186217
23403358560903168*log(2)^2*log(16)^3 + 4274941062749356929024*log(2)^3*log(16)^4 + 3011646037063892992*log(2)^
7*log(16)^3 + 43072430273122271232*log(2)^8*log(16)^2 - 19252926298898432*log(2)^5*log(16)^5 - 698721131143161
0501120*log(2)^2*log(16)^2 - 19186564307200*log(2)^4*log(16)^8 + 8467382825181184*log(2)^4*log(16)^5 + 7529677
12664322048*log(2)^7*log(16)^4 - 2105339281408*log(2)^10*log(16)^4 + 23006999186399962202112*log(2)^2*log(16)
- 3210024920195072*log(2)^5*log(16)^6 + 4583449800000*log(2)^2*log(16)^9 + 371364923965440*log(2)^9*log(16)^4
- 515944448000*log(2)^5*log(16)^7 - 69432694014896635904*log(2)^6*log(16)^3 + 324618392961024*log(2)^11*log(16
)^2 - 5323168731829895864320*log(2)^4*log(16)^3 - 1017564048769775042560*log(2)^7*log(16)^2 - 1736051202988349
8496*log(2)^6*log(16)^4 - 233852615933952*log(2)^6*log(16)^6 + 17883050321464176418816*log(2)^4*log(16)^2 - 11
111457768580591629312*log(2)*log(16)^3 - 3506034375*log(16)^12 - 42072412500*log(16)^11 - 219929833864705952*l
og(16)^7 + 3417650648252*log(16)^10 - 2072088223955099320320*log(16) - 112951624317272470978560*log(2)^6 - 273
83146155190684*log(16)^8 + 35719161607520*log(16)^9 + 8569468148890282754048*log(2)^9 - 1135554369377917253713
92*log(2)^3 - 4402790440975529607168*log(16)^2 - 73139589457125990727680*log(2)^8 - 136195407287193010400*log(
16)^6 - 348067876086164226048*log(2)^10 - 2798841809819941208064*log(2) + 246535495432584793423872*log(2)^7 +
732838425689849856*log(2)^12 - 814090996102413753728*log(16)^5 - 8056773686893477888*log(2)^11 - 1670450200464
2284044288*log(2)^2 - 605409171744522216734720*log(2)^5 - 424476576131312050814976*log(2)^4 + 6150152918138880
*log(2)^13 + 4398046511104*log(2)^15 - 116479513067520*log(2)^14 - 2468547490236798185664*log(16)^4 - 44510266
41787218124800*log(16)^3 - 475509127772689661952, z, k)*(111847685226491805696*log(2) + 200631545501152444416*
log(16) + x*(23300417751306328866816*log(2) - 2441003852377522962432*log(16) + 1673245825142235463680*log(2)*l
og(16) + 836818160800757186560*log(2)*log(16)^2 - 453779422619465154560*log(2)^2*log(16) + 195253527562878976*
log(2)*log(16)^3 + 58378971802103709696*log(2)^3*log(16) + 48820004295000064*log(2)*log(16)^4 - 35440089512070
34880*log(2)^4*log(16) + 3973442568192*log(2)*log(16)^5 + 17389582337179648*log(2)^5*log(16) + 662240428032*lo
g(2)*log(16)^6 + 9869624275369984*log(2)^6*log(16) - 73691169816576*log(2)^7*log(16) + 33115263943579106279424
*log(2)^2 - 28126081564448074498048*log(2)^3 + 7881885356030830837760*log(2)^4 - 1050210624517877792768*log(2)
^5 + 70462122183471661056*log(2)^6 - 2014633553819598848*log(2)^7 - 2380144006135808*log(2)^8 + 21003356445081
6*log(2)^9 - 687194767360*log(2)^10 - 1220698874593964015616*log(16)^2 - 197560313181061120*log(16)^3 - 501555
41802823680*log(16)^4 - 460088052695040*log(16)^5 - 77356298915840*log(16)^6 - 289267200000*log(16)^7 - 361584
00000*log(16)^8 - 226915034999973609472*log(2)^2*log(16)^2 - 25286506392584192*log(2)^2*log(16)^3 + 2919530967
6469157888*log(2)^3*log(16)^2 - 6275146787586048*log(2)^2*log(16)^4 + 5823775417303040*log(2)^3*log(16)^3 - 17
73052682669391872*log(2)^4*log(16)^2 + 27887886336000*log(2)^2*log(16)^5 + 1455943854325760*log(2)^3*log(16)^4
- 1048207065874432*log(2)^4*log(16)^3 + 8698667796004864*log(2)^5*log(16)^2 + 4647981056000*log(2)^2*log(16)^
6 - 262051766468608*log(2)^4*log(16)^4 + 3876627415040*log(2)^5*log(16)^3 + 4934812137684992*log(2)^6*log(16)^
2 + 969156853760*log(2)^5*log(16)^4 - 36845584908288*log(2)^7*log(16)^2 + 1839859387393049100288) + 6543937589
75933153280*log(2)*log(16) - root(1070102553062384074752*z^6*log(2)^2*log(16)^6 - 99622544215455211454464*z^6*
log(2)*log(16)^4 - 175821714279939178496*z^6*log(2)^9*log(16)^2 - 1179680093649734991872*z^6*log(2)^6*log(16)^
3 + 231497427624919040*z^6*log(2)^2*log(16)^8 - 385939325626130676842496*z^6*log(2)^6*log(16) + 20572222259200
00*z^6*log(2)*log(16)^10 - 1549761639350272*z^6*log(2)^12*log(16)^2 + 44255343017984*z^6*log(2)^10*log(16)^4 -
79303581823401984*z^6*log(2)^11*log(16)^2 + 177021372071936*z^6*log(2)^10*log(16)^3 + 4328674199339008*z^6*lo
g(2)^9*log(16)^4 + 318789652578304*z^6*log(2)^7*log(16)^6 - 17197049053184*z^6*log(2)^5*log(16)^8 + 1731469679
7356032*z^6*log(2)^9*log(16)^3 + 1912737915469824*z^6*log(2)^7*log(16)^5 - 53464392850735104*z^6*log(2)^6*log(
16)^6 - 137576392425472*z^6*log(2)^5*log(16)^7 + 324298639625158656*z^6*log(2)^8*log(16)^3 - 32078635710441062
4*z^6*log(2)^6*log(16)^5 + 10017624670863360*z^6*log(2)^4*log(16)^7 + 1033476505600000*z^6*log(2)^2*log(16)^9
- 2315752093640011284480*z^6*log(2)^8*log(16)^2 + 100461159845319409664*z^6*log(2)^7*log(16)^3 - 6705064357081
90720*z^6*log(2)^3*log(16)^7 + 57425665053414372933632*z^6*log(2)^3*log(16)^4 - 69415643506066335989760*z^6*lo
g(2)^4*log(16)^3 - 57177348383079661568000*z^6*log(2)^2*log(16)^4 + 87232578216942905589760*z^6*log(2)^7*log(1
6) - 3300156627710141005824*z^6*log(2)*log(16)^6 + 14602917646836957184*z^6*log(2)^4*log(16)^6 - 3516780579534
73069056*z^6*log(2)^9*log(16) - 17208162193538998599680*z^6*log(2)^4*log(16)^4 + 238128525927336156069888*z^6*
log(2)^3*log(16)^3 - 693574888552909501366272*z^6*log(2)^4*log(16)^2 + 1125942987929412071063552*z^6*log(2)^5*
log(16) - 370671100954821361926144*z^6*log(2)*log(16) - 1151852405859326097358848*z^6*log(2)^2*log(16) + 15817
6682295951360*z^6*log(2)^5*log(16)^6 + 43716747717999551578112*z^6*log(2)^7*log(16)^2 - 2013613475599776900710
4*z^6*log(2)*log(16)^5 - 3099523278700544*z^6*log(2)^12*log(16) - 158607163646803968*z^6*log(2)^11*log(16) + 7
443485555863584768*z^6*log(2)^10*log(16) - 4632152784559272886272*z^6*log(2)^8*log(16) + 24041245933767229440*
z^6*log(2)*log(16)^7 - 83813304463523840*z^6*log(2)^3*log(16)^8 + 87477259135629656064*z^6*log(2)^4*log(16)^5
+ 1827175984864952320*z^6*log(2)^2*log(16)^7 + 2463615433036991037440*z^6*log(2)^5*log(16)^4 - 643861178426579
704872960*z^6*log(2)^3*log(16)^2 - 295454667340941099008*z^6*log(2)^6*log(16)^4 - 1265757275071782584320*z^6*l
og(2)^3*log(16)^5 + 572818344505714424152064*z^6*log(2)^5*log(16)^2 + 3066872408498503680*z^6*log(2)*log(16)^8
+ 3721919799303864320*z^6*log(2)^10*log(16)^2 + 103347650560000*z^6*log(2)^2*log(16)^10 + 950986163269664768*
z^6*log(2)^5*log(16)^5 - 271309447226976360202240*z^6*log(2)^2*log(16)^3 + 9848119256300174442496*z^6*log(2)^5
*log(16)^3 - 212524060861949542400*z^6*log(2)^3*log(16)^6 + 20572222259200000*z^6*log(2)*log(16)^9 - 855752750
642494439424000*z^6*log(2)^2*log(16)^2 - 422163082606622892097536*z^6*log(2)*log(16)^2 - 194148915191572267532
288*z^6*log(2)^6*log(16)^2 - 1248085324257321140879360*z^6*log(2)^4*log(16) - 263803141808854575087616*z^6*log
(2)*log(16)^3 + 81074659906289664*z^6*log(2)^8*log(16)^4 + 1252203083857920*z^6*log(2)^4*log(16)^8 + 251184778
57855635456*z^6*log(2)^7*log(16)^4 + 6395104304207371436032*z^6*log(2)^2*log(16)^5 - 1767347609372708921409536
*z^6*log(2)^3*log(16) + 17078648181976710991839232*z^6*log(2)^4 + 46502674421665973141504*z^6*log(2)^10 - 6991
508704503791616*z^6*log(16)^8 + 74745990573902243299328*z^6*log(16)^4 - 605883009071538702909440*z^6*log(2)^9
- 697274724421468160000*z^6*log(2)^11 + 5575352168772450436251648*z^6*log(2)^3 + 32388098036962462531584*z^6*l
og(16)^5 + 82091776501558957572096*z^6*log(16)^3 + 4719759462698920453079040*z^6*log(2)^6 + 790418830384983246
372864*z^6*log(2)^2 + 23210351748976706817359872*z^6*log(2)^5 - 12772997857280000*z^6*log(16)^10 - 40288460235
59381778432*z^6*log(16) + 36615872023160948785152*z^6*log(16)^2 + 5028189388597188624384*z^6*log(2) - 33554432
00000*z^6*log(16)^12 - 52909070326513532928*z^6*log(16)^7 - 2531581075411435520*z^6*log(2)^12 + 52759711577371
12338432*z^6*log(16)^6 + 3217482090490912388939776*z^6*log(2)^8 - 126253583564800000*z^6*log(16)^9 - 921676972
5461151034114048*z^6*log(2)^7 - 40265318400000*z^6*log(16)^11 + 4398046511104*z^6*log(2)^15 + 1229281487644262
4*z^6*log(2)^14 + 107458346579132416*z^6*log(2)^13 - 475509127772689661952*z^6 - 462994855249838080*z^5*log(2)
^2*log(16)^8 + 703356115906946138112*z^5*log(2)^9*log(16) - 41144444518400000*z^5*log(2)*log(16)^9 + 844326165
213245784195072*z^5*log(2)*log(16)^2 + 1287722356853159409745920*z^5*log(2)^3*log(16)^2 + 59090933468188219801
6*z^5*log(2)^6*log(16)^4 + 2531514550143565168640*z^5*log(2)^3*log(16)^5 - 1145636689011428848304128*z^5*log(2
)^5*log(16)^2 + 3099523278700544*z^5*log(2)^12*log(16)^2 - 88510686035968*z^5*log(2)^10*log(16)^4 + 1586071636
46803968*z^5*log(2)^11*log(16)^2 - 354042744143872*z^5*log(2)^10*log(16)^3 - 8657348398678016*z^5*log(2)^9*log
(16)^4 - 637579305156608*z^5*log(2)^7*log(16)^6 + 34394098106368*z^5*log(2)^5*log(16)^8 - 7443839598607728640*
z^5*log(2)^10*log(16)^2 - 34629393594712064*z^5*log(2)^9*log(16)^3 - 3825475830939648*z^5*log(2)^7*log(16)^5 +
106928785701470208*z^5*log(2)^6*log(16)^6 + 275152784850944*z^5*log(2)^5*log(16)^7 - 206695301120000*z^5*log(
2)^2*log(16)^10 - 648597279250317312*z^5*log(2)^8*log(16)^3 + 641572714208821248*z^5*log(2)^6*log(16)^5 - 2003
5249341726720*z^5*log(2)^4*log(16)^7 - 2066953011200000*z^5*log(2)^2*log(16)^9 + 4631504187280022568960*z^5*lo
g(2)^8*log(16)^2 - 200922319690638819328*z^5*log(2)^7*log(16)^3 - 1901972326539329536*z^5*log(2)^5*log(16)^5 +
1341012871416381440*z^5*log(2)^3*log(16)^7 - 114851330106828745867264*z^5*log(2)^3*log(16)^4 - 22518859758588
24142127104*z^5*log(2)^5*log(16) + 2303704811718652194717696*z^5*log(2)^2*log(16) + 138831287012132671979520*z
^5*log(2)^4*log(16)^3 + 542618894453952720404480*z^5*log(2)^2*log(16)^3 + 2496170648514642281758720*z^5*log(2)
^4*log(16) + 114354696766159323136000*z^5*log(2)^2*log(16)^4 + 527606283617709150175232*z^5*log(2)*log(16)^3 -
29205835293673914368*z^5*log(2)^4*log(16)^6 - 19696238512600348884992*z^5*log(2)^5*log(16)^3 + 42504812172389
9084800*z^5*log(2)^3*log(16)^6 + 3534695218745417842819072*z^5*log(2)^3*log(16) + 1711505501284988878848000*z^
5*log(2)^2*log(16)^2 + 34416324387077997199360*z^5*log(2)^4*log(16)^4 - 476257051854672312139776*z^5*log(2)^3*
log(16)^3 + 199245088430910422908928*z^5*log(2)*log(16)^4 + 40272269511995538014208*z^5*log(2)*log(16)^5 + 388
297830383144535064576*z^5*log(2)^6*log(16)^2 + 1387149777105819002732544*z^5*log(2)^4*log(16)^2 + 619904655740
1088*z^5*log(2)^12*log(16) + 317214327293607936*z^5*log(2)^11*log(16) - 14886971111727169536*z^5*log(2)^10*log
(16) + 9264305569118545772544*z^5*log(2)^8*log(16) - 48082491867534458880*z^5*log(2)*log(16)^7 - 1621493198125
79328*z^5*log(2)^8*log(16)^4 - 2504406167715840*z^5*log(2)^4*log(16)^8 - 50236955715711270912*z^5*log(2)^7*log
(16)^4 - 316353364591902720*z^5*log(2)^5*log(16)^6 - 12790208608414742872064*z^5*log(2)^2*log(16)^5 + 77187865
1252261353684992*z^5*log(2)^6*log(16) - 4114444451840000*z^5*log(2)*log(16)^10 - 6133744816997007360*z^5*log(2
)*log(16)^8 + 741342201909642723852288*z^5*log(2)*log(16) - 87433495435999103156224*z^5*log(2)^7*log(16)^2 - 2
140205106124768149504*z^5*log(2)^2*log(16)^6 - 174465156433885811179520*z^5*log(2)^7*log(16) + 660031325542028
2011648*z^5*log(2)*log(16)^6 + 351643428559878356992*z^5*log(2)^9*log(16)^2 + 167626608927047680*z^5*log(2)^3*
log(16)^8 + 2359360187299469983744*z^5*log(2)^6*log(16)^3 - 174954518271259312128*z^5*log(2)^4*log(16)^5 - 365
4351969729904640*z^5*log(2)^2*log(16)^7 - 4927230866073982074880*z^5*log(2)^5*log(16)^4 - 34157296363953421983
678464*z^5*log(2)^4 + 8057692047118763556864*z^5*log(16) - 10056378777194377248768*z^5*log(2) - 15808376607699
66492745728*z^5*log(2)^2 - 93005348843331946283008*z^5*log(2)^10 - 46420703497953413634719744*z^5*log(2)^5 + 2
5545995714560000*z^5*log(16)^10 + 13983017409007583232*z^5*log(16)^8 - 73231744046321897570304*z^5*log(16)^2 +
6710886400000*z^5*log(16)^12 + 105818140653027065856*z^5*log(16)^7 + 5063162150822871040*z^5*log(2)^12 - 1494
91981147804486598656*z^5*log(16)^4 + 1211766018143077405818880*z^5*log(2)^9 - 10551942315474224676864*z^5*log(
16)^6 - 6434964180981824777879552*z^5*log(2)^8 + 252507167129600000*z^5*log(16)^9 + 1394549448842936320000*z^5
*log(2)^11 - 11150704337544900872503296*z^5*log(2)^3 - 64776196073924925063168*z^5*log(16)^5 - 164183553003117
915144192*z^5*log(16)^3 + 18433539450922302068228096*z^5*log(2)^7 - 9439518925397840906158080*z^5*log(2)^6 + 8
0530636800000*z^5*log(16)^11 - 8796093022208*z^5*log(2)^15 - 24585629752885248*z^5*log(2)^14 - 214916693158264
832*z^5*log(2)^13 + 951018255545379323904*z^5 + 2835917123367206912*z^4*log(2)^8*log(16)^3 - 30562327749755799
355392*z^4*log(2)^2*log(16)^3 + 206622949376000*z^4*log(2)^2*log(16)^10 - 164819577130828300288*z^4*log(2)^6*l
og(16)^4 - 4781967337730164293632*z^4*log(2)*log(16)^5 - 494586653965824294912*z^4*log(2)^9*log(16) - 10497462
44370432*z^4*log(2)^7*log(16)^5 - 3790557094217693265920*z^4*log(2)^8*log(16) - 4351776027077246976*z^4*log(2)
^10*log(16) - 161222201961621487616*z^4*log(2)^3*log(16)^6 - 360845062020984773541888*z^4*log(2)^2*log(16) - 1
8754714713742544732160*z^4*log(2)*log(16)^4 + 69875403871615975424*z^4*log(2)^4*log(16)^5 + 792432594079234423
52128*z^4*log(2)^7*log(16) - 835603067305984*z^4*log(2)^12*log(16)^2 - 108285123488645120*z^4*log(2)^11*log(16
)^2 - 102125985745338368*z^4*log(2)^3*log(16)^8 - 525585682010932016316416*z^4*log(2)^4*log(16) - 817007885962
706944*z^4*log(2)^3*log(16)^7 + 99321800447068471296*z^4*log(2)^7*log(16)^3 - 2943106690709699301376*z^4*log(2
)^2*log(16)^4 - 89520389966088980267008*z^4*log(2)^6*log(16)^2 + 148051939890245461671936*z^4*log(2)^5*log(16)
^2 + 2825406286673360125952*z^4*log(2)^2*log(16)^5 - 501694456659968*z^4*log(2)^4*log(16)^8 + 29230742110208*z
^4*log(2)^10*log(16)^4 + 2486003657889284096*z^4*log(2)^2*log(16)^7 - 8193200769825236926464*z^4*log(2)^4*log(
16)^3 + 27978865049600000*z^4*log(2)*log(16)^9 - 3104288276480*z^4*log(2)^5*log(16)^8 + 3972095290407044880793
6*z^4*log(2)^7*log(16)^2 + 11636535682078343168*z^4*log(2)^4*log(16)^6 - 739242941714925459734528*z^4*log(2)^3
*log(16) - 4013555653279744*z^4*log(2)^4*log(16)^7 - 177727804012388024057856*z^4*log(2)^6*log(16) + 141278062
352507535360*z^4*log(2)^5*log(16)^4 + 26143801519046882557952*z^4*log(2)^3*log(16)^3 - 955895101366251028480*z
^4*log(2)^3*log(16)^5 - 717446431842450915328*z^4*log(2)*log(16)^6 + 227045151074156544*z^4*log(2)^5*log(16)^6
- 88177730886813136453632*z^4*log(2)*log(16) - 1671206134611968*z^4*log(2)^12*log(16) - 216570246977290240*z^
4*log(2)^11*log(16) + 1362618586731905024*z^4*log(2)^5*log(16)^5 + 316949145717440512*z^4*log(2)^2*log(16)^8 +
24828700534693167104*z^4*log(2)^7*log(16)^4 + 8675351022534656*z^4*log(2)^9*log(16)^4 + 4362230580923727872*z
^4*log(2)*log(16)^8 + 2066229493760000*z^4*log(2)^2*log(16)^9 - 1892442629985479426048*z^4*log(2)^8*log(16)^2
- 174957707395072*z^4*log(2)^7*log(16)^6 - 214738887799516483829760*z^4*log(2)^2*log(16)^2 - 24725862557882200
8832*z^4*log(2)^9*log(16)^2 - 1931822456077233967104*z^4*log(2)^4*log(16)^4 - 2175771090570182656*z^4*log(2)^1
0*log(16)^2 - 271079230386083550543872*z^4*log(2)^4*log(16)^2 - 42503765996286376542208*z^4*log(2)*log(16)^3 -
348793578543120384*z^4*log(2)^6*log(16)^5 - 80035208834410900094976*z^4*log(2)*log(16)^2 + 294995458371105271
709696*z^4*log(2)^5*log(16) + 2797886504960000*z^4*log(2)*log(16)^10 + 4946604580952461557760*z^4*log(2)^3*log
(16)^4 + 556027661924768153600*z^4*log(2)^5*log(16)^3 + 708979280841801728*z^4*log(2)^8*log(16)^4 + 1169229684
40832*z^4*log(2)^10*log(16)^3 + 34701404090138624*z^4*log(2)^9*log(16)^3 - 58132263090520064*z^4*log(2)^6*log(
16)^6 - 342207499911985980375040*z^4*log(2)^3*log(16)^2 - 656953017999692398592*z^4*log(2)^6*log(16)^3 + 34226
351886199422976*z^4*log(2)*log(16)^7 + 476678581210304905216*z^4*log(2)^2*log(16)^6 - 24834306211840*z^4*log(2
)^5*log(16)^7 + 6204481404454043648*z^4*log(2)^12 + 28609251393044486291456*z^4*log(2)^10 + 960288573943367540
408320*z^4*log(2)^8 - 349817860472564881555456*z^4*log(2)^9 + 2043894722843389423779840*z^4*log(2)^6 - 1917177
5414272000*z^4*log(16)^10 + 27186853746206146560000*z^4*log(16)^3 + 2072088223955099320320*z^4*log(16) - 18931
7170462720000*z^4*log(16)^9 + 1516778029948367057977344*z^4*log(2)^3 + 1311089881954898206720*z^4*log(16)^6 +
8863824995409917198336*z^4*log(16)^5 - 65470464000000*z^4*log(16)^11 + 7043833828749523727417344*z^4*log(2)^5
+ 200557920661505310720*z^4*log(2)^11 + 16026959051935804882944*z^4*log(16)^2 + 2798841809819941208064*z^4*log
(2) - 72140123309211910144*z^4*log(16)^7 - 1999716023667708249767936*z^4*log(2)^7 - 5455872000000*z^4*log(16)^
12 - 9584026574831648768*z^4*log(16)^8 + 21900373900492908511232*z^4*log(16)^4 + 4937753031529863345602560*z^4
*log(2)^4 + 202691199780006688456704*z^4*log(2)^2 - 4398046511104*z^4*log(2)^15 + 7060582637240320*z^4*log(2)^
14 + 306533757240737792*z^4*log(2)^13 + 475509127772689661952*z^4 - 123601207296000*z^3*log(2)^2*log(16)^10 -
1981523809144229855232*z^3*log(2)^8*log(16) - 118965619683102116278272*z^3*log(2)^2*log(16)^4 + 34291332899733
504*z^3*log(2)^2*log(16)^8 + 816383459852288*z^3*log(2)^7*log(16)^6 - 135191628119144751693824*z^3*log(2)^4*lo
g(16)^3 + 23276721440555008*z^3*log(2)^4*log(16)^7 - 2647725140655907342319616*z^3*log(2)^3*log(16) + 49732177
61603626565632*z^3*log(2)^5*log(16)^4 - 1049717437042634788831232*z^3*log(2)^4*log(16)^2 - 1481454479474688*z^
3*log(2)^12*log(16)^2 + 31709743546368*z^3*log(2)^10*log(16)^4 + 126838974185472*z^3*log(2)^10*log(16)^3 + 971
495757709312*z^3*log(2)^3*log(16)^8 - 1828936041003664665346048*z^3*log(2)^4*log(16) - 994366973649419763712*z
^3*log(2)^8*log(16)^2 - 852140899374352887234560*z^3*log(2)^3*log(16)^2 - 6668573630464000*z^3*log(2)*log(16)^
9 + 55825744611212525568*z^3*log(2)^9*log(16) - 1913891687996251543437312*z^3*log(2)^2*log(16) + 1454413364867
532763136*z^3*log(2)^2*log(16)^6 + 43434423129040568320*z^3*log(2)^4*log(16)^5 + 20055648259840933888*z^3*log(
2)^10*log(16) + 7771966061674496*z^3*log(2)^3*log(16)^7 + 96822954639589376*z^3*log(2)^5*log(16)^6 - 200318900
06212608*z^3*log(2)^9*log(16)^3 - 33725624949271176232960*z^3*log(2)^4*log(16)^4 - 14258046432594755584*z^3*lo
g(2)*log(16)^7 + 2909590180069376*z^3*log(2)^4*log(16)^8 - 1502577950778075394129920*z^3*log(2)^2*log(16)^2 -
152458773422853928960*z^3*log(2)^3*log(16)^6 + 21881789504489185083392*z^3*log(2)^7*log(16)^2 - 36050690773048
36096*z^3*log(2)^8*log(16)^3 + 43696157327995918352384*z^3*log(2)^7*log(16) - 1320505281094787530752*z^3*log(2
)^6*log(16)^3 - 2962908958949376*z^3*log(2)^12*log(16) + 8722141199852608954368*z^3*log(2)^2*log(16)^5 + 10027
950968894652416*z^3*log(2)^10*log(16)^2 - 10373847533879296*z^3*log(2)^6*log(16)^6 - 6017897553918828823040*z^
3*log(2)*log(16)^6 - 62243085203275776*z^3*log(2)^6*log(16)^5 + 303994952948908032*z^3*log(2)^2*log(16)^7 - 77
9811992280833612120064*z^3*log(2)*log(16)^2 + 4898300759113728*z^3*log(2)^7*log(16)^5 - 1802261524965736448*z^
3*log(2)*log(16)^8 + 116100648210479851900928*z^3*log(2)^3*log(16)^4 - 35908220801604613540864*z^3*log(2)*log(
16)^5 - 1236012072960000*z^3*log(2)^2*log(16)^9 - 184441736187564414490624*z^3*log(2)*log(16)^4 - 500797250155
3152*z^3*log(2)^9*log(16)^4 + 19888975414059496767488*z^3*log(2)^5*log(16)^3 + 8437506724324704256*z^3*log(2)^
7*log(16)^4 - 666857363046400*z^3*log(2)*log(16)^10 + 583776999015776256*z^3*log(2)^5*log(16)^5 - 536511649387
035907588096*z^3*log(2)^6*log(16) - 901267269326209024*z^3*log(2)^8*log(16)^4 - 25350635520000*z^3*log(2)^5*lo
g(16)^8 - 498644102695543970402304*z^3*log(2)*log(16)^3 + 7293382871534723072*z^3*log(2)^4*log(16)^6 - 3302300
58749035675648*z^3*log(2)^6*log(16)^4 - 914861448061987016704*z^3*log(2)^3*log(16)^5 + 49941986018328576*z^3*l
og(2)^11*log(16) + 33717371558904725504*z^3*log(2)^7*log(16)^3 + 24970993009164288*z^3*log(2)^11*log(16)^2 + 2
025315588543207280738304*z^3*log(2)^5*log(16) + 470501814239032472305664*z^3*log(2)^3*log(16)^3 - 657939460959
365395120128*z^3*log(2)*log(16) + 1032545990234704000581632*z^3*log(2)^5*log(16)^2 + 27892840415600050176*z^3*
log(2)^9*log(16)^2 - 269576246983832470290432*z^3*log(2)^6*log(16)^2 - 202805084160000*z^3*log(2)^5*log(16)^7
- 534004253949425472978944*z^3*log(2)^2*log(16)^3 - 1445807975987073253376*z^3*log(2)^11 + 9511786917094535161
970688*z^3*log(2)^3 + 125402539821259528175616*z^3*log(16)^4 + 27869184000000*z^3*log(16)^11 + 132649990473431
578705920*z^3*log(16)^3 + 28717465134778193585897472*z^3*log(2)^4 + 2322432000000*z^3*log(16)^12 + 53219793447
00233582903296*z^3*log(2)^8 + 25454492220897558528*z^3*log(16)^7 + 6618240144498460303818752*z^3*log(2)^6 - 15
485323405216972800*z^3*log(2)^12 + 55414047312926234050560*z^3*log(16)^5 + 38457243003502311261339648*z^3*log(
2)^5 + 52796916045368905826304*z^3*log(16)^2 + 65441302339584000*z^3*log(16)^9 - 666238704746038107832320*z^3*
log(2)^9 + 4458695157554494832640*z^3*log(2) + 1361360702856651004182528*z^3*log(2)^2 + 4323906190361158379110
4*z^3*log(2)^10 - 16834527174451016347156480*z^3*log(2)^7 + 6646317241958400*z^3*log(16)^10 + 9294338694734519
304192*z^3*log(16)^6 - 12201868495028962197504*z^3*log(16) + 17592186044416*z^3*log(2)^15 + 10889563161493504*
z^3*log(2)^14 - 298650318999126016*z^3*log(2)^13 + 3377522312582946816*z^3*log(16)^8 - 1902036511090758647808*
z^3 + 755720731484813764608*z^2*log(2)^3*log(16)^5 + 322861896984319903165440*z^2*log(2)*log(16)^3 - 104834566
1533133312*z^2*log(2)^2*log(16)^7 - 5028406580215808*z^2*log(2)^11*log(16)^2 + 519439694472070237421568*z^2*lo
g(2)*log(16)^2 + 81419435060480498130944*z^2*log(2)^4*log(16)^3 + 43256631515762655232*z^2*log(2)^9*log(16)^2
- 24888150022900903313408*z^2*log(2)^7*log(16)^2 + 101344405913600*z^2*log(2)^5*log(16)^7 - 165083745393856070
7133440*z^2*log(2)^5*log(16) - 288267933864703597535232*z^2*log(2)^3*log(16)^3 - 6523846303980453888*z^2*log(2
)^10*log(16)^2 - 31781893774461394944*z^2*log(2)^4*log(16)^5 - 836938477251017987784704*z^2*log(2)^5*log(16)^2
+ 204377366991983509504*z^2*log(2)^6*log(16)^4 + 5566695393009559680*z^2*log(2)*log(16)^7 + 788023419600896*z
^2*log(2)^12*log(16)^2 - 1261307233300185088*z^2*log(2)^5*log(16)^5 - 209981401936232448*z^2*log(2)^5*log(16)^
6 - 70808190956160503160832*z^2*log(2)^3*log(16)^4 - 5328528472318398464*z^2*log(2)^4*log(16)^6 + 328102646866
033771470848*z^2*log(2)^2*log(16)^3 + 16257279790546944*z^2*log(2)^6*log(16)^6 - 10056813160431616*z^2*log(2)^
11*log(16) + 229101411739426612772864*z^2*log(2)^6*log(16)^2 - 1097869760781538126080*z^2*log(2)^2*log(16)^6 -
7771748935017693184*z^2*log(2)^7*log(16)^4 + 124743862386953920582400*z^2*log(2)*log(16)^4 + 1987613730250137
6*z^2*log(2)^3*log(16)^8 + 1936940430240686014464*z^2*log(2)^8*log(16) + 867861182087813490384896*z^2*log(2)^3
*log(16)^2 - 13047528999771701248*z^2*log(2)^10*log(16) + 159009098420011008*z^2*log(2)^3*log(16)^7 + 44184305
45952740849408*z^2*log(2)*log(16)^6 - 49714163007549283500032*z^2*log(2)^7*log(16) - 1689973745080320*z^2*log(
2)^4*log(16)^8 + 86495655026260705280*z^2*log(2)^9*log(16) - 2882460792967444406272*z^2*log(2)^5*log(16)^4 + 6
94798431434610960*z^2*log(2)*log(16)^8 + 1576046839201792*z^2*log(2)^12*log(16) + 2314271791091943865761792*z^
2*log(2)^3*log(16) - 20451023650816*z^2*log(2)^10*log(16)^4 + 8804002632302592*z^2*log(2)^9*log(16)^3 - 115214
32565218866003968*z^2*log(2)^5*log(16)^3 - 31071598561896431616*z^2*log(2)^7*log(16)^3 + 12668050739200*z^2*lo
g(2)^5*log(16)^8 + 1511901222252985780109312*z^2*log(2)^4*log(16) + 97543678743281664*z^2*log(2)^6*log(16)^5 -
81804094603264*z^2*log(2)^10*log(16)^3 + 837412349939792879951872*z^2*log(2)^4*log(16)^2 + 463583193713837048
070144*z^2*log(2)*log(16) + 1476371035004604844474368*z^2*log(2)^2*log(16) - 6572513872458296986112*z^2*log(2)
^2*log(16)^5 + 26432626277978019779328*z^2*log(2)*log(16)^5 + 126324476477115653120*z^2*log(2)^3*log(16)^6 + 2
201000658075648*z^2*log(2)^9*log(16)^4 + 816859176776312160256*z^2*log(2)^6*log(16)^3 - 13519789960642560*z^2*
log(2)^4*log(16)^7 - 34616423052800*z^2*log(2)*log(16)^10 - 384929454358528*z^2*log(2)^7*log(16)^6 - 129799771
554681664*z^2*log(2)^2*log(16)^8 + 414478712320000*z^2*log(2)^2*log(16)^9 + 41447871232000*z^2*log(2)^2*log(16
)^10 + 970110941165918355456*z^2*log(2)^8*log(16)^2 + 456569365241777249976320*z^2*log(2)^6*log(16) + 41018151
1393837056*z^2*log(2)^8*log(16)^4 + 20301952034515838539776*z^2*log(2)^4*log(16)^4 - 346164230528000*z^2*log(2
)*log(16)^9 + 1640726045575348224*z^2*log(2)^8*log(16)^3 - 2309576726151168*z^2*log(2)^7*log(16)^5 + 710763774
72150563419648*z^2*log(2)^2*log(16)^4 + 1075045909105436526557184*z^2*log(2)^2*log(16)^2 - 3933648479981759147
802624*z^2*log(2)^8 - 31828338648024436703232*z^2*log(2)^10 + 658614858904957353984*z^2*log(2)^11 - 4114821285
0918681438592*z^2*log(16)^5 + 12419938832730290521112576*z^2*log(2)^7 - 976243015903014618660864*z^2*log(2)^2
- 6959543776442246270287872*z^2*log(2)^3 - 6578496000000*z^2*log(16)^11 - 548208000000*z^2*log(16)^12 - 998013
6355904000*z^2*log(16)^9 - 1052161505439931916*z^2*log(16)^8 - 105065349919660155691008*z^2*log(16)^3 - 289450
80058851281639636992*z^2*log(2)^5 - 8178926586273759328*z^2*log(16)^7 - 94808840956109694038208*z^2*log(16)^4
+ 518320325791341018611712*z^2*log(2)^9 - 1022134787590400*z^2*log(16)^10 + 4028846023559381778432*z^2*log(16)
- 21418706077645397771206656*z^2*log(2)^4 - 5028189388597188624384*z^2*log(2) - 5160568145484769334001664*z^2
*log(2)^6 - 6877008631537430220064*z^2*log(16)^6 + 137977765977653248*z^2*log(2)^13 + 16357235711176343552*z^2
*log(2)^12 - 4398046511104*z^2*log(2)^15 - 6198909118447616*z^2*log(2)^14 - 48229883618037909553152*z^2*log(16
)^2 + 475509127772689661952*z^2 + 23895282810880*z*log(2)^7*log(16)^6 + 48000762985081216*z*log(2)^2*log(16)^8
- 376493690033094587056128*z*log(2)^2*log(16) - 451822301255346345017344*z*log(2)^4*log(16) + 166163524661224
50141184*z*log(2)^7*log(16) + 334541281064960*z*log(2)^4*log(16)^8 + 360024897880000*z*log(2)*log(16)^9 + 2541
65920450867253760*z*log(2)^2*log(16)^6 - 632381421539429449728*z*log(2)^8*log(16) + 26027979201064468480*z*log
(2)^6*log(16)^3 - 144851697299228079685632*z*log(2)^6*log(16) + 3296035924235780096*z*log(2)^10*log(16) - 7239
9797434302225317888*z*log(2)^6*log(16)^2 - 67605580025669048205312*z*log(2)*log(16)^2 + 143371696865280*z*log(
2)^7*log(16)^5 - 1525644052461559393280*z*log(2)^2*log(16)^4 + 6477949661828546560*z*log(2)^6*log(16)^4 - 1514
881005989550848*z*log(2)*log(16)^7 + 8306511910835153010688*z*log(2)^7*log(16)^2 - 806680170653379035430912*z*
log(2)^3*log(16) - 6412589103519232*z*log(2)^3*log(16)^8 - 34540149445492736*z*log(2)^8*log(16)^4 - 6351441787
525250209280*z*log(2)*log(16)^5 + 15564506468460838912*z*log(2)^5*log(16)^4 - 34405333474575952619520*z*log(2)
*log(16)^3 - 4497617358684160*z*log(2)^9*log(16)^3 - 206496883008032999878656*z*log(2)^2*log(16)^2 - 415793813
124284416*z*log(2)^7*log(16)^4 + 59181969640639234048*z*log(2)^5*log(16)^3 + 36002489788000*z*log(2)*log(16)^1
0 - 188280051055053856*z*log(2)*log(16)^8 - 833530880000*z*log(2)^5*log(16)^8 + 1519591232570089530368*z*log(2
)^2*log(16)^5 + 385684953927369728*z*log(2)^2*log(16)^7 - 83321484821610812669952*z*log(2)*log(16) - 215844804
3471909208064*z*log(2)^4*log(16)^3 + 11682311045120*z*log(2)^12*log(16)^2 + 5871220293632*z*log(2)^10*log(16)^
4 + 23484881174528*z*log(2)^10*log(16)^3 - 69952085280000*z*log(2)^2*log(16)^9 - 51300712828153856*z*log(2)^3*
log(16)^7 - 390437298761893998690304*z*log(2)^3*log(16)^2 - 17427083062542336*z*log(2)^6*log(16)^5 - 532620023
927257378816*z*log(2)^4*log(16)^4 - 138160597781970944*z*log(2)^8*log(16)^3 - 1062112385880373576192*z*log(2)*
log(16)^6 + 516072666888550496731136*z*log(2)^5*log(16) - 160666259238161088512*z*log(2)^3*log(16)^5 + 1648041
446999064576*z*log(2)^10*log(16)^2 - 16225976020639941033984*z*log(2)^2*log(16)^3 - 2904513843757056*z*log(2)^
6*log(16)^6 + 646474987732992*z*log(2)^11*log(16) - 316328871367496695808*z*log(2)^8*log(16)^2 - 1124404339671
040*z*log(2)^9*log(16)^4 - 19179988715694721773056*z*log(2)*log(16)^4 - 32022889925942706176*z*log(2)^9*log(16
) + 706692418767847424*z*log(2)^4*log(16)^6 - 1664131063809572864*z*log(2)^7*log(16)^3 - 16015942580330037248*
z*log(2)^9*log(16)^2 + 461389763888906240*z*log(2)^5*log(16)^5 - 6995208528000*z*log(2)^2*log(16)^10 + 2676330
248519680*z*log(2)^4*log(16)^7 + 4202685889127809024*z*log(2)^4*log(16)^5 + 23364622090240*z*log(2)^12*log(16)
+ 2904671926999526502400*z*log(2)^3*log(16)^4 - 26897411536292540416*z*log(2)^3*log(16)^6 + 76882734738391040
*z*log(2)^5*log(16)^6 + 258094900192000051511296*z*log(2)^5*log(16)^2 + 12688838489613054394368*z*log(2)^3*log
(16)^3 + 323237493866496*z*log(2)^11*log(16)^2 - 228075187978569260023808*z*log(2)^4*log(16)^2 - 6668247040000
*z*log(2)^5*log(16)^7 - 7315370483677921280*z*log(2)^12 + 1619886435109586211962880*z*log(2)^3 + 2106184424567
780032*z*log(16)^7 - 118532058566366181982208*z*log(2)^9 + 10072459281079744489216*z*log(16)^5 + 3869842173814
4*z*log(16)^10 + 5597683619639882416128*z*log(2) + 940008539712863593824256*z*log(2)^8 + 219314445655982456438
784*z*log(2)^2 - 8796093022208*z*log(2)^15 + 658057709223936*z*log(2)^14 + 68234400000*z*log(16)^12 + 52666066
07714362489405440*z*log(2)^4 - 3050160978781853279322112*z*log(2)^7 - 10988613160402944*z*log(2)^13 - 25896184
798592892928*z*log(2)^11 + 1683653741947205962816*z*log(16)^6 + 24720441619859574645120*z*log(16)^4 + 41441764
47910198640640*z*log(16) + 20424670984869677236224*z*log(16)^2 + 6210859383692072058880*z*log(2)^10 + 26432592
2433516824*z*log(16)^8 + 818812800000*z*log(16)^11 + 7259691167347461156372480*z*log(2)^5 + 356961081381440*z*
log(16)^9 + 1330755132006662452543488*z*log(2)^6 + 31771308843368606121984*z*log(16)^3 + 951018255545379323904
*z - 1989127350345228520704*log(2)*log(16)^4 - 64493056000*log(2)^5*log(16)^8 + 4740265216034816*log(2)^3*log(
16)^7 - 32409823215616*log(2)^12*log(16)^2 - 42408721771747840*log(2)^2*log(16)^7 + 2711725846910992384*log(2)
^9*log(16) - 2041151299688240513024*log(2)^7*log(16) + 112034914290560443269120*log(2)^3*log(16) + 46412462323
529165930496*log(2)^4*log(16) + 592533152004352*log(2)^3*log(16)^8 - 56308145993285632*log(2)^8*log(16)^3 + 20
198493497383824*log(2)*log(16)^8 + 649236785922048*log(2)^11*log(16) + 86257476838231113728*log(2)^8*log(16) +
162508553631134592*log(2)*log(16)^7 - 153492514457600*log(2)^4*log(16)^7 - 4815618000869065752576*log(2)*log(
16) - 8421357125632*log(2)^10*log(16)^3 - 5287339872068480*log(2)^2*log(16)^8 - 3835856883600*log(2)*log(16)^1
0 + 458344980000*log(2)^2*log(16)^10 + 1357348383151357952*log(2)^9*log(16)^2 + 17070726608541990387712*log(2)
^6*log(16) + 79329285493550353920*log(2)*log(16)^6 - 38358568836000*log(2)*log(16)^9 - 64819646431232*log(2)^1
2*log(16) + 826086756761032622080*log(2)^5*log(16)^3 + 1331262898777893888*log(2)^3*log(16)^6 - 14748294749513
3184*log(2)^10*log(16)^2 + 1053081270462464*log(2)^4*log(16)^6 + 5620339834880*log(2)^7*log(16)^6 - 2886499326
0580586061824*log(2)^5*log(16)^2 - 59382211370316626984960*log(2)^5*log(16) + 7921213679642875904*log(2)^3*log
(16)^5 + 206489603387500748800*log(2)^5*log(16)^4 + 1485459695861760*log(2)^9*log(16)^3 + 33722039009280*log(2
)^7*log(16)^5 + 17047044644750507859968*log(2)^3*log(16)^3 - 14149995937779569098752*log(2)*log(16)^2 - 140770
36498321408*log(2)^8*log(16)^4 + 473698015514640460032*log(2)*log(16)^5 + 73053965453205691179008*log(2)^3*log
(16)^2 + 8465932481077026029568*log(2)^6*log(16)^2 - 4819281365027092147712*log(2)^2*log(16)^4 - 9842914093566
8207104*log(2)^2*log(16)^5 - 1403115695603712*log(2)^6*log(16)^5 - 1330777354354364528640*log(2)^4*log(16)^4 -
294949052276015104*log(2)^10*log(16) - 16503861841383206144*log(2)^2*log(16)^6 - 18621723403358560903168*log(
2)^2*log(16)^3 + 4274941062749356929024*log(2)^3*log(16)^4 + 3011646037063892992*log(2)^7*log(16)^3 + 43072430
273122271232*log(2)^8*log(16)^2 - 19252926298898432*log(2)^5*log(16)^5 - 6987211311431610501120*log(2)^2*log(1
6)^2 - 19186564307200*log(2)^4*log(16)^8 + 8467382825181184*log(2)^4*log(16)^5 + 752967712664322048*log(2)^7*l
og(16)^4 - 2105339281408*log(2)^10*log(16)^4 + 23006999186399962202112*log(2)^2*log(16) - 3210024920195072*log
(2)^5*log(16)^6 + 4583449800000*log(2)^2*log(16)^9 + 371364923965440*log(2)^9*log(16)^4 - 515944448000*log(2)^
5*log(16)^7 - 69432694014896635904*log(2)^6*log(16)^3 + 324618392961024*log(2)^11*log(16)^2 - 5323168731829895
864320*log(2)^4*log(16)^3 - 1017564048769775042560*log(2)^7*log(16)^2 - 17360512029883498496*log(2)^6*log(16)^
4 - 233852615933952*log(2)^6*log(16)^6 + 17883050321464176418816*log(2)^4*log(16)^2 - 11111457768580591629312*
log(2)*log(16)^3 - 3506034375*log(16)^12 - 42072412500*log(16)^11 - 219929833864705952*log(16)^7 + 34176506482
52*log(16)^10 - 2072088223955099320320*log(16) - 112951624317272470978560*log(2)^6 - 27383146155190684*log(16)
^8 + 35719161607520*log(16)^9 + 8569468148890282754048*log(2)^9 - 113555436937791725371392*log(2)^3 - 44027904
40975529607168*log(16)^2 - 73139589457125990727680*log(2)^8 - 136195407287193010400*log(16)^6 - 34806787608616
4226048*log(2)^10 - 2798841809819941208064*log(2) + 246535495432584793423872*log(2)^7 + 732838425689849856*log
(2)^12 - 814090996102413753728*log(16)^5 - 8056773686893477888*log(2)^11 - 16704502004642284044288*log(2)^2 -
605409171744522216734720*log(2)^5 - 424476576131312050814976*log(2)^4 + 6150152918138880*log(2)^13 + 439804651
1104*log(2)^15 - 116479513067520*log(2)^14 - 2468547490236798185664*log(16)^4 - 4451026641787218124800*log(16)
^3 - 475509127772689661952, z, k)*(241372321102241464320*log(16) - 42635014804730806272*log(2) + 7814390315255
52685056*log(2)*log(16) - root(1070102553062384074752*z^6*log(2)^2*log(16)^6 - 99622544215455211454464*z^6*log
(2)*log(16)^4 - 175821714279939178496*z^6*log(2)^9*log(16)^2 - 1179680093649734991872*z^6*log(2)^6*log(16)^3 +
231497427624919040*z^6*log(2)^2*log(16)^8 - 385939325626130676842496*z^6*log(2)^6*log(16) + 2057222225920000*
z^6*log(2)*log(16)^10 - 1549761639350272*z^6*log(2)^12*log(16)^2 + 44255343017984*z^6*log(2)^10*log(16)^4 - 79
303581823401984*z^6*log(2)^11*log(16)^2 + 177021372071936*z^6*log(2)^10*log(16)^3 + 4328674199339008*z^6*log(2
)^9*log(16)^4 + 318789652578304*z^6*log(2)^7*log(16)^6 - 17197049053184*z^6*log(2)^5*log(16)^8 + 1731469679735
6032*z^6*log(2)^9*log(16)^3 + 1912737915469824*z^6*log(2)^7*log(16)^5 - 53464392850735104*z^6*log(2)^6*log(16)
^6 - 137576392425472*z^6*log(2)^5*log(16)^7 + 324298639625158656*z^6*log(2)^8*log(16)^3 - 320786357104410624*z
^6*log(2)^6*log(16)^5 + 10017624670863360*z^6*log(2)^4*log(16)^7 + 1033476505600000*z^6*log(2)^2*log(16)^9 - 2
315752093640011284480*z^6*log(2)^8*log(16)^2 + 100461159845319409664*z^6*log(2)^7*log(16)^3 - 6705064357081907
20*z^6*log(2)^3*log(16)^7 + 57425665053414372933632*z^6*log(2)^3*log(16)^4 - 69415643506066335989760*z^6*log(2
)^4*log(16)^3 - 57177348383079661568000*z^6*log(2)^2*log(16)^4 + 87232578216942905589760*z^6*log(2)^7*log(16)
- 3300156627710141005824*z^6*log(2)*log(16)^6 + 14602917646836957184*z^6*log(2)^4*log(16)^6 - 3516780579534730
69056*z^6*log(2)^9*log(16) - 17208162193538998599680*z^6*log(2)^4*log(16)^4 + 238128525927336156069888*z^6*log
(2)^3*log(16)^3 - 693574888552909501366272*z^6*log(2)^4*log(16)^2 + 1125942987929412071063552*z^6*log(2)^5*log
(16) - 370671100954821361926144*z^6*log(2)*log(16) - 1151852405859326097358848*z^6*log(2)^2*log(16) + 15817668
2295951360*z^6*log(2)^5*log(16)^6 + 43716747717999551578112*z^6*log(2)^7*log(16)^2 - 20136134755997769007104*z
^6*log(2)*log(16)^5 - 3099523278700544*z^6*log(2)^12*log(16) - 158607163646803968*z^6*log(2)^11*log(16) + 7443
485555863584768*z^6*log(2)^10*log(16) - 4632152784559272886272*z^6*log(2)^8*log(16) + 24041245933767229440*z^6
*log(2)*log(16)^7 - 83813304463523840*z^6*log(2)^3*log(16)^8 + 87477259135629656064*z^6*log(2)^4*log(16)^5 + 1
827175984864952320*z^6*log(2)^2*log(16)^7 + 2463615433036991037440*z^6*log(2)^5*log(16)^4 - 643861178426579704
872960*z^6*log(2)^3*log(16)^2 - 295454667340941099008*z^6*log(2)^6*log(16)^4 - 1265757275071782584320*z^6*log(
2)^3*log(16)^5 + 572818344505714424152064*z^6*log(2)^5*log(16)^2 + 3066872408498503680*z^6*log(2)*log(16)^8 +
3721919799303864320*z^6*log(2)^10*log(16)^2 + 103347650560000*z^6*log(2)^2*log(16)^10 + 950986163269664768*z^6
*log(2)^5*log(16)^5 - 271309447226976360202240*z^6*log(2)^2*log(16)^3 + 9848119256300174442496*z^6*log(2)^5*lo
g(16)^3 - 212524060861949542400*z^6*log(2)^3*log(16)^6 + 20572222259200000*z^6*log(2)*log(16)^9 - 855752750642
494439424000*z^6*log(2)^2*log(16)^2 - 422163082606622892097536*z^6*log(2)*log(16)^2 - 194148915191572267532288
*z^6*log(2)^6*log(16)^2 - 1248085324257321140879360*z^6*log(2)^4*log(16) - 263803141808854575087616*z^6*log(2)
*log(16)^3 + 81074659906289664*z^6*log(2)^8*log(16)^4 + 1252203083857920*z^6*log(2)^4*log(16)^8 + 251184778578
55635456*z^6*log(2)^7*log(16)^4 + 6395104304207371436032*z^6*log(2)^2*log(16)^5 - 1767347609372708921409536*z^
6*log(2)^3*log(16) + 17078648181976710991839232*z^6*log(2)^4 + 46502674421665973141504*z^6*log(2)^10 - 6991508
704503791616*z^6*log(16)^8 + 74745990573902243299328*z^6*log(16)^4 - 605883009071538702909440*z^6*log(2)^9 - 6
97274724421468160000*z^6*log(2)^11 + 5575352168772450436251648*z^6*log(2)^3 + 32388098036962462531584*z^6*log(
16)^5 + 82091776501558957572096*z^6*log(16)^3 + 4719759462698920453079040*z^6*log(2)^6 + 790418830384983246372
864*z^6*log(2)^2 + 23210351748976706817359872*z^6*log(2)^5 - 12772997857280000*z^6*log(16)^10 - 40288460235593
81778432*z^6*log(16) + 36615872023160948785152*z^6*log(16)^2 + 5028189388597188624384*z^6*log(2) - 33554432000
00*z^6*log(16)^12 - 52909070326513532928*z^6*log(16)^7 - 2531581075411435520*z^6*log(2)^12 + 52759711577371123
38432*z^6*log(16)^6 + 3217482090490912388939776*z^6*log(2)^8 - 126253583564800000*z^6*log(16)^9 - 921676972546
1151034114048*z^6*log(2)^7 - 40265318400000*z^6*log(16)^11 + 4398046511104*z^6*log(2)^15 + 12292814876442624*z
^6*log(2)^14 + 107458346579132416*z^6*log(2)^13 - 475509127772689661952*z^6 - 462994855249838080*z^5*log(2)^2*
log(16)^8 + 703356115906946138112*z^5*log(2)^9*log(16) - 41144444518400000*z^5*log(2)*log(16)^9 + 844326165213
245784195072*z^5*log(2)*log(16)^2 + 1287722356853159409745920*z^5*log(2)^3*log(16)^2 + 590909334681882198016*z
^5*log(2)^6*log(16)^4 + 2531514550143565168640*z^5*log(2)^3*log(16)^5 - 1145636689011428848304128*z^5*log(2)^5
*log(16)^2 + 3099523278700544*z^5*log(2)^12*log(16)^2 - 88510686035968*z^5*log(2)^10*log(16)^4 + 1586071636468
03968*z^5*log(2)^11*log(16)^2 - 354042744143872*z^5*log(2)^10*log(16)^3 - 8657348398678016*z^5*log(2)^9*log(16
)^4 - 637579305156608*z^5*log(2)^7*log(16)^6 + 34394098106368*z^5*log(2)^5*log(16)^8 - 7443839598607728640*z^5
*log(2)^10*log(16)^2 - 34629393594712064*z^5*log(2)^9*log(16)^3 - 3825475830939648*z^5*log(2)^7*log(16)^5 + 10
6928785701470208*z^5*log(2)^6*log(16)^6 + 275152784850944*z^5*log(2)^5*log(16)^7 - 206695301120000*z^5*log(2)^
2*log(16)^10 - 648597279250317312*z^5*log(2)^8*log(16)^3 + 641572714208821248*z^5*log(2)^6*log(16)^5 - 2003524
9341726720*z^5*log(2)^4*log(16)^7 - 2066953011200000*z^5*log(2)^2*log(16)^9 + 4631504187280022568960*z^5*log(2
)^8*log(16)^2 - 200922319690638819328*z^5*log(2)^7*log(16)^3 - 1901972326539329536*z^5*log(2)^5*log(16)^5 + 13
41012871416381440*z^5*log(2)^3*log(16)^7 - 114851330106828745867264*z^5*log(2)^3*log(16)^4 - 22518859758588241
42127104*z^5*log(2)^5*log(16) + 2303704811718652194717696*z^5*log(2)^2*log(16) + 138831287012132671979520*z^5*
log(2)^4*log(16)^3 + 542618894453952720404480*z^5*log(2)^2*log(16)^3 + 2496170648514642281758720*z^5*log(2)^4*
log(16) + 114354696766159323136000*z^5*log(2)^2*log(16)^4 + 527606283617709150175232*z^5*log(2)*log(16)^3 - 29
205835293673914368*z^5*log(2)^4*log(16)^6 - 19696238512600348884992*z^5*log(2)^5*log(16)^3 + 42504812172389908
4800*z^5*log(2)^3*log(16)^6 + 3534695218745417842819072*z^5*log(2)^3*log(16) + 1711505501284988878848000*z^5*l
og(2)^2*log(16)^2 + 34416324387077997199360*z^5*log(2)^4*log(16)^4 - 476257051854672312139776*z^5*log(2)^3*log
(16)^3 + 199245088430910422908928*z^5*log(2)*log(16)^4 + 40272269511995538014208*z^5*log(2)*log(16)^5 + 388297
830383144535064576*z^5*log(2)^6*log(16)^2 + 1387149777105819002732544*z^5*log(2)^4*log(16)^2 + 619904655740108
8*z^5*log(2)^12*log(16) + 317214327293607936*z^5*log(2)^11*log(16) - 14886971111727169536*z^5*log(2)^10*log(16
) + 9264305569118545772544*z^5*log(2)^8*log(16) - 48082491867534458880*z^5*log(2)*log(16)^7 - 1621493198125793
28*z^5*log(2)^8*log(16)^4 - 2504406167715840*z^5*log(2)^4*log(16)^8 - 50236955715711270912*z^5*log(2)^7*log(16
)^4 - 316353364591902720*z^5*log(2)^5*log(16)^6 - 12790208608414742872064*z^5*log(2)^2*log(16)^5 + 77187865125
2261353684992*z^5*log(2)^6*log(16) - 4114444451840000*z^5*log(2)*log(16)^10 - 6133744816997007360*z^5*log(2)*l
og(16)^8 + 741342201909642723852288*z^5*log(2)*log(16) - 87433495435999103156224*z^5*log(2)^7*log(16)^2 - 2140
205106124768149504*z^5*log(2)^2*log(16)^6 - 174465156433885811179520*z^5*log(2)^7*log(16) + 660031325542028201
1648*z^5*log(2)*log(16)^6 + 351643428559878356992*z^5*log(2)^9*log(16)^2 + 167626608927047680*z^5*log(2)^3*log
(16)^8 + 2359360187299469983744*z^5*log(2)^6*log(16)^3 - 174954518271259312128*z^5*log(2)^4*log(16)^5 - 365435
1969729904640*z^5*log(2)^2*log(16)^7 - 4927230866073982074880*z^5*log(2)^5*log(16)^4 - 34157296363953421983678
464*z^5*log(2)^4 + 8057692047118763556864*z^5*log(16) - 10056378777194377248768*z^5*log(2) - 15808376607699664
92745728*z^5*log(2)^2 - 93005348843331946283008*z^5*log(2)^10 - 46420703497953413634719744*z^5*log(2)^5 + 2554
5995714560000*z^5*log(16)^10 + 13983017409007583232*z^5*log(16)^8 - 73231744046321897570304*z^5*log(16)^2 + 67
10886400000*z^5*log(16)^12 + 105818140653027065856*z^5*log(16)^7 + 5063162150822871040*z^5*log(2)^12 - 1494919
81147804486598656*z^5*log(16)^4 + 1211766018143077405818880*z^5*log(2)^9 - 10551942315474224676864*z^5*log(16)
^6 - 6434964180981824777879552*z^5*log(2)^8 + 252507167129600000*z^5*log(16)^9 + 1394549448842936320000*z^5*lo
g(2)^11 - 11150704337544900872503296*z^5*log(2)^3 - 64776196073924925063168*z^5*log(16)^5 - 164183553003117915
144192*z^5*log(16)^3 + 18433539450922302068228096*z^5*log(2)^7 - 9439518925397840906158080*z^5*log(2)^6 + 8053
0636800000*z^5*log(16)^11 - 8796093022208*z^5*log(2)^15 - 24585629752885248*z^5*log(2)^14 - 214916693158264832
*z^5*log(2)^13 + 951018255545379323904*z^5 + 2835917123367206912*z^4*log(2)^8*log(16)^3 - 30562327749755799355
392*z^4*log(2)^2*log(16)^3 + 206622949376000*z^4*log(2)^2*log(16)^10 - 164819577130828300288*z^4*log(2)^6*log(
16)^4 - 4781967337730164293632*z^4*log(2)*log(16)^5 - 494586653965824294912*z^4*log(2)^9*log(16) - 10497462443
70432*z^4*log(2)^7*log(16)^5 - 3790557094217693265920*z^4*log(2)^8*log(16) - 4351776027077246976*z^4*log(2)^10
*log(16) - 161222201961621487616*z^4*log(2)^3*log(16)^6 - 360845062020984773541888*z^4*log(2)^2*log(16) - 1875
4714713742544732160*z^4*log(2)*log(16)^4 + 69875403871615975424*z^4*log(2)^4*log(16)^5 + 792432594079234423521
28*z^4*log(2)^7*log(16) - 835603067305984*z^4*log(2)^12*log(16)^2 - 108285123488645120*z^4*log(2)^11*log(16)^2
- 102125985745338368*z^4*log(2)^3*log(16)^8 - 525585682010932016316416*z^4*log(2)^4*log(16) - 817007885962706
944*z^4*log(2)^3*log(16)^7 + 99321800447068471296*z^4*log(2)^7*log(16)^3 - 2943106690709699301376*z^4*log(2)^2
*log(16)^4 - 89520389966088980267008*z^4*log(2)^6*log(16)^2 + 148051939890245461671936*z^4*log(2)^5*log(16)^2
+ 2825406286673360125952*z^4*log(2)^2*log(16)^5 - 501694456659968*z^4*log(2)^4*log(16)^8 + 29230742110208*z^4*
log(2)^10*log(16)^4 + 2486003657889284096*z^4*log(2)^2*log(16)^7 - 8193200769825236926464*z^4*log(2)^4*log(16)
^3 + 27978865049600000*z^4*log(2)*log(16)^9 - 3104288276480*z^4*log(2)^5*log(16)^8 + 39720952904070448807936*z
^4*log(2)^7*log(16)^2 + 11636535682078343168*z^4*log(2)^4*log(16)^6 - 739242941714925459734528*z^4*log(2)^3*lo
g(16) - 4013555653279744*z^4*log(2)^4*log(16)^7 - 177727804012388024057856*z^4*log(2)^6*log(16) + 141278062352
507535360*z^4*log(2)^5*log(16)^4 + 26143801519046882557952*z^4*log(2)^3*log(16)^3 - 955895101366251028480*z^4*
log(2)^3*log(16)^5 - 717446431842450915328*z^4*log(2)*log(16)^6 + 227045151074156544*z^4*log(2)^5*log(16)^6 -
88177730886813136453632*z^4*log(2)*log(16) - 1671206134611968*z^4*log(2)^12*log(16) - 216570246977290240*z^4*l
og(2)^11*log(16) + 1362618586731905024*z^4*log(2)^5*log(16)^5 + 316949145717440512*z^4*log(2)^2*log(16)^8 + 24
828700534693167104*z^4*log(2)^7*log(16)^4 + 8675351022534656*z^4*log(2)^9*log(16)^4 + 4362230580923727872*z^4*
log(2)*log(16)^8 + 2066229493760000*z^4*log(2)^2*log(16)^9 - 1892442629985479426048*z^4*log(2)^8*log(16)^2 - 1
74957707395072*z^4*log(2)^7*log(16)^6 - 214738887799516483829760*z^4*log(2)^2*log(16)^2 - 24725862557882200883
2*z^4*log(2)^9*log(16)^2 - 1931822456077233967104*z^4*log(2)^4*log(16)^4 - 2175771090570182656*z^4*log(2)^10*l
og(16)^2 - 271079230386083550543872*z^4*log(2)^4*log(16)^2 - 42503765996286376542208*z^4*log(2)*log(16)^3 - 34
8793578543120384*z^4*log(2)^6*log(16)^5 - 80035208834410900094976*z^4*log(2)*log(16)^2 + 294995458371105271709
696*z^4*log(2)^5*log(16) + 2797886504960000*z^4*log(2)*log(16)^10 + 4946604580952461557760*z^4*log(2)^3*log(16
)^4 + 556027661924768153600*z^4*log(2)^5*log(16)^3 + 708979280841801728*z^4*log(2)^8*log(16)^4 + 1169229684408
32*z^4*log(2)^10*log(16)^3 + 34701404090138624*z^4*log(2)^9*log(16)^3 - 58132263090520064*z^4*log(2)^6*log(16)
^6 - 342207499911985980375040*z^4*log(2)^3*log(16)^2 - 656953017999692398592*z^4*log(2)^6*log(16)^3 + 34226351
886199422976*z^4*log(2)*log(16)^7 + 476678581210304905216*z^4*log(2)^2*log(16)^6 - 24834306211840*z^4*log(2)^5
*log(16)^7 + 6204481404454043648*z^4*log(2)^12 + 28609251393044486291456*z^4*log(2)^10 + 960288573943367540408
320*z^4*log(2)^8 - 349817860472564881555456*z^4*log(2)^9 + 2043894722843389423779840*z^4*log(2)^6 - 1917177541
4272000*z^4*log(16)^10 + 27186853746206146560000*z^4*log(16)^3 + 2072088223955099320320*z^4*log(16) - 18931717
0462720000*z^4*log(16)^9 + 1516778029948367057977344*z^4*log(2)^3 + 1311089881954898206720*z^4*log(16)^6 + 886
3824995409917198336*z^4*log(16)^5 - 65470464000000*z^4*log(16)^11 + 7043833828749523727417344*z^4*log(2)^5 + 2
00557920661505310720*z^4*log(2)^11 + 16026959051935804882944*z^4*log(16)^2 + 2798841809819941208064*z^4*log(2)
- 72140123309211910144*z^4*log(16)^7 - 1999716023667708249767936*z^4*log(2)^7 - 5455872000000*z^4*log(16)^12
- 9584026574831648768*z^4*log(16)^8 + 21900373900492908511232*z^4*log(16)^4 + 4937753031529863345602560*z^4*lo
g(2)^4 + 202691199780006688456704*z^4*log(2)^2 - 4398046511104*z^4*log(2)^15 + 7060582637240320*z^4*log(2)^14
+ 306533757240737792*z^4*log(2)^13 + 475509127772689661952*z^4 - 123601207296000*z^3*log(2)^2*log(16)^10 - 198
1523809144229855232*z^3*log(2)^8*log(16) - 118965619683102116278272*z^3*log(2)^2*log(16)^4 + 34291332899733504
*z^3*log(2)^2*log(16)^8 + 816383459852288*z^3*log(2)^7*log(16)^6 - 135191628119144751693824*z^3*log(2)^4*log(1
6)^3 + 23276721440555008*z^3*log(2)^4*log(16)^7 - 2647725140655907342319616*z^3*log(2)^3*log(16) + 49732177616
03626565632*z^3*log(2)^5*log(16)^4 - 1049717437042634788831232*z^3*log(2)^4*log(16)^2 - 1481454479474688*z^3*l
og(2)^12*log(16)^2 + 31709743546368*z^3*log(2)^10*log(16)^4 + 126838974185472*z^3*log(2)^10*log(16)^3 + 971495
757709312*z^3*log(2)^3*log(16)^8 - 1828936041003664665346048*z^3*log(2)^4*log(16) - 994366973649419763712*z^3*
log(2)^8*log(16)^2 - 852140899374352887234560*z^3*log(2)^3*log(16)^2 - 6668573630464000*z^3*log(2)*log(16)^9 +
55825744611212525568*z^3*log(2)^9*log(16) - 1913891687996251543437312*z^3*log(2)^2*log(16) + 1454413364867532
763136*z^3*log(2)^2*log(16)^6 + 43434423129040568320*z^3*log(2)^4*log(16)^5 + 20055648259840933888*z^3*log(2)^
10*log(16) + 7771966061674496*z^3*log(2)^3*log(16)^7 + 96822954639589376*z^3*log(2)^5*log(16)^6 - 200318900062
12608*z^3*log(2)^9*log(16)^3 - 33725624949271176232960*z^3*log(2)^4*log(16)^4 - 14258046432594755584*z^3*log(2
)*log(16)^7 + 2909590180069376*z^3*log(2)^4*log(16)^8 - 1502577950778075394129920*z^3*log(2)^2*log(16)^2 - 152
458773422853928960*z^3*log(2)^3*log(16)^6 + 21881789504489185083392*z^3*log(2)^7*log(16)^2 - 36050690773048360
96*z^3*log(2)^8*log(16)^3 + 43696157327995918352384*z^3*log(2)^7*log(16) - 1320505281094787530752*z^3*log(2)^6
*log(16)^3 - 2962908958949376*z^3*log(2)^12*log(16) + 8722141199852608954368*z^3*log(2)^2*log(16)^5 + 10027950
968894652416*z^3*log(2)^10*log(16)^2 - 10373847533879296*z^3*log(2)^6*log(16)^6 - 6017897553918828823040*z^3*l
og(2)*log(16)^6 - 62243085203275776*z^3*log(2)^6*log(16)^5 + 303994952948908032*z^3*log(2)^2*log(16)^7 - 77981
1992280833612120064*z^3*log(2)*log(16)^2 + 4898300759113728*z^3*log(2)^7*log(16)^5 - 1802261524965736448*z^3*l
og(2)*log(16)^8 + 116100648210479851900928*z^3*log(2)^3*log(16)^4 - 35908220801604613540864*z^3*log(2)*log(16)
^5 - 1236012072960000*z^3*log(2)^2*log(16)^9 - 184441736187564414490624*z^3*log(2)*log(16)^4 - 500797250155315
2*z^3*log(2)^9*log(16)^4 + 19888975414059496767488*z^3*log(2)^5*log(16)^3 + 8437506724324704256*z^3*log(2)^7*l
og(16)^4 - 666857363046400*z^3*log(2)*log(16)^10 + 583776999015776256*z^3*log(2)^5*log(16)^5 - 536511649387035
907588096*z^3*log(2)^6*log(16) - 901267269326209024*z^3*log(2)^8*log(16)^4 - 25350635520000*z^3*log(2)^5*log(1
6)^8 - 498644102695543970402304*z^3*log(2)*log(16)^3 + 7293382871534723072*z^3*log(2)^4*log(16)^6 - 3302300587
49035675648*z^3*log(2)^6*log(16)^4 - 914861448061987016704*z^3*log(2)^3*log(16)^5 + 49941986018328576*z^3*log(
2)^11*log(16) + 33717371558904725504*z^3*log(2)^7*log(16)^3 + 24970993009164288*z^3*log(2)^11*log(16)^2 + 2025
315588543207280738304*z^3*log(2)^5*log(16) + 470501814239032472305664*z^3*log(2)^3*log(16)^3 - 657939460959365
395120128*z^3*log(2)*log(16) + 1032545990234704000581632*z^3*log(2)^5*log(16)^2 + 27892840415600050176*z^3*log
(2)^9*log(16)^2 - 269576246983832470290432*z^3*log(2)^6*log(16)^2 - 202805084160000*z^3*log(2)^5*log(16)^7 - 5
34004253949425472978944*z^3*log(2)^2*log(16)^3 - 1445807975987073253376*z^3*log(2)^11 + 9511786917094535161970
688*z^3*log(2)^3 + 125402539821259528175616*z^3*log(16)^4 + 27869184000000*z^3*log(16)^11 + 132649990473431578
705920*z^3*log(16)^3 + 28717465134778193585897472*z^3*log(2)^4 + 2322432000000*z^3*log(16)^12 + 53219793447002
33582903296*z^3*log(2)^8 + 25454492220897558528*z^3*log(16)^7 + 6618240144498460303818752*z^3*log(2)^6 - 15485
323405216972800*z^3*log(2)^12 + 55414047312926234050560*z^3*log(16)^5 + 38457243003502311261339648*z^3*log(2)^
5 + 52796916045368905826304*z^3*log(16)^2 + 65441302339584000*z^3*log(16)^9 - 666238704746038107832320*z^3*log
(2)^9 + 4458695157554494832640*z^3*log(2) + 1361360702856651004182528*z^3*log(2)^2 + 43239061903611583791104*z
^3*log(2)^10 - 16834527174451016347156480*z^3*log(2)^7 + 6646317241958400*z^3*log(16)^10 + 9294338694734519304
192*z^3*log(16)^6 - 12201868495028962197504*z^3*log(16) + 17592186044416*z^3*log(2)^15 + 10889563161493504*z^3
*log(2)^14 - 298650318999126016*z^3*log(2)^13 + 3377522312582946816*z^3*log(16)^8 - 1902036511090758647808*z^3
+ 755720731484813764608*z^2*log(2)^3*log(16)^5 + 322861896984319903165440*z^2*log(2)*log(16)^3 - 104834566153
3133312*z^2*log(2)^2*log(16)^7 - 5028406580215808*z^2*log(2)^11*log(16)^2 + 519439694472070237421568*z^2*log(2
)*log(16)^2 + 81419435060480498130944*z^2*log(2)^4*log(16)^3 + 43256631515762655232*z^2*log(2)^9*log(16)^2 - 2
4888150022900903313408*z^2*log(2)^7*log(16)^2 + 101344405913600*z^2*log(2)^5*log(16)^7 - 165083745393856070713
3440*z^2*log(2)^5*log(16) - 288267933864703597535232*z^2*log(2)^3*log(16)^3 - 6523846303980453888*z^2*log(2)^1
0*log(16)^2 - 31781893774461394944*z^2*log(2)^4*log(16)^5 - 836938477251017987784704*z^2*log(2)^5*log(16)^2 +
204377366991983509504*z^2*log(2)^6*log(16)^4 + 5566695393009559680*z^2*log(2)*log(16)^7 + 788023419600896*z^2*
log(2)^12*log(16)^2 - 1261307233300185088*z^2*log(2)^5*log(16)^5 - 209981401936232448*z^2*log(2)^5*log(16)^6 -
70808190956160503160832*z^2*log(2)^3*log(16)^4 - 5328528472318398464*z^2*log(2)^4*log(16)^6 + 328102646866033
771470848*z^2*log(2)^2*log(16)^3 + 16257279790546944*z^2*log(2)^6*log(16)^6 - 10056813160431616*z^2*log(2)^11*
log(16) + 229101411739426612772864*z^2*log(2)^6*log(16)^2 - 1097869760781538126080*z^2*log(2)^2*log(16)^6 - 77
71748935017693184*z^2*log(2)^7*log(16)^4 + 124743862386953920582400*z^2*log(2)*log(16)^4 + 19876137302501376*z
^2*log(2)^3*log(16)^8 + 1936940430240686014464*z^2*log(2)^8*log(16) + 867861182087813490384896*z^2*log(2)^3*lo
g(16)^2 - 13047528999771701248*z^2*log(2)^10*log(16) + 159009098420011008*z^2*log(2)^3*log(16)^7 + 44184305459
52740849408*z^2*log(2)*log(16)^6 - 49714163007549283500032*z^2*log(2)^7*log(16) - 1689973745080320*z^2*log(2)^
4*log(16)^8 + 86495655026260705280*z^2*log(2)^9*log(16) - 2882460792967444406272*z^2*log(2)^5*log(16)^4 + 6947
98431434610960*z^2*log(2)*log(16)^8 + 1576046839201792*z^2*log(2)^12*log(16) + 2314271791091943865761792*z^2*l
og(2)^3*log(16) - 20451023650816*z^2*log(2)^10*log(16)^4 + 8804002632302592*z^2*log(2)^9*log(16)^3 - 115214325
65218866003968*z^2*log(2)^5*log(16)^3 - 31071598561896431616*z^2*log(2)^7*log(16)^3 + 12668050739200*z^2*log(2
)^5*log(16)^8 + 1511901222252985780109312*z^2*log(2)^4*log(16) + 97543678743281664*z^2*log(2)^6*log(16)^5 - 81
804094603264*z^2*log(2)^10*log(16)^3 + 837412349939792879951872*z^2*log(2)^4*log(16)^2 + 463583193713837048070
144*z^2*log(2)*log(16) + 1476371035004604844474368*z^2*log(2)^2*log(16) - 6572513872458296986112*z^2*log(2)^2*
log(16)^5 + 26432626277978019779328*z^2*log(2)*log(16)^5 + 126324476477115653120*z^2*log(2)^3*log(16)^6 + 2201
000658075648*z^2*log(2)^9*log(16)^4 + 816859176776312160256*z^2*log(2)^6*log(16)^3 - 13519789960642560*z^2*log
(2)^4*log(16)^7 - 34616423052800*z^2*log(2)*log(16)^10 - 384929454358528*z^2*log(2)^7*log(16)^6 - 129799771554
681664*z^2*log(2)^2*log(16)^8 + 414478712320000*z^2*log(2)^2*log(16)^9 + 41447871232000*z^2*log(2)^2*log(16)^1
0 + 970110941165918355456*z^2*log(2)^8*log(16)^2 + 456569365241777249976320*z^2*log(2)^6*log(16) + 41018151139
3837056*z^2*log(2)^8*log(16)^4 + 20301952034515838539776*z^2*log(2)^4*log(16)^4 - 346164230528000*z^2*log(2)*l
og(16)^9 + 1640726045575348224*z^2*log(2)^8*log(16)^3 - 2309576726151168*z^2*log(2)^7*log(16)^5 + 710763774721
50563419648*z^2*log(2)^2*log(16)^4 + 1075045909105436526557184*z^2*log(2)^2*log(16)^2 - 3933648479981759147802
624*z^2*log(2)^8 - 31828338648024436703232*z^2*log(2)^10 + 658614858904957353984*z^2*log(2)^11 - 4114821285091
8681438592*z^2*log(16)^5 + 12419938832730290521112576*z^2*log(2)^7 - 976243015903014618660864*z^2*log(2)^2 - 6
959543776442246270287872*z^2*log(2)^3 - 6578496000000*z^2*log(16)^11 - 548208000000*z^2*log(16)^12 - 998013635
5904000*z^2*log(16)^9 - 1052161505439931916*z^2*log(16)^8 - 105065349919660155691008*z^2*log(16)^3 - 289450800
58851281639636992*z^2*log(2)^5 - 8178926586273759328*z^2*log(16)^7 - 94808840956109694038208*z^2*log(16)^4 + 5
18320325791341018611712*z^2*log(2)^9 - 1022134787590400*z^2*log(16)^10 + 4028846023559381778432*z^2*log(16) -
21418706077645397771206656*z^2*log(2)^4 - 5028189388597188624384*z^2*log(2) - 5160568145484769334001664*z^2*lo
g(2)^6 - 6877008631537430220064*z^2*log(16)^6 + 137977765977653248*z^2*log(2)^13 + 16357235711176343552*z^2*lo
g(2)^12 - 4398046511104*z^2*log(2)^15 - 6198909118447616*z^2*log(2)^14 - 48229883618037909553152*z^2*log(16)^2
+ 475509127772689661952*z^2 + 23895282810880*z*log(2)^7*log(16)^6 + 48000762985081216*z*log(2)^2*log(16)^8 -
376493690033094587056128*z*log(2)^2*log(16) - 451822301255346345017344*z*log(2)^4*log(16) + 166163524661224501
41184*z*log(2)^7*log(16) + 334541281064960*z*log(2)^4*log(16)^8 + 360024897880000*z*log(2)*log(16)^9 + 2541659
20450867253760*z*log(2)^2*log(16)^6 - 632381421539429449728*z*log(2)^8*log(16) + 26027979201064468480*z*log(2)
^6*log(16)^3 - 144851697299228079685632*z*log(2)^6*log(16) + 3296035924235780096*z*log(2)^10*log(16) - 7239979
7434302225317888*z*log(2)^6*log(16)^2 - 67605580025669048205312*z*log(2)*log(16)^2 + 143371696865280*z*log(2)^
7*log(16)^5 - 1525644052461559393280*z*log(2)^2*log(16)^4 + 6477949661828546560*z*log(2)^6*log(16)^4 - 1514881
005989550848*z*log(2)*log(16)^7 + 8306511910835153010688*z*log(2)^7*log(16)^2 - 806680170653379035430912*z*log
(2)^3*log(16) - 6412589103519232*z*log(2)^3*log(16)^8 - 34540149445492736*z*log(2)^8*log(16)^4 - 6351441787525
250209280*z*log(2)*log(16)^5 + 15564506468460838912*z*log(2)^5*log(16)^4 - 34405333474575952619520*z*log(2)*lo
g(16)^3 - 4497617358684160*z*log(2)^9*log(16)^3 - 206496883008032999878656*z*log(2)^2*log(16)^2 - 415793813124
284416*z*log(2)^7*log(16)^4 + 59181969640639234048*z*log(2)^5*log(16)^3 + 36002489788000*z*log(2)*log(16)^10 -
188280051055053856*z*log(2)*log(16)^8 - 833530880000*z*log(2)^5*log(16)^8 + 1519591232570089530368*z*log(2)^2
*log(16)^5 + 385684953927369728*z*log(2)^2*log(16)^7 - 83321484821610812669952*z*log(2)*log(16) - 215844804347
1909208064*z*log(2)^4*log(16)^3 + 11682311045120*z*log(2)^12*log(16)^2 + 5871220293632*z*log(2)^10*log(16)^4 +
23484881174528*z*log(2)^10*log(16)^3 - 69952085280000*z*log(2)^2*log(16)^9 - 51300712828153856*z*log(2)^3*log
(16)^7 - 390437298761893998690304*z*log(2)^3*log(16)^2 - 17427083062542336*z*log(2)^6*log(16)^5 - 532620023927
257378816*z*log(2)^4*log(16)^4 - 138160597781970944*z*log(2)^8*log(16)^3 - 1062112385880373576192*z*log(2)*log
(16)^6 + 516072666888550496731136*z*log(2)^5*log(16) - 160666259238161088512*z*log(2)^3*log(16)^5 + 1648041446
999064576*z*log(2)^10*log(16)^2 - 16225976020639941033984*z*log(2)^2*log(16)^3 - 2904513843757056*z*log(2)^6*l
og(16)^6 + 646474987732992*z*log(2)^11*log(16) - 316328871367496695808*z*log(2)^8*log(16)^2 - 1124404339671040
*z*log(2)^9*log(16)^4 - 19179988715694721773056*z*log(2)*log(16)^4 - 32022889925942706176*z*log(2)^9*log(16) +
706692418767847424*z*log(2)^4*log(16)^6 - 1664131063809572864*z*log(2)^7*log(16)^3 - 16015942580330037248*z*l
og(2)^9*log(16)^2 + 461389763888906240*z*log(2)^5*log(16)^5 - 6995208528000*z*log(2)^2*log(16)^10 + 2676330248
519680*z*log(2)^4*log(16)^7 + 4202685889127809024*z*log(2)^4*log(16)^5 + 23364622090240*z*log(2)^12*log(16) +
2904671926999526502400*z*log(2)^3*log(16)^4 - 26897411536292540416*z*log(2)^3*log(16)^6 + 76882734738391040*z*
log(2)^5*log(16)^6 + 258094900192000051511296*z*log(2)^5*log(16)^2 + 12688838489613054394368*z*log(2)^3*log(16
)^3 + 323237493866496*z*log(2)^11*log(16)^2 - 228075187978569260023808*z*log(2)^4*log(16)^2 - 6668247040000*z*
log(2)^5*log(16)^7 - 7315370483677921280*z*log(2)^12 + 1619886435109586211962880*z*log(2)^3 + 2106184424567780
032*z*log(16)^7 - 118532058566366181982208*z*log(2)^9 + 10072459281079744489216*z*log(16)^5 + 38698421738144*z
*log(16)^10 + 5597683619639882416128*z*log(2) + 940008539712863593824256*z*log(2)^8 + 219314445655982456438784
*z*log(2)^2 - 8796093022208*z*log(2)^15 + 658057709223936*z*log(2)^14 + 68234400000*z*log(16)^12 + 52666066077
14362489405440*z*log(2)^4 - 3050160978781853279322112*z*log(2)^7 - 10988613160402944*z*log(2)^13 - 25896184798
592892928*z*log(2)^11 + 1683653741947205962816*z*log(16)^6 + 24720441619859574645120*z*log(16)^4 + 41441764479
10198640640*z*log(16) + 20424670984869677236224*z*log(16)^2 + 6210859383692072058880*z*log(2)^10 + 26432592243
3516824*z*log(16)^8 + 818812800000*z*log(16)^11 + 7259691167347461156372480*z*log(2)^5 + 356961081381440*z*log
(16)^9 + 1330755132006662452543488*z*log(2)^6 + 31771308843368606121984*z*log(16)^3 + 951018255545379323904*z
- 1989127350345228520704*log(2)*log(16)^4 - 64493056000*log(2)^5*log(16)^8 + 4740265216034816*log(2)^3*log(16)
^7 - 32409823215616*log(2)^12*log(16)^2 - 42408721771747840*log(2)^2*log(16)^7 + 2711725846910992384*log(2)^9*
log(16) - 2041151299688240513024*log(2)^7*log(16) + 112034914290560443269120*log(2)^3*log(16) + 46412462323529
165930496*log(2)^4*log(16) + 592533152004352*log(2)^3*log(16)^8 - 56308145993285632*log(2)^8*log(16)^3 + 20198
493497383824*log(2)*log(16)^8 + 649236785922048*log(2)^11*log(16) + 86257476838231113728*log(2)^8*log(16) + 16
2508553631134592*log(2)*log(16)^7 - 153492514457600*log(2)^4*log(16)^7 - 4815618000869065752576*log(2)*log(16)
- 8421357125632*log(2)^10*log(16)^3 - 5287339872068480*log(2)^2*log(16)^8 - 3835856883600*log(2)*log(16)^10 +
458344980000*log(2)^2*log(16)^10 + 1357348383151357952*log(2)^9*log(16)^2 + 17070726608541990387712*log(2)^6*
log(16) + 79329285493550353920*log(2)*log(16)^6 - 38358568836000*log(2)*log(16)^9 - 64819646431232*log(2)^12*l
og(16) + 826086756761032622080*log(2)^5*log(16)^3 + 1331262898777893888*log(2)^3*log(16)^6 - 14748294749513318
4*log(2)^10*log(16)^2 + 1053081270462464*log(2)^4*log(16)^6 + 5620339834880*log(2)^7*log(16)^6 - 2886499326058
0586061824*log(2)^5*log(16)^2 - 59382211370316626984960*log(2)^5*log(16) + 7921213679642875904*log(2)^3*log(16
)^5 + 206489603387500748800*log(2)^5*log(16)^4 + 1485459695861760*log(2)^9*log(16)^3 + 33722039009280*log(2)^7
*log(16)^5 + 17047044644750507859968*log(2)^3*log(16)^3 - 14149995937779569098752*log(2)*log(16)^2 - 140770364
98321408*log(2)^8*log(16)^4 + 473698015514640460032*log(2)*log(16)^5 + 73053965453205691179008*log(2)^3*log(16
)^2 + 8465932481077026029568*log(2)^6*log(16)^2 - 4819281365027092147712*log(2)^2*log(16)^4 - 9842914093566820
7104*log(2)^2*log(16)^5 - 1403115695603712*log(2)^6*log(16)^5 - 1330777354354364528640*log(2)^4*log(16)^4 - 29
4949052276015104*log(2)^10*log(16) - 16503861841383206144*log(2)^2*log(16)^6 - 18621723403358560903168*log(2)^
2*log(16)^3 + 4274941062749356929024*log(2)^3*log(16)^4 + 3011646037063892992*log(2)^7*log(16)^3 + 43072430273
122271232*log(2)^8*log(16)^2 - 19252926298898432*log(2)^5*log(16)^5 - 6987211311431610501120*log(2)^2*log(16)^
2 - 19186564307200*log(2)^4*log(16)^8 + 8467382825181184*log(2)^4*log(16)^5 + 752967712664322048*log(2)^7*log(
16)^4 - 2105339281408*log(2)^10*log(16)^4 + 23006999186399962202112*log(2)^2*log(16) - 3210024920195072*log(2)
^5*log(16)^6 + 4583449800000*log(2)^2*log(16)^9 + 371364923965440*log(2)^9*log(16)^4 - 515944448000*log(2)^5*l
og(16)^7 - 69432694014896635904*log(2)^6*log(16)^3 + 324618392961024*log(2)^11*log(16)^2 - 5323168731829895864
320*log(2)^4*log(16)^3 - 1017564048769775042560*log(2)^7*log(16)^2 - 17360512029883498496*log(2)^6*log(16)^4 -
233852615933952*log(2)^6*log(16)^6 + 17883050321464176418816*log(2)^4*log(16)^2 - 11111457768580591629312*log
(2)*log(16)^3 - 3506034375*log(16)^12 - 42072412500*log(16)^11 - 219929833864705952*log(16)^7 + 3417650648252*
log(16)^10 - 2072088223955099320320*log(16) - 112951624317272470978560*log(2)^6 - 27383146155190684*log(16)^8
+ 35719161607520*log(16)^9 + 8569468148890282754048*log(2)^9 - 113555436937791725371392*log(2)^3 - 44027904409
75529607168*log(16)^2 - 73139589457125990727680*log(2)^8 - 136195407287193010400*log(16)^6 - 34806787608616422
6048*log(2)^10 - 2798841809819941208064*log(2) + 246535495432584793423872*log(2)^7 + 732838425689849856*log(2)
^12 - 814090996102413753728*log(16)^5 - 8056773686893477888*log(2)^11 - 16704502004642284044288*log(2)^2 - 605
409171744522216734720*log(2)^5 - 424476576131312050814976*log(2)^4 + 6150152918138880*log(2)^13 + 439804651110
4*log(2)^15 - 116479513067520*log(2)^14 - 2468547490236798185664*log(16)^4 - 4451026641787218124800*log(16)^3
- 475509127772689661952, z, k)*(root(1070102553062384074752*z^6*log(2)^2*log(16)^6 - 99622544215455211454464*z
^6*log(2)*log(16)^4 - 175821714279939178496*z^6*log(2)^9*log(16)^2 - 1179680093649734991872*z^6*log(2)^6*log(1
6)^3 + 231497427624919040*z^6*log(2)^2*log(16)^8 - 385939325626130676842496*z^6*log(2)^6*log(16) + 20572222259
20000*z^6*log(2)*log(16)^10 - 1549761639350272*z^6*log(2)^12*log(16)^2 + 44255343017984*z^6*log(2)^10*log(16)^
4 - 79303581823401984*z^6*log(2)^11*log(16)^2 + 177021372071936*z^6*log(2)^10*log(16)^3 + 4328674199339008*z^6
*log(2)^9*log(16)^4 + 318789652578304*z^6*log(2)^7*log(16)^6 - 17197049053184*z^6*log(2)^5*log(16)^8 + 1731469
6797356032*z^6*log(2)^9*log(16)^3 + 1912737915469824*z^6*log(2)^7*log(16)^5 - 53464392850735104*z^6*log(2)^6*l
og(16)^6 - 137576392425472*z^6*log(2)^5*log(16)^7 + 324298639625158656*z^6*log(2)^8*log(16)^3 - 32078635710441
0624*z^6*log(2)^6*log(16)^5 + 10017624670863360*z^6*log(2)^4*log(16)^7 + 1033476505600000*z^6*log(2)^2*log(16)
^9 - 2315752093640011284480*z^6*log(2)^8*log(16)^2 + 100461159845319409664*z^6*log(2)^7*log(16)^3 - 6705064357
08190720*z^6*log(2)^3*log(16)^7 + 57425665053414372933632*z^6*log(2)^3*log(16)^4 - 69415643506066335989760*z^6
*log(2)^4*log(16)^3 - 57177348383079661568000*z^6*log(2)^2*log(16)^4 + 87232578216942905589760*z^6*log(2)^7*lo
g(16) - 3300156627710141005824*z^6*log(2)*log(16)^6 + 14602917646836957184*z^6*log(2)^4*log(16)^6 - 3516780579
53473069056*z^6*log(2)^9*log(16) - 17208162193538998599680*z^6*log(2)^4*log(16)^4 + 238128525927336156069888*z
^6*log(2)^3*log(16)^3 - 693574888552909501366272*z^6*log(2)^4*log(16)^2 + 1125942987929412071063552*z^6*log(2)
^5*log(16) - 370671100954821361926144*z^6*log(2)*log(16) - 1151852405859326097358848*z^6*log(2)^2*log(16) + 15
8176682295951360*z^6*log(2)^5*log(16)^6 + 43716747717999551578112*z^6*log(2)^7*log(16)^2 - 2013613475599776900
7104*z^6*log(2)*log(16)^5 - 3099523278700544*z^6*log(2)^12*log(16) - 158607163646803968*z^6*log(2)^11*log(16)
+ 7443485555863584768*z^6*log(2)^10*log(16) - 4632152784559272886272*z^6*log(2)^8*log(16) + 240412459337672294
40*z^6*log(2)*log(16)^7 - 83813304463523840*z^6*log(2)^3*log(16)^8 + 87477259135629656064*z^6*log(2)^4*log(16)
^5 + 1827175984864952320*z^6*log(2)^2*log(16)^7 + 2463615433036991037440*z^6*log(2)^5*log(16)^4 - 643861178426
579704872960*z^6*log(2)^3*log(16)^2 - 295454667340941099008*z^6*log(2)^6*log(16)^4 - 1265757275071782584320*z^
6*log(2)^3*log(16)^5 + 572818344505714424152064*z^6*log(2)^5*log(16)^2 + 3066872408498503680*z^6*log(2)*log(16
)^8 + 3721919799303864320*z^6*log(2)^10*log(16)^2 + 103347650560000*z^6*log(2)^2*log(16)^10 + 9509861632696647
68*z^6*log(2)^5*log(16)^5 - 271309447226976360202240*z^6*log(2)^2*log(16)^3 + 9848119256300174442496*z^6*log(2
)^5*log(16)^3 - 212524060861949542400*z^6*log(2)^3*log(16)^6 + 20572222259200000*z^6*log(2)*log(16)^9 - 855752
750642494439424000*z^6*log(2)^2*log(16)^2 - 422163082606622892097536*z^6*log(2)*log(16)^2 - 194148915191572267
532288*z^6*log(2)^6*log(16)^2 - 1248085324257321140879360*z^6*log(2)^4*log(16) - 263803141808854575087616*z^6*
log(2)*log(16)^3 + 81074659906289664*z^6*log(2)^8*log(16)^4 + 1252203083857920*z^6*log(2)^4*log(16)^8 + 251184
77857855635456*z^6*log(2)^7*log(16)^4 + 6395104304207371436032*z^6*log(2)^2*log(16)^5 - 1767347609372708921409
536*z^6*log(2)^3*log(16) + 17078648181976710991839232*z^6*log(2)^4 + 46502674421665973141504*z^6*log(2)^10 - 6
991508704503791616*z^6*log(16)^8 + 74745990573902243299328*z^6*log(16)^4 - 605883009071538702909440*z^6*log(2)
^9 - 697274724421468160000*z^6*log(2)^11 + 5575352168772450436251648*z^6*log(2)^3 + 32388098036962462531584*z^
6*log(16)^5 + 82091776501558957572096*z^6*log(16)^3 + 4719759462698920453079040*z^6*log(2)^6 + 790418830384983
246372864*z^6*log(2)^2 + 23210351748976706817359872*z^6*log(2)^5 - 12772997857280000*z^6*log(16)^10 - 40288460
23559381778432*z^6*log(16) + 36615872023160948785152*z^6*log(16)^2 + 5028189388597188624384*z^6*log(2) - 33554
43200000*z^6*log(16)^12 - 52909070326513532928*z^6*log(16)^7 - 2531581075411435520*z^6*log(2)^12 + 52759711577
37112338432*z^6*log(16)^6 + 3217482090490912388939776*z^6*log(2)^8 - 126253583564800000*z^6*log(16)^9 - 921676
9725461151034114048*z^6*log(2)^7 - 40265318400000*z^6*log(16)^11 + 4398046511104*z^6*log(2)^15 + 1229281487644
2624*z^6*log(2)^14 + 107458346579132416*z^6*log(2)^13 - 475509127772689661952*z^6 - 462994855249838080*z^5*log
(2)^2*log(16)^8 + 703356115906946138112*z^5*log(2)^9*log(16) - 41144444518400000*z^5*log(2)*log(16)^9 + 844326
165213245784195072*z^5*log(2)*log(16)^2 + 1287722356853159409745920*z^5*log(2)^3*log(16)^2 + 59090933468188219
8016*z^5*log(2)^6*log(16)^4 + 2531514550143565168640*z^5*log(2)^3*log(16)^5 - 1145636689011428848304128*z^5*lo
g(2)^5*log(16)^2 + 3099523278700544*z^5*log(2)^12*log(16)^2 - 88510686035968*z^5*log(2)^10*log(16)^4 + 1586071
63646803968*z^5*log(2)^11*log(16)^2 - 354042744143872*z^5*log(2)^10*log(16)^3 - 8657348398678016*z^5*log(2)^9*
log(16)^4 - 637579305156608*z^5*log(2)^7*log(16)^6 + 34394098106368*z^5*log(2)^5*log(16)^8 - 74438395986077286
40*z^5*log(2)^10*log(16)^2 - 34629393594712064*z^5*log(2)^9*log(16)^3 - 3825475830939648*z^5*log(2)^7*log(16)^
5 + 106928785701470208*z^5*log(2)^6*log(16)^6 + 275152784850944*z^5*log(2)^5*log(16)^7 - 206695301120000*z^5*l
og(2)^2*log(16)^10 - 648597279250317312*z^5*log(2)^8*log(16)^3 + 641572714208821248*z^5*log(2)^6*log(16)^5 - 2
0035249341726720*z^5*log(2)^4*log(16)^7 - 2066953011200000*z^5*log(2)^2*log(16)^9 + 4631504187280022568960*z^5
*log(2)^8*log(16)^2 - 200922319690638819328*z^5*log(2)^7*log(16)^3 - 1901972326539329536*z^5*log(2)^5*log(16)^
5 + 1341012871416381440*z^5*log(2)^3*log(16)^7 - 114851330106828745867264*z^5*log(2)^3*log(16)^4 - 22518859758
58824142127104*z^5*log(2)^5*log(16) + 2303704811718652194717696*z^5*log(2)^2*log(16) + 13883128701213267197952
0*z^5*log(2)^4*log(16)^3 + 542618894453952720404480*z^5*log(2)^2*log(16)^3 + 2496170648514642281758720*z^5*log
(2)^4*log(16) + 114354696766159323136000*z^5*log(2)^2*log(16)^4 + 527606283617709150175232*z^5*log(2)*log(16)^
3 - 29205835293673914368*z^5*log(2)^4*log(16)^6 - 19696238512600348884992*z^5*log(2)^5*log(16)^3 + 42504812172
3899084800*z^5*log(2)^3*log(16)^6 + 3534695218745417842819072*z^5*log(2)^3*log(16) + 1711505501284988878848000
*z^5*log(2)^2*log(16)^2 + 34416324387077997199360*z^5*log(2)^4*log(16)^4 - 476257051854672312139776*z^5*log(2)
^3*log(16)^3 + 199245088430910422908928*z^5*log(2)*log(16)^4 + 40272269511995538014208*z^5*log(2)*log(16)^5 +
388297830383144535064576*z^5*log(2)^6*log(16)^2 + 1387149777105819002732544*z^5*log(2)^4*log(16)^2 + 619904655
7401088*z^5*log(2)^12*log(16) + 317214327293607936*z^5*log(2)^11*log(16) - 14886971111727169536*z^5*log(2)^10*
log(16) + 9264305569118545772544*z^5*log(2)^8*log(16) - 48082491867534458880*z^5*log(2)*log(16)^7 - 1621493198
12579328*z^5*log(2)^8*log(16)^4 - 2504406167715840*z^5*log(2)^4*log(16)^8 - 50236955715711270912*z^5*log(2)^7*
log(16)^4 - 316353364591902720*z^5*log(2)^5*log(16)^6 - 12790208608414742872064*z^5*log(2)^2*log(16)^5 + 77187
8651252261353684992*z^5*log(2)^6*log(16) - 4114444451840000*z^5*log(2)*log(16)^10 - 6133744816997007360*z^5*lo
g(2)*log(16)^8 + 741342201909642723852288*z^5*log(2)*log(16) - 87433495435999103156224*z^5*log(2)^7*log(16)^2
- 2140205106124768149504*z^5*log(2)^2*log(16)^6 - 174465156433885811179520*z^5*log(2)^7*log(16) + 660031325542
0282011648*z^5*log(2)*log(16)^6 + 351643428559878356992*z^5*log(2)^9*log(16)^2 + 167626608927047680*z^5*log(2)
^3*log(16)^8 + 2359360187299469983744*z^5*log(2)^6*log(16)^3 - 174954518271259312128*z^5*log(2)^4*log(16)^5 -
3654351969729904640*z^5*log(2)^2*log(16)^7 - 4927230866073982074880*z^5*log(2)^5*log(16)^4 - 34157296363953421
983678464*z^5*log(2)^4 + 8057692047118763556864*z^5*log(16) - 10056378777194377248768*z^5*log(2) - 15808376607
69966492745728*z^5*log(2)^2 - 93005348843331946283008*z^5*log(2)^10 - 46420703497953413634719744*z^5*log(2)^5
+ 25545995714560000*z^5*log(16)^10 + 13983017409007583232*z^5*log(16)^8 - 73231744046321897570304*z^5*log(16)^
2 + 6710886400000*z^5*log(16)^12 + 105818140653027065856*z^5*log(16)^7 + 5063162150822871040*z^5*log(2)^12 - 1
49491981147804486598656*z^5*log(16)^4 + 1211766018143077405818880*z^5*log(2)^9 - 10551942315474224676864*z^5*l
og(16)^6 - 6434964180981824777879552*z^5*log(2)^8 + 252507167129600000*z^5*log(16)^9 + 1394549448842936320000*
z^5*log(2)^11 - 11150704337544900872503296*z^5*log(2)^3 - 64776196073924925063168*z^5*log(16)^5 - 164183553003
117915144192*z^5*log(16)^3 + 18433539450922302068228096*z^5*log(2)^7 - 9439518925397840906158080*z^5*log(2)^6
+ 80530636800000*z^5*log(16)^11 - 8796093022208*z^5*log(2)^15 - 24585629752885248*z^5*log(2)^14 - 214916693158
264832*z^5*log(2)^13 + 951018255545379323904*z^5 + 2835917123367206912*z^4*log(2)^8*log(16)^3 - 30562327749755
799355392*z^4*log(2)^2*log(16)^3 + 206622949376000*z^4*log(2)^2*log(16)^10 - 164819577130828300288*z^4*log(2)^
6*log(16)^4 - 4781967337730164293632*z^4*log(2)*log(16)^5 - 494586653965824294912*z^4*log(2)^9*log(16) - 10497
46244370432*z^4*log(2)^7*log(16)^5 - 3790557094217693265920*z^4*log(2)^8*log(16) - 4351776027077246976*z^4*log
(2)^10*log(16) - 161222201961621487616*z^4*log(2)^3*log(16)^6 - 360845062020984773541888*z^4*log(2)^2*log(16)
- 18754714713742544732160*z^4*log(2)*log(16)^4 + 69875403871615975424*z^4*log(2)^4*log(16)^5 + 792432594079234
42352128*z^4*log(2)^7*log(16) - 835603067305984*z^4*log(2)^12*log(16)^2 - 108285123488645120*z^4*log(2)^11*log
(16)^2 - 102125985745338368*z^4*log(2)^3*log(16)^8 - 525585682010932016316416*z^4*log(2)^4*log(16) - 817007885
962706944*z^4*log(2)^3*log(16)^7 + 99321800447068471296*z^4*log(2)^7*log(16)^3 - 2943106690709699301376*z^4*lo
g(2)^2*log(16)^4 - 89520389966088980267008*z^4*log(2)^6*log(16)^2 + 148051939890245461671936*z^4*log(2)^5*log(
16)^2 + 2825406286673360125952*z^4*log(2)^2*log(16)^5 - 501694456659968*z^4*log(2)^4*log(16)^8 + 2923074211020
8*z^4*log(2)^10*log(16)^4 + 2486003657889284096*z^4*log(2)^2*log(16)^7 - 8193200769825236926464*z^4*log(2)^4*l
og(16)^3 + 27978865049600000*z^4*log(2)*log(16)^9 - 3104288276480*z^4*log(2)^5*log(16)^8 + 3972095290407044880
7936*z^4*log(2)^7*log(16)^2 + 11636535682078343168*z^4*log(2)^4*log(16)^6 - 739242941714925459734528*z^4*log(2
)^3*log(16) - 4013555653279744*z^4*log(2)^4*log(16)^7 - 177727804012388024057856*z^4*log(2)^6*log(16) + 141278
062352507535360*z^4*log(2)^5*log(16)^4 + 26143801519046882557952*z^4*log(2)^3*log(16)^3 - 95589510136625102848
0*z^4*log(2)^3*log(16)^5 - 717446431842450915328*z^4*log(2)*log(16)^6 + 227045151074156544*z^4*log(2)^5*log(16
)^6 - 88177730886813136453632*z^4*log(2)*log(16) - 1671206134611968*z^4*log(2)^12*log(16) - 216570246977290240
*z^4*log(2)^11*log(16) + 1362618586731905024*z^4*log(2)^5*log(16)^5 + 316949145717440512*z^4*log(2)^2*log(16)^
8 + 24828700534693167104*z^4*log(2)^7*log(16)^4 + 8675351022534656*z^4*log(2)^9*log(16)^4 + 436223058092372787
2*z^4*log(2)*log(16)^8 + 2066229493760000*z^4*log(2)^2*log(16)^9 - 1892442629985479426048*z^4*log(2)^8*log(16)
^2 - 174957707395072*z^4*log(2)^7*log(16)^6 - 214738887799516483829760*z^4*log(2)^2*log(16)^2 - 24725862557882
2008832*z^4*log(2)^9*log(16)^2 - 1931822456077233967104*z^4*log(2)^4*log(16)^4 - 2175771090570182656*z^4*log(2
)^10*log(16)^2 - 271079230386083550543872*z^4*log(2)^4*log(16)^2 - 42503765996286376542208*z^4*log(2)*log(16)^
3 - 348793578543120384*z^4*log(2)^6*log(16)^5 - 80035208834410900094976*z^4*log(2)*log(16)^2 + 294995458371105
271709696*z^4*log(2)^5*log(16) + 2797886504960000*z^4*log(2)*log(16)^10 + 4946604580952461557760*z^4*log(2)^3*
log(16)^4 + 556027661924768153600*z^4*log(2)^5*log(16)^3 + 708979280841801728*z^4*log(2)^8*log(16)^4 + 1169229
68440832*z^4*log(2)^10*log(16)^3 + 34701404090138624*z^4*log(2)^9*log(16)^3 - 58132263090520064*z^4*log(2)^6*l
og(16)^6 - 342207499911985980375040*z^4*log(2)^3*log(16)^2 - 656953017999692398592*z^4*log(2)^6*log(16)^3 + 34
226351886199422976*z^4*log(2)*log(16)^7 + 476678581210304905216*z^4*log(2)^2*log(16)^6 - 24834306211840*z^4*lo
g(2)^5*log(16)^7 + 6204481404454043648*z^4*log(2)^12 + 28609251393044486291456*z^4*log(2)^10 + 960288573943367
540408320*z^4*log(2)^8 - 349817860472564881555456*z^4*log(2)^9 + 2043894722843389423779840*z^4*log(2)^6 - 1917
1775414272000*z^4*log(16)^10 + 27186853746206146560000*z^4*log(16)^3 + 2072088223955099320320*z^4*log(16) - 18
9317170462720000*z^4*log(16)^9 + 1516778029948367057977344*z^4*log(2)^3 + 1311089881954898206720*z^4*log(16)^6
+ 8863824995409917198336*z^4*log(16)^5 - 65470464000000*z^4*log(16)^11 + 7043833828749523727417344*z^4*log(2)
^5 + 200557920661505310720*z^4*log(2)^11 + 16026959051935804882944*z^4*log(16)^2 + 2798841809819941208064*z^4*
log(2) - 72140123309211910144*z^4*log(16)^7 - 1999716023667708249767936*z^4*log(2)^7 - 5455872000000*z^4*log(1
6)^12 - 9584026574831648768*z^4*log(16)^8 + 21900373900492908511232*z^4*log(16)^4 + 4937753031529863345602560*
z^4*log(2)^4 + 202691199780006688456704*z^4*log(2)^2 - 4398046511104*z^4*log(2)^15 + 7060582637240320*z^4*log(
2)^14 + 306533757240737792*z^4*log(2)^13 + 475509127772689661952*z^4 - 123601207296000*z^3*log(2)^2*log(16)^10
- 1981523809144229855232*z^3*log(2)^8*log(16) - 118965619683102116278272*z^3*log(2)^2*log(16)^4 + 34291332899
733504*z^3*log(2)^2*log(16)^8 + 816383459852288*z^3*log(2)^7*log(16)^6 - 135191628119144751693824*z^3*log(2)^4
*log(16)^3 + 23276721440555008*z^3*log(2)^4*log(16)^7 - 2647725140655907342319616*z^3*log(2)^3*log(16) + 49732
17761603626565632*z^3*log(2)^5*log(16)^4 - 1049717437042634788831232*z^3*log(2)^4*log(16)^2 - 1481454479474688
*z^3*log(2)^12*log(16)^2 + 31709743546368*z^3*log(2)^10*log(16)^4 + 126838974185472*z^3*log(2)^10*log(16)^3 +
971495757709312*z^3*log(2)^3*log(16)^8 - 1828936041003664665346048*z^3*log(2)^4*log(16) - 99436697364941976371
2*z^3*log(2)^8*log(16)^2 - 852140899374352887234560*z^3*log(2)^3*log(16)^2 - 6668573630464000*z^3*log(2)*log(1
6)^9 + 55825744611212525568*z^3*log(2)^9*log(16) - 1913891687996251543437312*z^3*log(2)^2*log(16) + 1454413364
867532763136*z^3*log(2)^2*log(16)^6 + 43434423129040568320*z^3*log(2)^4*log(16)^5 + 20055648259840933888*z^3*l
og(2)^10*log(16) + 7771966061674496*z^3*log(2)^3*log(16)^7 + 96822954639589376*z^3*log(2)^5*log(16)^6 - 200318
90006212608*z^3*log(2)^9*log(16)^3 - 33725624949271176232960*z^3*log(2)^4*log(16)^4 - 14258046432594755584*z^3
*log(2)*log(16)^7 + 2909590180069376*z^3*log(2)^4*log(16)^8 - 1502577950778075394129920*z^3*log(2)^2*log(16)^2
- 152458773422853928960*z^3*log(2)^3*log(16)^6 + 21881789504489185083392*z^3*log(2)^7*log(16)^2 - 36050690773
04836096*z^3*log(2)^8*log(16)^3 + 43696157327995918352384*z^3*log(2)^7*log(16) - 1320505281094787530752*z^3*lo
g(2)^6*log(16)^3 - 2962908958949376*z^3*log(2)^12*log(16) + 8722141199852608954368*z^3*log(2)^2*log(16)^5 + 10
027950968894652416*z^3*log(2)^10*log(16)^2 - 10373847533879296*z^3*log(2)^6*log(16)^6 - 6017897553918828823040
*z^3*log(2)*log(16)^6 - 62243085203275776*z^3*log(2)^6*log(16)^5 + 303994952948908032*z^3*log(2)^2*log(16)^7 -
779811992280833612120064*z^3*log(2)*log(16)^2 + 4898300759113728*z^3*log(2)^7*log(16)^5 - 1802261524965736448
*z^3*log(2)*log(16)^8 + 116100648210479851900928*z^3*log(2)^3*log(16)^4 - 35908220801604613540864*z^3*log(2)*l
og(16)^5 - 1236012072960000*z^3*log(2)^2*log(16)^9 - 184441736187564414490624*z^3*log(2)*log(16)^4 - 500797250
1553152*z^3*log(2)^9*log(16)^4 + 19888975414059496767488*z^3*log(2)^5*log(16)^3 + 8437506724324704256*z^3*log(
2)^7*log(16)^4 - 666857363046400*z^3*log(2)*log(16)^10 + 583776999015776256*z^3*log(2)^5*log(16)^5 - 536511649
387035907588096*z^3*log(2)^6*log(16) - 901267269326209024*z^3*log(2)^8*log(16)^4 - 25350635520000*z^3*log(2)^5
*log(16)^8 - 498644102695543970402304*z^3*log(2)*log(16)^3 + 7293382871534723072*z^3*log(2)^4*log(16)^6 - 3302
30058749035675648*z^3*log(2)^6*log(16)^4 - 914861448061987016704*z^3*log(2)^3*log(16)^5 + 49941986018328576*z^
3*log(2)^11*log(16) + 33717371558904725504*z^3*log(2)^7*log(16)^3 + 24970993009164288*z^3*log(2)^11*log(16)^2
+ 2025315588543207280738304*z^3*log(2)^5*log(16) + 470501814239032472305664*z^3*log(2)^3*log(16)^3 - 657939460
959365395120128*z^3*log(2)*log(16) + 1032545990234704000581632*z^3*log(2)^5*log(16)^2 + 27892840415600050176*z
^3*log(2)^9*log(16)^2 - 269576246983832470290432*z^3*log(2)^6*log(16)^2 - 202805084160000*z^3*log(2)^5*log(16)
^7 - 534004253949425472978944*z^3*log(2)^2*log(16)^3 - 1445807975987073253376*z^3*log(2)^11 + 9511786917094535
161970688*z^3*log(2)^3 + 125402539821259528175616*z^3*log(16)^4 + 27869184000000*z^3*log(16)^11 + 132649990473
431578705920*z^3*log(16)^3 + 28717465134778193585897472*z^3*log(2)^4 + 2322432000000*z^3*log(16)^12 + 53219793
44700233582903296*z^3*log(2)^8 + 25454492220897558528*z^3*log(16)^7 + 6618240144498460303818752*z^3*log(2)^6 -
15485323405216972800*z^3*log(2)^12 + 55414047312926234050560*z^3*log(16)^5 + 38457243003502311261339648*z^3*l
og(2)^5 + 52796916045368905826304*z^3*log(16)^2 + 65441302339584000*z^3*log(16)^9 - 666238704746038107832320*z
^3*log(2)^9 + 4458695157554494832640*z^3*log(2) + 1361360702856651004182528*z^3*log(2)^2 + 4323906190361158379
1104*z^3*log(2)^10 - 16834527174451016347156480*z^3*log(2)^7 + 6646317241958400*z^3*log(16)^10 + 9294338694734
519304192*z^3*log(16)^6 - 12201868495028962197504*z^3*log(16) + 17592186044416*z^3*log(2)^15 + 108895631614935
04*z^3*log(2)^14 - 298650318999126016*z^3*log(2)^13 + 3377522312582946816*z^3*log(16)^8 - 19020365110907586478
08*z^3 + 755720731484813764608*z^2*log(2)^3*log(16)^5 + 322861896984319903165440*z^2*log(2)*log(16)^3 - 104834
5661533133312*z^2*log(2)^2*log(16)^7 - 5028406580215808*z^2*log(2)^11*log(16)^2 + 519439694472070237421568*z^2
*log(2)*log(16)^2 + 81419435060480498130944*z^2*log(2)^4*log(16)^3 + 43256631515762655232*z^2*log(2)^9*log(16)
^2 - 24888150022900903313408*z^2*log(2)^7*log(16)^2 + 101344405913600*z^2*log(2)^5*log(16)^7 - 165083745393856
0707133440*z^2*log(2)^5*log(16) - 288267933864703597535232*z^2*log(2)^3*log(16)^3 - 6523846303980453888*z^2*lo
g(2)^10*log(16)^2 - 31781893774461394944*z^2*log(2)^4*log(16)^5 - 836938477251017987784704*z^2*log(2)^5*log(16
)^2 + 204377366991983509504*z^2*log(2)^6*log(16)^4 + 5566695393009559680*z^2*log(2)*log(16)^7 + 78802341960089
6*z^2*log(2)^12*log(16)^2 - 1261307233300185088*z^2*log(2)^5*log(16)^5 - 209981401936232448*z^2*log(2)^5*log(1
6)^6 - 70808190956160503160832*z^2*log(2)^3*log(16)^4 - 5328528472318398464*z^2*log(2)^4*log(16)^6 + 328102646
866033771470848*z^2*log(2)^2*log(16)^3 + 16257279790546944*z^2*log(2)^6*log(16)^6 - 10056813160431616*z^2*log(
2)^11*log(16) + 229101411739426612772864*z^2*log(2)^6*log(16)^2 - 1097869760781538126080*z^2*log(2)^2*log(16)^
6 - 7771748935017693184*z^2*log(2)^7*log(16)^4 + 124743862386953920582400*z^2*log(2)*log(16)^4 + 1987613730250
1376*z^2*log(2)^3*log(16)^8 + 1936940430240686014464*z^2*log(2)^8*log(16) + 867861182087813490384896*z^2*log(2
)^3*log(16)^2 - 13047528999771701248*z^2*log(2)^10*log(16) + 159009098420011008*z^2*log(2)^3*log(16)^7 + 44184
30545952740849408*z^2*log(2)*log(16)^6 - 49714163007549283500032*z^2*log(2)^7*log(16) - 1689973745080320*z^2*l
og(2)^4*log(16)^8 + 86495655026260705280*z^2*log(2)^9*log(16) - 2882460792967444406272*z^2*log(2)^5*log(16)^4
+ 694798431434610960*z^2*log(2)*log(16)^8 + 1576046839201792*z^2*log(2)^12*log(16) + 2314271791091943865761792
*z^2*log(2)^3*log(16) - 20451023650816*z^2*log(2)^10*log(16)^4 + 8804002632302592*z^2*log(2)^9*log(16)^3 - 115
21432565218866003968*z^2*log(2)^5*log(16)^3 - 31071598561896431616*z^2*log(2)^7*log(16)^3 + 12668050739200*z^2
*log(2)^5*log(16)^8 + 1511901222252985780109312*z^2*log(2)^4*log(16) + 97543678743281664*z^2*log(2)^6*log(16)^
5 - 81804094603264*z^2*log(2)^10*log(16)^3 + 837412349939792879951872*z^2*log(2)^4*log(16)^2 + 463583193713837
048070144*z^2*log(2)*log(16) + 1476371035004604844474368*z^2*log(2)^2*log(16) - 6572513872458296986112*z^2*log
(2)^2*log(16)^5 + 26432626277978019779328*z^2*log(2)*log(16)^5 + 126324476477115653120*z^2*log(2)^3*log(16)^6
+ 2201000658075648*z^2*log(2)^9*log(16)^4 + 816859176776312160256*z^2*log(2)^6*log(16)^3 - 13519789960642560*z
^2*log(2)^4*log(16)^7 - 34616423052800*z^2*log(2)*log(16)^10 - 384929454358528*z^2*log(2)^7*log(16)^6 - 129799
771554681664*z^2*log(2)^2*log(16)^8 + 414478712320000*z^2*log(2)^2*log(16)^9 + 41447871232000*z^2*log(2)^2*log
(16)^10 + 970110941165918355456*z^2*log(2)^8*log(16)^2 + 456569365241777249976320*z^2*log(2)^6*log(16) + 41018
1511393837056*z^2*log(2)^8*log(16)^4 + 20301952034515838539776*z^2*log(2)^4*log(16)^4 - 346164230528000*z^2*lo
g(2)*log(16)^9 + 1640726045575348224*z^2*log(2)^8*log(16)^3 - 2309576726151168*z^2*log(2)^7*log(16)^5 + 710763
77472150563419648*z^2*log(2)^2*log(16)^4 + 1075045909105436526557184*z^2*log(2)^2*log(16)^2 - 3933648479981759
147802624*z^2*log(2)^8 - 31828338648024436703232*z^2*log(2)^10 + 658614858904957353984*z^2*log(2)^11 - 4114821
2850918681438592*z^2*log(16)^5 + 12419938832730290521112576*z^2*log(2)^7 - 976243015903014618660864*z^2*log(2)
^2 - 6959543776442246270287872*z^2*log(2)^3 - 6578496000000*z^2*log(16)^11 - 548208000000*z^2*log(16)^12 - 998
0136355904000*z^2*log(16)^9 - 1052161505439931916*z^2*log(16)^8 - 105065349919660155691008*z^2*log(16)^3 - 289
45080058851281639636992*z^2*log(2)^5 - 8178926586273759328*z^2*log(16)^7 - 94808840956109694038208*z^2*log(16)
^4 + 518320325791341018611712*z^2*log(2)^9 - 1022134787590400*z^2*log(16)^10 + 4028846023559381778432*z^2*log(
16) - 21418706077645397771206656*z^2*log(2)^4 - 5028189388597188624384*z^2*log(2) - 5160568145484769334001664*
z^2*log(2)^6 - 6877008631537430220064*z^2*log(16)^6 + 137977765977653248*z^2*log(2)^13 + 16357235711176343552*
z^2*log(2)^12 - 4398046511104*z^2*log(2)^15 - 6198909118447616*z^2*log(2)^14 - 48229883618037909553152*z^2*log
(16)^2 + 475509127772689661952*z^2 + 23895282810880*z*log(2)^7*log(16)^6 + 48000762985081216*z*log(2)^2*log(16
)^8 - 376493690033094587056128*z*log(2)^2*log(16) - 451822301255346345017344*z*log(2)^4*log(16) + 166163524661
22450141184*z*log(2)^7*log(16) + 334541281064960*z*log(2)^4*log(16)^8 + 360024897880000*z*log(2)*log(16)^9 + 2
54165920450867253760*z*log(2)^2*log(16)^6 - 632381421539429449728*z*log(2)^8*log(16) + 26027979201064468480*z*
log(2)^6*log(16)^3 - 144851697299228079685632*z*log(2)^6*log(16) + 3296035924235780096*z*log(2)^10*log(16) - 7
2399797434302225317888*z*log(2)^6*log(16)^2 - 67605580025669048205312*z*log(2)*log(16)^2 + 143371696865280*z*l
og(2)^7*log(16)^5 - 1525644052461559393280*z*log(2)^2*log(16)^4 + 6477949661828546560*z*log(2)^6*log(16)^4 - 1
514881005989550848*z*log(2)*log(16)^7 + 8306511910835153010688*z*log(2)^7*log(16)^2 - 806680170653379035430912
*z*log(2)^3*log(16) - 6412589103519232*z*log(2)^3*log(16)^8 - 34540149445492736*z*log(2)^8*log(16)^4 - 6351441
787525250209280*z*log(2)*log(16)^5 + 15564506468460838912*z*log(2)^5*log(16)^4 - 34405333474575952619520*z*log
(2)*log(16)^3 - 4497617358684160*z*log(2)^9*log(16)^3 - 206496883008032999878656*z*log(2)^2*log(16)^2 - 415793
813124284416*z*log(2)^7*log(16)^4 + 59181969640639234048*z*log(2)^5*log(16)^3 + 36002489788000*z*log(2)*log(16
)^10 - 188280051055053856*z*log(2)*log(16)^8 - 833530880000*z*log(2)^5*log(16)^8 + 1519591232570089530368*z*lo
g(2)^2*log(16)^5 + 385684953927369728*z*log(2)^2*log(16)^7 - 83321484821610812669952*z*log(2)*log(16) - 215844
8043471909208064*z*log(2)^4*log(16)^3 + 11682311045120*z*log(2)^12*log(16)^2 + 5871220293632*z*log(2)^10*log(1
6)^4 + 23484881174528*z*log(2)^10*log(16)^3 - 69952085280000*z*log(2)^2*log(16)^9 - 51300712828153856*z*log(2)
^3*log(16)^7 - 390437298761893998690304*z*log(2)^3*log(16)^2 - 17427083062542336*z*log(2)^6*log(16)^5 - 532620
023927257378816*z*log(2)^4*log(16)^4 - 138160597781970944*z*log(2)^8*log(16)^3 - 1062112385880373576192*z*log(
2)*log(16)^6 + 516072666888550496731136*z*log(2)^5*log(16) - 160666259238161088512*z*log(2)^3*log(16)^5 + 1648
041446999064576*z*log(2)^10*log(16)^2 - 16225976020639941033984*z*log(2)^2*log(16)^3 - 2904513843757056*z*log(
2)^6*log(16)^6 + 646474987732992*z*log(2)^11*log(16) - 316328871367496695808*z*log(2)^8*log(16)^2 - 1124404339
671040*z*log(2)^9*log(16)^4 - 19179988715694721773056*z*log(2)*log(16)^4 - 32022889925942706176*z*log(2)^9*log
(16) + 706692418767847424*z*log(2)^4*log(16)^6 - 1664131063809572864*z*log(2)^7*log(16)^3 - 160159425803300372
48*z*log(2)^9*log(16)^2 + 461389763888906240*z*log(2)^5*log(16)^5 - 6995208528000*z*log(2)^2*log(16)^10 + 2676
330248519680*z*log(2)^4*log(16)^7 + 4202685889127809024*z*log(2)^4*log(16)^5 + 23364622090240*z*log(2)^12*log(
16) + 2904671926999526502400*z*log(2)^3*log(16)^4 - 26897411536292540416*z*log(2)^3*log(16)^6 + 76882734738391
040*z*log(2)^5*log(16)^6 + 258094900192000051511296*z*log(2)^5*log(16)^2 + 12688838489613054394368*z*log(2)^3*
log(16)^3 + 323237493866496*z*log(2)^11*log(16)^2 - 228075187978569260023808*z*log(2)^4*log(16)^2 - 6668247040
000*z*log(2)^5*log(16)^7 - 7315370483677921280*z*log(2)^12 + 1619886435109586211962880*z*log(2)^3 + 2106184424
567780032*z*log(16)^7 - 118532058566366181982208*z*log(2)^9 + 10072459281079744489216*z*log(16)^5 + 3869842173
8144*z*log(16)^10 + 5597683619639882416128*z*log(2) + 940008539712863593824256*z*log(2)^8 + 219314445655982456
438784*z*log(2)^2 - 8796093022208*z*log(2)^15 + 658057709223936*z*log(2)^14 + 68234400000*z*log(16)^12 + 52666
06607714362489405440*z*log(2)^4 - 3050160978781853279322112*z*log(2)^7 - 10988613160402944*z*log(2)^13 - 25896
184798592892928*z*log(2)^11 + 1683653741947205962816*z*log(16)^6 + 24720441619859574645120*z*log(16)^4 + 41441
76447910198640640*z*log(16) + 20424670984869677236224*z*log(16)^2 + 6210859383692072058880*z*log(2)^10 + 26432
5922433516824*z*log(16)^8 + 818812800000*z*log(16)^11 + 7259691167347461156372480*z*log(2)^5 + 356961081381440
*z*log(16)^9 + 1330755132006662452543488*z*log(2)^6 + 31771308843368606121984*z*log(16)^3 + 951018255545379323
904*z - 1989127350345228520704*log(2)*log(16)^4 - 64493056000*log(2)^5*log(16)^8 + 4740265216034816*log(2)^3*l
og(16)^7 - 32409823215616*log(2)^12*log(16)^2 - 42408721771747840*log(2)^2*log(16)^7 + 2711725846910992384*log
(2)^9*log(16) - 2041151299688240513024*log(2)^7*log(16) + 112034914290560443269120*log(2)^3*log(16) + 46412462
323529165930496*log(2)^4*log(16) + 592533152004352*log(2)^3*log(16)^8 - 56308145993285632*log(2)^8*log(16)^3 +
20198493497383824*log(2)*log(16)^8 + 649236785922048*log(2)^11*log(16) + 86257476838231113728*log(2)^8*log(16
) + 162508553631134592*log(2)*log(16)^7 - 153492514457600*log(2)^4*log(16)^7 - 4815618000869065752576*log(2)*l
og(16) - 8421357125632*log(2)^10*log(16)^3 - 5287339872068480*log(2)^2*log(16)^8 - 3835856883600*log(2)*log(16
)^10 + 458344980000*log(2)^2*log(16)^10 + 1357348383151357952*log(2)^9*log(16)^2 + 17070726608541990387712*log
(2)^6*log(16) + 79329285493550353920*log(2)*log(16)^6 - 38358568836000*log(2)*log(16)^9 - 64819646431232*log(2
)^12*log(16) + 826086756761032622080*log(2)^5*log(16)^3 + 1331262898777893888*log(2)^3*log(16)^6 - 14748294749
5133184*log(2)^10*log(16)^2 + 1053081270462464*log(2)^4*log(16)^6 + 5620339834880*log(2)^7*log(16)^6 - 2886499
3260580586061824*log(2)^5*log(16)^2 - 59382211370316626984960*log(2)^5*log(16) + 7921213679642875904*log(2)^3*
log(16)^5 + 206489603387500748800*log(2)^5*log(16)^4 + 1485459695861760*log(2)^9*log(16)^3 + 33722039009280*lo
g(2)^7*log(16)^5 + 17047044644750507859968*log(2)^3*log(16)^3 - 14149995937779569098752*log(2)*log(16)^2 - 140
77036498321408*log(2)^8*log(16)^4 + 473698015514640460032*log(2)*log(16)^5 + 73053965453205691179008*log(2)^3*
log(16)^2 + 8465932481077026029568*log(2)^6*log(16)^2 - 4819281365027092147712*log(2)^2*log(16)^4 - 9842914093
5668207104*log(2)^2*log(16)^5 - 1403115695603712*log(2)^6*log(16)^5 - 1330777354354364528640*log(2)^4*log(16)^
4 - 294949052276015104*log(2)^10*log(16) - 16503861841383206144*log(2)^2*log(16)^6 - 18621723403358560903168*l
og(2)^2*log(16)^3 + 4274941062749356929024*log(2)^3*log(16)^4 + 3011646037063892992*log(2)^7*log(16)^3 + 43072
430273122271232*log(2)^8*log(16)^2 - 19252926298898432*log(2)^5*log(16)^5 - 6987211311431610501120*log(2)^2*lo
g(16)^2 - 19186564307200*log(2)^4*log(16)^8 + 8467382825181184*log(2)^4*log(16)^5 + 752967712664322048*log(2)^
7*log(16)^4 - 2105339281408*log(2)^10*log(16)^4 + 23006999186399962202112*log(2)^2*log(16) - 3210024920195072*
log(2)^5*log(16)^6 + 4583449800000*log(2)^2*log(16)^9 + 371364923965440*log(2)^9*log(16)^4 - 515944448000*log(
2)^5*log(16)^7 - 69432694014896635904*log(2)^6*log(16)^3 + 324618392961024*log(2)^11*log(16)^2 - 5323168731829
895864320*log(2)^4*log(16)^3 - 1017564048769775042560*log(2)^7*log(16)^2 - 17360512029883498496*log(2)^6*log(1
6)^4 - 233852615933952*log(2)^6*log(16)^6 + 17883050321464176418816*log(2)^4*log(16)^2 - 111114577685805916293
12*log(2)*log(16)^3 - 3506034375*log(16)^12 - 42072412500*log(16)^11 - 219929833864705952*log(16)^7 + 34176506
48252*log(16)^10 - 2072088223955099320320*log(16) - 112951624317272470978560*log(2)^6 - 27383146155190684*log(
16)^8 + 35719161607520*log(16)^9 + 8569468148890282754048*log(2)^9 - 113555436937791725371392*log(2)^3 - 44027
90440975529607168*log(16)^2 - 73139589457125990727680*log(2)^8 - 136195407287193010400*log(16)^6 - 34806787608
6164226048*log(2)^10 - 2798841809819941208064*log(2) + 246535495432584793423872*log(2)^7 + 732838425689849856*
log(2)^12 - 814090996102413753728*log(16)^5 - 8056773686893477888*log(2)^11 - 16704502004642284044288*log(2)^2
- 605409171744522216734720*log(2)^5 - 424476576131312050814976*log(2)^4 + 6150152918138880*log(2)^13 + 439804
6511104*log(2)^15 - 116479513067520*log(2)^14 - 2468547490236798185664*log(16)^4 - 4451026641787218124800*log(
16)^3 - 475509127772689661952, z, k)*(2770968667301609472*log(2) + 286639166787856367616*log(16) + 93442454616
7042080768*log(2)*log(16) - root(1070102553062384074752*z^6*log(2)^2*log(16)^6 - 99622544215455211454464*z^6*l
og(2)*log(16)^4 - 175821714279939178496*z^6*log(2)^9*log(16)^2 - 1179680093649734991872*z^6*log(2)^6*log(16)^3
+ 231497427624919040*z^6*log(2)^2*log(16)^8 - 385939325626130676842496*z^6*log(2)^6*log(16) + 205722222592000
0*z^6*log(2)*log(16)^10 - 1549761639350272*z^6*log(2)^12*log(16)^2 + 44255343017984*z^6*log(2)^10*log(16)^4 -
79303581823401984*z^6*log(2)^11*log(16)^2 + 177021372071936*z^6*log(2)^10*log(16)^3 + 4328674199339008*z^6*log
(2)^9*log(16)^4 + 318789652578304*z^6*log(2)^7*log(16)^6 - 17197049053184*z^6*log(2)^5*log(16)^8 + 17314696797
356032*z^6*log(2)^9*log(16)^3 + 1912737915469824*z^6*log(2)^7*log(16)^5 - 53464392850735104*z^6*log(2)^6*log(1
6)^6 - 137576392425472*z^6*log(2)^5*log(16)^7 + 324298639625158656*z^6*log(2)^8*log(16)^3 - 320786357104410624
*z^6*log(2)^6*log(16)^5 + 10017624670863360*z^6*log(2)^4*log(16)^7 + 1033476505600000*z^6*log(2)^2*log(16)^9 -
2315752093640011284480*z^6*log(2)^8*log(16)^2 + 100461159845319409664*z^6*log(2)^7*log(16)^3 - 67050643570819
0720*z^6*log(2)^3*log(16)^7 + 57425665053414372933632*z^6*log(2)^3*log(16)^4 - 69415643506066335989760*z^6*log
(2)^4*log(16)^3 - 57177348383079661568000*z^6*log(2)^2*log(16)^4 + 87232578216942905589760*z^6*log(2)^7*log(16
) - 3300156627710141005824*z^6*log(2)*log(16)^6 + 14602917646836957184*z^6*log(2)^4*log(16)^6 - 35167805795347
3069056*z^6*log(2)^9*log(16) - 17208162193538998599680*z^6*log(2)^4*log(16)^4 + 238128525927336156069888*z^6*l
og(2)^3*log(16)^3 - 693574888552909501366272*z^6*log(2)^4*log(16)^2 + 1125942987929412071063552*z^6*log(2)^5*l
og(16) - 370671100954821361926144*z^6*log(2)*log(16) - 1151852405859326097358848*z^6*log(2)^2*log(16) + 158176
682295951360*z^6*log(2)^5*log(16)^6 + 43716747717999551578112*z^6*log(2)^7*log(16)^2 - 20136134755997769007104
*z^6*log(2)*log(16)^5 - 3099523278700544*z^6*log(2)^12*log(16) - 158607163646803968*z^6*log(2)^11*log(16) + 74
43485555863584768*z^6*log(2)^10*log(16) - 4632152784559272886272*z^6*log(2)^8*log(16) + 24041245933767229440*z
^6*log(2)*log(16)^7 - 83813304463523840*z^6*log(2)^3*log(16)^8 + 87477259135629656064*z^6*log(2)^4*log(16)^5 +
1827175984864952320*z^6*log(2)^2*log(16)^7 + 2463615433036991037440*z^6*log(2)^5*log(16)^4 - 6438611784265797
04872960*z^6*log(2)^3*log(16)^2 - 295454667340941099008*z^6*log(2)^6*log(16)^4 - 1265757275071782584320*z^6*lo
g(2)^3*log(16)^5 + 572818344505714424152064*z^6*log(2)^5*log(16)^2 + 3066872408498503680*z^6*log(2)*log(16)^8
+ 3721919799303864320*z^6*log(2)^10*log(16)^2 + 103347650560000*z^6*log(2)^2*log(16)^10 + 950986163269664768*z
^6*log(2)^5*log(16)^5 - 271309447226976360202240*z^6*log(2)^2*log(16)^3 + 9848119256300174442496*z^6*log(2)^5*
log(16)^3 - 212524060861949542400*z^6*log(2)^3*log(16)^6 + 20572222259200000*z^6*log(2)*log(16)^9 - 8557527506
42494439424000*z^6*log(2)^2*log(16)^2 - 422163082606622892097536*z^6*log(2)*log(16)^2 - 1941489151915722675322
88*z^6*log(2)^6*log(16)^2 - 1248085324257321140879360*z^6*log(2)^4*log(16) - 263803141808854575087616*z^6*log(
2)*log(16)^3 + 81074659906289664*z^6*log(2)^8*log(16)^4 + 1252203083857920*z^6*log(2)^4*log(16)^8 + 2511847785
7855635456*z^6*log(2)^7*log(16)^4 + 6395104304207371436032*z^6*log(2)^2*log(16)^5 - 1767347609372708921409536*
z^6*log(2)^3*log(16) + 17078648181976710991839232*z^6*log(2)^4 + 46502674421665973141504*z^6*log(2)^10 - 69915
08704503791616*z^6*log(16)^8 + 74745990573902243299328*z^6*log(16)^4 - 605883009071538702909440*z^6*log(2)^9 -
697274724421468160000*z^6*log(2)^11 + 5575352168772450436251648*z^6*log(2)^3 + 32388098036962462531584*z^6*lo
g(16)^5 + 82091776501558957572096*z^6*log(16)^3 + 4719759462698920453079040*z^6*log(2)^6 + 7904188303849832463
72864*z^6*log(2)^2 + 23210351748976706817359872*z^6*log(2)^5 - 12772997857280000*z^6*log(16)^10 - 402884602355
9381778432*z^6*log(16) + 36615872023160948785152*z^6*log(16)^2 + 5028189388597188624384*z^6*log(2) - 335544320
0000*z^6*log(16)^12 - 52909070326513532928*z^6*log(16)^7 - 2531581075411435520*z^6*log(2)^12 + 527597115773711
2338432*z^6*log(16)^6 + 3217482090490912388939776*z^6*log(2)^8 - 126253583564800000*z^6*log(16)^9 - 9216769725
461151034114048*z^6*log(2)^7 - 40265318400000*z^6*log(16)^11 + 4398046511104*z^6*log(2)^15 + 12292814876442624
*z^6*log(2)^14 + 107458346579132416*z^6*log(2)^13 - 475509127772689661952*z^6 - 462994855249838080*z^5*log(2)^
2*log(16)^8 + 703356115906946138112*z^5*log(2)^9*log(16) - 41144444518400000*z^5*log(2)*log(16)^9 + 8443261652
13245784195072*z^5*log(2)*log(16)^2 + 1287722356853159409745920*z^5*log(2)^3*log(16)^2 + 590909334681882198016
*z^5*log(2)^6*log(16)^4 + 2531514550143565168640*z^5*log(2)^3*log(16)^5 - 1145636689011428848304128*z^5*log(2)
^5*log(16)^2 + 3099523278700544*z^5*log(2)^12*log(16)^2 - 88510686035968*z^5*log(2)^10*log(16)^4 + 15860716364
6803968*z^5*log(2)^11*log(16)^2 - 354042744143872*z^5*log(2)^10*log(16)^3 - 8657348398678016*z^5*log(2)^9*log(
16)^4 - 637579305156608*z^5*log(2)^7*log(16)^6 + 34394098106368*z^5*log(2)^5*log(16)^8 - 7443839598607728640*z
^5*log(2)^10*log(16)^2 - 34629393594712064*z^5*log(2)^9*log(16)^3 - 3825475830939648*z^5*log(2)^7*log(16)^5 +
106928785701470208*z^5*log(2)^6*log(16)^6 + 275152784850944*z^5*log(2)^5*log(16)^7 - 206695301120000*z^5*log(2
)^2*log(16)^10 - 648597279250317312*z^5*log(2)^8*log(16)^3 + 641572714208821248*z^5*log(2)^6*log(16)^5 - 20035
249341726720*z^5*log(2)^4*log(16)^7 - 2066953011200000*z^5*log(2)^2*log(16)^9 + 4631504187280022568960*z^5*log
(2)^8*log(16)^2 - 200922319690638819328*z^5*log(2)^7*log(16)^3 - 1901972326539329536*z^5*log(2)^5*log(16)^5 +
1341012871416381440*z^5*log(2)^3*log(16)^7 - 114851330106828745867264*z^5*log(2)^3*log(16)^4 - 225188597585882
4142127104*z^5*log(2)^5*log(16) + 2303704811718652194717696*z^5*log(2)^2*log(16) + 138831287012132671979520*z^
5*log(2)^4*log(16)^3 + 542618894453952720404480*z^5*log(2)^2*log(16)^3 + 2496170648514642281758720*z^5*log(2)^
4*log(16) + 114354696766159323136000*z^5*log(2)^2*log(16)^4 + 527606283617709150175232*z^5*log(2)*log(16)^3 -
29205835293673914368*z^5*log(2)^4*log(16)^6 - 19696238512600348884992*z^5*log(2)^5*log(16)^3 + 425048121723899
084800*z^5*log(2)^3*log(16)^6 + 3534695218745417842819072*z^5*log(2)^3*log(16) + 1711505501284988878848000*z^5
*log(2)^2*log(16)^2 + 34416324387077997199360*z^5*log(2)^4*log(16)^4 - 476257051854672312139776*z^5*log(2)^3*l
og(16)^3 + 199245088430910422908928*z^5*log(2)*log(16)^4 + 40272269511995538014208*z^5*log(2)*log(16)^5 + 3882
97830383144535064576*z^5*log(2)^6*log(16)^2 + 1387149777105819002732544*z^5*log(2)^4*log(16)^2 + 6199046557401
088*z^5*log(2)^12*log(16) + 317214327293607936*z^5*log(2)^11*log(16) - 14886971111727169536*z^5*log(2)^10*log(
16) + 9264305569118545772544*z^5*log(2)^8*log(16) - 48082491867534458880*z^5*log(2)*log(16)^7 - 16214931981257
9328*z^5*log(2)^8*log(16)^4 - 2504406167715840*z^5*log(2)^4*log(16)^8 - 50236955715711270912*z^5*log(2)^7*log(
16)^4 - 316353364591902720*z^5*log(2)^5*log(16)^6 - 12790208608414742872064*z^5*log(2)^2*log(16)^5 + 771878651
252261353684992*z^5*log(2)^6*log(16) - 4114444451840000*z^5*log(2)*log(16)^10 - 6133744816997007360*z^5*log(2)
*log(16)^8 + 741342201909642723852288*z^5*log(2)*log(16) - 87433495435999103156224*z^5*log(2)^7*log(16)^2 - 21
40205106124768149504*z^5*log(2)^2*log(16)^6 - 174465156433885811179520*z^5*log(2)^7*log(16) + 6600313255420282
011648*z^5*log(2)*log(16)^6 + 351643428559878356992*z^5*log(2)^9*log(16)^2 + 167626608927047680*z^5*log(2)^3*l
og(16)^8 + 2359360187299469983744*z^5*log(2)^6*log(16)^3 - 174954518271259312128*z^5*log(2)^4*log(16)^5 - 3654
351969729904640*z^5*log(2)^2*log(16)^7 - 4927230866073982074880*z^5*log(2)^5*log(16)^4 - 341572963639534219836
78464*z^5*log(2)^4 + 8057692047118763556864*z^5*log(16) - 10056378777194377248768*z^5*log(2) - 158083766076996
6492745728*z^5*log(2)^2 - 93005348843331946283008*z^5*log(2)^10 - 46420703497953413634719744*z^5*log(2)^5 + 25
545995714560000*z^5*log(16)^10 + 13983017409007583232*z^5*log(16)^8 - 73231744046321897570304*z^5*log(16)^2 +
6710886400000*z^5*log(16)^12 + 105818140653027065856*z^5*log(16)^7 + 5063162150822871040*z^5*log(2)^12 - 14949
1981147804486598656*z^5*log(16)^4 + 1211766018143077405818880*z^5*log(2)^9 - 10551942315474224676864*z^5*log(1
6)^6 - 6434964180981824777879552*z^5*log(2)^8 + 252507167129600000*z^5*log(16)^9 + 1394549448842936320000*z^5*
log(2)^11 - 11150704337544900872503296*z^5*log(2)^3 - 64776196073924925063168*z^5*log(16)^5 - 1641835530031179
15144192*z^5*log(16)^3 + 18433539450922302068228096*z^5*log(2)^7 - 9439518925397840906158080*z^5*log(2)^6 + 80
530636800000*z^5*log(16)^11 - 8796093022208*z^5*log(2)^15 - 24585629752885248*z^5*log(2)^14 - 2149166931582648
32*z^5*log(2)^13 + 951018255545379323904*z^5 + 2835917123367206912*z^4*log(2)^8*log(16)^3 - 305623277497557993
55392*z^4*log(2)^2*log(16)^3 + 206622949376000*z^4*log(2)^2*log(16)^10 - 164819577130828300288*z^4*log(2)^6*lo
g(16)^4 - 4781967337730164293632*z^4*log(2)*log(16)^5 - 494586653965824294912*z^4*log(2)^9*log(16) - 104974624
4370432*z^4*log(2)^7*log(16)^5 - 3790557094217693265920*z^4*log(2)^8*log(16) - 4351776027077246976*z^4*log(2)^
10*log(16) - 161222201961621487616*z^4*log(2)^3*log(16)^6 - 360845062020984773541888*z^4*log(2)^2*log(16) - 18
754714713742544732160*z^4*log(2)*log(16)^4 + 69875403871615975424*z^4*log(2)^4*log(16)^5 + 7924325940792344235
2128*z^4*log(2)^7*log(16) - 835603067305984*z^4*log(2)^12*log(16)^2 - 108285123488645120*z^4*log(2)^11*log(16)
^2 - 102125985745338368*z^4*log(2)^3*log(16)^8 - 525585682010932016316416*z^4*log(2)^4*log(16) - 8170078859627
06944*z^4*log(2)^3*log(16)^7 + 99321800447068471296*z^4*log(2)^7*log(16)^3 - 2943106690709699301376*z^4*log(2)
^2*log(16)^4 - 89520389966088980267008*z^4*log(2)^6*log(16)^2 + 148051939890245461671936*z^4*log(2)^5*log(16)^
2 + 2825406286673360125952*z^4*log(2)^2*log(16)^5 - 501694456659968*z^4*log(2)^4*log(16)^8 + 29230742110208*z^
4*log(2)^10*log(16)^4 + 2486003657889284096*z^4*log(2)^2*log(16)^7 - 8193200769825236926464*z^4*log(2)^4*log(1
6)^3 + 27978865049600000*z^4*log(2)*log(16)^9 - 3104288276480*z^4*log(2)^5*log(16)^8 + 39720952904070448807936
*z^4*log(2)^7*log(16)^2 + 11636535682078343168*z^4*log(2)^4*log(16)^6 - 739242941714925459734528*z^4*log(2)^3*
log(16) - 4013555653279744*z^4*log(2)^4*log(16)^7 - 177727804012388024057856*z^4*log(2)^6*log(16) + 1412780623
52507535360*z^4*log(2)^5*log(16)^4 + 26143801519046882557952*z^4*log(2)^3*log(16)^3 - 955895101366251028480*z^
4*log(2)^3*log(16)^5 - 717446431842450915328*z^4*log(2)*log(16)^6 + 227045151074156544*z^4*log(2)^5*log(16)^6
- 88177730886813136453632*z^4*log(2)*log(16) - 1671206134611968*z^4*log(2)^12*log(16) - 216570246977290240*z^4
*log(2)^11*log(16) + 1362618586731905024*z^4*log(2)^5*log(16)^5 + 316949145717440512*z^4*log(2)^2*log(16)^8 +
24828700534693167104*z^4*log(2)^7*log(16)^4 + 8675351022534656*z^4*log(2)^9*log(16)^4 + 4362230580923727872*z^
4*log(2)*log(16)^8 + 2066229493760000*z^4*log(2)^2*log(16)^9 - 1892442629985479426048*z^4*log(2)^8*log(16)^2 -
174957707395072*z^4*log(2)^7*log(16)^6 - 214738887799516483829760*z^4*log(2)^2*log(16)^2 - 247258625578822008
832*z^4*log(2)^9*log(16)^2 - 1931822456077233967104*z^4*log(2)^4*log(16)^4 - 2175771090570182656*z^4*log(2)^10
*log(16)^2 - 271079230386083550543872*z^4*log(2)^4*log(16)^2 - 42503765996286376542208*z^4*log(2)*log(16)^3 -
348793578543120384*z^4*log(2)^6*log(16)^5 - 80035208834410900094976*z^4*log(2)*log(16)^2 + 2949954583711052717
09696*z^4*log(2)^5*log(16) + 2797886504960000*z^4*log(2)*log(16)^10 + 4946604580952461557760*z^4*log(2)^3*log(
16)^4 + 556027661924768153600*z^4*log(2)^5*log(16)^3 + 708979280841801728*z^4*log(2)^8*log(16)^4 + 11692296844
0832*z^4*log(2)^10*log(16)^3 + 34701404090138624*z^4*log(2)^9*log(16)^3 - 58132263090520064*z^4*log(2)^6*log(1
6)^6 - 342207499911985980375040*z^4*log(2)^3*log(16)^2 - 656953017999692398592*z^4*log(2)^6*log(16)^3 + 342263
51886199422976*z^4*log(2)*log(16)^7 + 476678581210304905216*z^4*log(2)^2*log(16)^6 - 24834306211840*z^4*log(2)
^5*log(16)^7 + 6204481404454043648*z^4*log(2)^12 + 28609251393044486291456*z^4*log(2)^10 + 9602885739433675404
08320*z^4*log(2)^8 - 349817860472564881555456*z^4*log(2)^9 + 2043894722843389423779840*z^4*log(2)^6 - 19171775
414272000*z^4*log(16)^10 + 27186853746206146560000*z^4*log(16)^3 + 2072088223955099320320*z^4*log(16) - 189317
170462720000*z^4*log(16)^9 + 1516778029948367057977344*z^4*log(2)^3 + 1311089881954898206720*z^4*log(16)^6 + 8
863824995409917198336*z^4*log(16)^5 - 65470464000000*z^4*log(16)^11 + 7043833828749523727417344*z^4*log(2)^5 +
200557920661505310720*z^4*log(2)^11 + 16026959051935804882944*z^4*log(16)^2 + 2798841809819941208064*z^4*log(
2) - 72140123309211910144*z^4*log(16)^7 - 1999716023667708249767936*z^4*log(2)^7 - 5455872000000*z^4*log(16)^1
2 - 9584026574831648768*z^4*log(16)^8 + 21900373900492908511232*z^4*log(16)^4 + 4937753031529863345602560*z^4*
log(2)^4 + 202691199780006688456704*z^4*log(2)^2 - 4398046511104*z^4*log(2)^15 + 7060582637240320*z^4*log(2)^1
4 + 306533757240737792*z^4*log(2)^13 + 475509127772689661952*z^4 - 123601207296000*z^3*log(2)^2*log(16)^10 - 1
981523809144229855232*z^3*log(2)^8*log(16) - 118965619683102116278272*z^3*log(2)^2*log(16)^4 + 342913328997335
04*z^3*log(2)^2*log(16)^8 + 816383459852288*z^3*log(2)^7*log(16)^6 - 135191628119144751693824*z^3*log(2)^4*log
(16)^3 + 23276721440555008*z^3*log(2)^4*log(16)^7 - 2647725140655907342319616*z^3*log(2)^3*log(16) + 497321776
1603626565632*z^3*log(2)^5*log(16)^4 - 1049717437042634788831232*z^3*log(2)^4*log(16)^2 - 1481454479474688*z^3
*log(2)^12*log(16)^2 + 31709743546368*z^3*log(2)^10*log(16)^4 + 126838974185472*z^3*log(2)^10*log(16)^3 + 9714
95757709312*z^3*log(2)^3*log(16)^8 - 1828936041003664665346048*z^3*log(2)^4*log(16) - 994366973649419763712*z^
3*log(2)^8*log(16)^2 - 852140899374352887234560*z^3*log(2)^3*log(16)^2 - 6668573630464000*z^3*log(2)*log(16)^9
+ 55825744611212525568*z^3*log(2)^9*log(16) - 1913891687996251543437312*z^3*log(2)^2*log(16) + 14544133648675
32763136*z^3*log(2)^2*log(16)^6 + 43434423129040568320*z^3*log(2)^4*log(16)^5 + 20055648259840933888*z^3*log(2
)^10*log(16) + 7771966061674496*z^3*log(2)^3*log(16)^7 + 96822954639589376*z^3*log(2)^5*log(16)^6 - 2003189000
6212608*z^3*log(2)^9*log(16)^3 - 33725624949271176232960*z^3*log(2)^4*log(16)^4 - 14258046432594755584*z^3*log
(2)*log(16)^7 + 2909590180069376*z^3*log(2)^4*log(16)^8 - 1502577950778075394129920*z^3*log(2)^2*log(16)^2 - 1
52458773422853928960*z^3*log(2)^3*log(16)^6 + 21881789504489185083392*z^3*log(2)^7*log(16)^2 - 360506907730483
6096*z^3*log(2)^8*log(16)^3 + 43696157327995918352384*z^3*log(2)^7*log(16) - 1320505281094787530752*z^3*log(2)
^6*log(16)^3 - 2962908958949376*z^3*log(2)^12*log(16) + 8722141199852608954368*z^3*log(2)^2*log(16)^5 + 100279
50968894652416*z^3*log(2)^10*log(16)^2 - 10373847533879296*z^3*log(2)^6*log(16)^6 - 6017897553918828823040*z^3
*log(2)*log(16)^6 - 62243085203275776*z^3*log(2)^6*log(16)^5 + 303994952948908032*z^3*log(2)^2*log(16)^7 - 779
811992280833612120064*z^3*log(2)*log(16)^2 + 4898300759113728*z^3*log(2)^7*log(16)^5 - 1802261524965736448*z^3
*log(2)*log(16)^8 + 116100648210479851900928*z^3*log(2)^3*log(16)^4 - 35908220801604613540864*z^3*log(2)*log(1
6)^5 - 1236012072960000*z^3*log(2)^2*log(16)^9 - 184441736187564414490624*z^3*log(2)*log(16)^4 - 5007972501553
152*z^3*log(2)^9*log(16)^4 + 19888975414059496767488*z^3*log(2)^5*log(16)^3 + 8437506724324704256*z^3*log(2)^7
*log(16)^4 - 666857363046400*z^3*log(2)*log(16)^10 + 583776999015776256*z^3*log(2)^5*log(16)^5 - 5365116493870
35907588096*z^3*log(2)^6*log(16) - 901267269326209024*z^3*log(2)^8*log(16)^4 - 25350635520000*z^3*log(2)^5*log
(16)^8 - 498644102695543970402304*z^3*log(2)*log(16)^3 + 7293382871534723072*z^3*log(2)^4*log(16)^6 - 33023005
8749035675648*z^3*log(2)^6*log(16)^4 - 914861448061987016704*z^3*log(2)^3*log(16)^5 + 49941986018328576*z^3*lo
g(2)^11*log(16) + 33717371558904725504*z^3*log(2)^7*log(16)^3 + 24970993009164288*z^3*log(2)^11*log(16)^2 + 20
25315588543207280738304*z^3*log(2)^5*log(16) + 470501814239032472305664*z^3*log(2)^3*log(16)^3 - 6579394609593
65395120128*z^3*log(2)*log(16) + 1032545990234704000581632*z^3*log(2)^5*log(16)^2 + 27892840415600050176*z^3*l
og(2)^9*log(16)^2 - 269576246983832470290432*z^3*log(2)^6*log(16)^2 - 202805084160000*z^3*log(2)^5*log(16)^7 -
534004253949425472978944*z^3*log(2)^2*log(16)^3 - 1445807975987073253376*z^3*log(2)^11 + 95117869170945351619
70688*z^3*log(2)^3 + 125402539821259528175616*z^3*log(16)^4 + 27869184000000*z^3*log(16)^11 + 1326499904734315
78705920*z^3*log(16)^3 + 28717465134778193585897472*z^3*log(2)^4 + 2322432000000*z^3*log(16)^12 + 532197934470
0233582903296*z^3*log(2)^8 + 25454492220897558528*z^3*log(16)^7 + 6618240144498460303818752*z^3*log(2)^6 - 154
85323405216972800*z^3*log(2)^12 + 55414047312926234050560*z^3*log(16)^5 + 38457243003502311261339648*z^3*log(2
)^5 + 52796916045368905826304*z^3*log(16)^2 + 65441302339584000*z^3*log(16)^9 - 666238704746038107832320*z^3*l
og(2)^9 + 4458695157554494832640*z^3*log(2) + 1361360702856651004182528*z^3*log(2)^2 + 43239061903611583791104
*z^3*log(2)^10 - 16834527174451016347156480*z^3*log(2)^7 + 6646317241958400*z^3*log(16)^10 + 92943386947345193
04192*z^3*log(16)^6 - 12201868495028962197504*z^3*log(16) + 17592186044416*z^3*log(2)^15 + 10889563161493504*z
^3*log(2)^14 - 298650318999126016*z^3*log(2)^13 + 3377522312582946816*z^3*log(16)^8 - 1902036511090758647808*z
^3 + 755720731484813764608*z^2*log(2)^3*log(16)^5 + 322861896984319903165440*z^2*log(2)*log(16)^3 - 1048345661
533133312*z^2*log(2)^2*log(16)^7 - 5028406580215808*z^2*log(2)^11*log(16)^2 + 519439694472070237421568*z^2*log
(2)*log(16)^2 + 81419435060480498130944*z^2*log(2)^4*log(16)^3 + 43256631515762655232*z^2*log(2)^9*log(16)^2 -
24888150022900903313408*z^2*log(2)^7*log(16)^2 + 101344405913600*z^2*log(2)^5*log(16)^7 - 1650837453938560707
133440*z^2*log(2)^5*log(16) - 288267933864703597535232*z^2*log(2)^3*log(16)^3 - 6523846303980453888*z^2*log(2)
^10*log(16)^2 - 31781893774461394944*z^2*log(2)^4*log(16)^5 - 836938477251017987784704*z^2*log(2)^5*log(16)^2
+ 204377366991983509504*z^2*log(2)^6*log(16)^4 + 5566695393009559680*z^2*log(2)*log(16)^7 + 788023419600896*z^
2*log(2)^12*log(16)^2 - 1261307233300185088*z^2*log(2)^5*log(16)^5 - 209981401936232448*z^2*log(2)^5*log(16)^6
- 70808190956160503160832*z^2*log(2)^3*log(16)^4 - 5328528472318398464*z^2*log(2)^4*log(16)^6 + 3281026468660
33771470848*z^2*log(2)^2*log(16)^3 + 16257279790546944*z^2*log(2)^6*log(16)^6 - 10056813160431616*z^2*log(2)^1
1*log(16) + 229101411739426612772864*z^2*log(2)^6*log(16)^2 - 1097869760781538126080*z^2*log(2)^2*log(16)^6 -
7771748935017693184*z^2*log(2)^7*log(16)^4 + 124743862386953920582400*z^2*log(2)*log(16)^4 + 19876137302501376
*z^2*log(2)^3*log(16)^8 + 1936940430240686014464*z^2*log(2)^8*log(16) + 867861182087813490384896*z^2*log(2)^3*
log(16)^2 - 13047528999771701248*z^2*log(2)^10*log(16) + 159009098420011008*z^2*log(2)^3*log(16)^7 + 441843054
5952740849408*z^2*log(2)*log(16)^6 - 49714163007549283500032*z^2*log(2)^7*log(16) - 1689973745080320*z^2*log(2
)^4*log(16)^8 + 86495655026260705280*z^2*log(2)^9*log(16) - 2882460792967444406272*z^2*log(2)^5*log(16)^4 + 69
4798431434610960*z^2*log(2)*log(16)^8 + 1576046839201792*z^2*log(2)^12*log(16) + 2314271791091943865761792*z^2
*log(2)^3*log(16) - 20451023650816*z^2*log(2)^10*log(16)^4 + 8804002632302592*z^2*log(2)^9*log(16)^3 - 1152143
2565218866003968*z^2*log(2)^5*log(16)^3 - 31071598561896431616*z^2*log(2)^7*log(16)^3 + 12668050739200*z^2*log
(2)^5*log(16)^8 + 1511901222252985780109312*z^2*log(2)^4*log(16) + 97543678743281664*z^2*log(2)^6*log(16)^5 -
81804094603264*z^2*log(2)^10*log(16)^3 + 837412349939792879951872*z^2*log(2)^4*log(16)^2 + 4635831937138370480
70144*z^2*log(2)*log(16) + 1476371035004604844474368*z^2*log(2)^2*log(16) - 6572513872458296986112*z^2*log(2)^
2*log(16)^5 + 26432626277978019779328*z^2*log(2)*log(16)^5 + 126324476477115653120*z^2*log(2)^3*log(16)^6 + 22
01000658075648*z^2*log(2)^9*log(16)^4 + 816859176776312160256*z^2*log(2)^6*log(16)^3 - 13519789960642560*z^2*l
og(2)^4*log(16)^7 - 34616423052800*z^2*log(2)*log(16)^10 - 384929454358528*z^2*log(2)^7*log(16)^6 - 1297997715
54681664*z^2*log(2)^2*log(16)^8 + 414478712320000*z^2*log(2)^2*log(16)^9 + 41447871232000*z^2*log(2)^2*log(16)
^10 + 970110941165918355456*z^2*log(2)^8*log(16)^2 + 456569365241777249976320*z^2*log(2)^6*log(16) + 410181511
393837056*z^2*log(2)^8*log(16)^4 + 20301952034515838539776*z^2*log(2)^4*log(16)^4 - 346164230528000*z^2*log(2)
*log(16)^9 + 1640726045575348224*z^2*log(2)^8*log(16)^3 - 2309576726151168*z^2*log(2)^7*log(16)^5 + 7107637747
2150563419648*z^2*log(2)^2*log(16)^4 + 1075045909105436526557184*z^2*log(2)^2*log(16)^2 - 39336484799817591478
02624*z^2*log(2)^8 - 31828338648024436703232*z^2*log(2)^10 + 658614858904957353984*z^2*log(2)^11 - 41148212850
918681438592*z^2*log(16)^5 + 12419938832730290521112576*z^2*log(2)^7 - 976243015903014618660864*z^2*log(2)^2 -
6959543776442246270287872*z^2*log(2)^3 - 6578496000000*z^2*log(16)^11 - 548208000000*z^2*log(16)^12 - 9980136
355904000*z^2*log(16)^9 - 1052161505439931916*z^2*log(16)^8 - 105065349919660155691008*z^2*log(16)^3 - 2894508
0058851281639636992*z^2*log(2)^5 - 8178926586273759328*z^2*log(16)^7 - 94808840956109694038208*z^2*log(16)^4 +
518320325791341018611712*z^2*log(2)^9 - 1022134787590400*z^2*log(16)^10 + 4028846023559381778432*z^2*log(16)
- 21418706077645397771206656*z^2*log(2)^4 - 5028189388597188624384*z^2*log(2) - 5160568145484769334001664*z^2*
log(2)^6 - 6877008631537430220064*z^2*log(16)^6 + 137977765977653248*z^2*log(2)^13 + 16357235711176343552*z^2*
log(2)^12 - 4398046511104*z^2*log(2)^15 - 6198909118447616*z^2*log(2)^14 - 48229883618037909553152*z^2*log(16)
^2 + 475509127772689661952*z^2 + 23895282810880*z*log(2)^7*log(16)^6 + 48000762985081216*z*log(2)^2*log(16)^8
- 376493690033094587056128*z*log(2)^2*log(16) - 451822301255346345017344*z*log(2)^4*log(16) + 1661635246612245
0141184*z*log(2)^7*log(16) + 334541281064960*z*log(2)^4*log(16)^8 + 360024897880000*z*log(2)*log(16)^9 + 25416
5920450867253760*z*log(2)^2*log(16)^6 - 632381421539429449728*z*log(2)^8*log(16) + 26027979201064468480*z*log(
2)^6*log(16)^3 - 144851697299228079685632*z*log(2)^6*log(16) + 3296035924235780096*z*log(2)^10*log(16) - 72399
797434302225317888*z*log(2)^6*log(16)^2 - 67605580025669048205312*z*log(2)*log(16)^2 + 143371696865280*z*log(2
)^7*log(16)^5 - 1525644052461559393280*z*log(2)^2*log(16)^4 + 6477949661828546560*z*log(2)^6*log(16)^4 - 15148
81005989550848*z*log(2)*log(16)^7 + 8306511910835153010688*z*log(2)^7*log(16)^2 - 806680170653379035430912*z*l
og(2)^3*log(16) - 6412589103519232*z*log(2)^3*log(16)^8 - 34540149445492736*z*log(2)^8*log(16)^4 - 63514417875
25250209280*z*log(2)*log(16)^5 + 15564506468460838912*z*log(2)^5*log(16)^4 - 34405333474575952619520*z*log(2)*
log(16)^3 - 4497617358684160*z*log(2)^9*log(16)^3 - 206496883008032999878656*z*log(2)^2*log(16)^2 - 4157938131
24284416*z*log(2)^7*log(16)^4 + 59181969640639234048*z*log(2)^5*log(16)^3 + 36002489788000*z*log(2)*log(16)^10
- 188280051055053856*z*log(2)*log(16)^8 - 833530880000*z*log(2)^5*log(16)^8 + 1519591232570089530368*z*log(2)
^2*log(16)^5 + 385684953927369728*z*log(2)^2*log(16)^7 - 83321484821610812669952*z*log(2)*log(16) - 2158448043
471909208064*z*log(2)^4*log(16)^3 + 11682311045120*z*log(2)^12*log(16)^2 + 5871220293632*z*log(2)^10*log(16)^4
+ 23484881174528*z*log(2)^10*log(16)^3 - 69952085280000*z*log(2)^2*log(16)^9 - 51300712828153856*z*log(2)^3*l
og(16)^7 - 390437298761893998690304*z*log(2)^3*log(16)^2 - 17427083062542336*z*log(2)^6*log(16)^5 - 5326200239
27257378816*z*log(2)^4*log(16)^4 - 138160597781970944*z*log(2)^8*log(16)^3 - 1062112385880373576192*z*log(2)*l
og(16)^6 + 516072666888550496731136*z*log(2)^5*log(16) - 160666259238161088512*z*log(2)^3*log(16)^5 + 16480414
46999064576*z*log(2)^10*log(16)^2 - 16225976020639941033984*z*log(2)^2*log(16)^3 - 2904513843757056*z*log(2)^6
*log(16)^6 + 646474987732992*z*log(2)^11*log(16) - 316328871367496695808*z*log(2)^8*log(16)^2 - 11244043396710
40*z*log(2)^9*log(16)^4 - 19179988715694721773056*z*log(2)*log(16)^4 - 32022889925942706176*z*log(2)^9*log(16)
+ 706692418767847424*z*log(2)^4*log(16)^6 - 1664131063809572864*z*log(2)^7*log(16)^3 - 16015942580330037248*z
*log(2)^9*log(16)^2 + 461389763888906240*z*log(2)^5*log(16)^5 - 6995208528000*z*log(2)^2*log(16)^10 + 26763302
48519680*z*log(2)^4*log(16)^7 + 4202685889127809024*z*log(2)^4*log(16)^5 + 23364622090240*z*log(2)^12*log(16)
+ 2904671926999526502400*z*log(2)^3*log(16)^4 - 26897411536292540416*z*log(2)^3*log(16)^6 + 76882734738391040*
z*log(2)^5*log(16)^6 + 258094900192000051511296*z*log(2)^5*log(16)^2 + 12688838489613054394368*z*log(2)^3*log(
16)^3 + 323237493866496*z*log(2)^11*log(16)^2 - 228075187978569260023808*z*log(2)^4*log(16)^2 - 6668247040000*
z*log(2)^5*log(16)^7 - 7315370483677921280*z*log(2)^12 + 1619886435109586211962880*z*log(2)^3 + 21061844245677
80032*z*log(16)^7 - 118532058566366181982208*z*log(2)^9 + 10072459281079744489216*z*log(16)^5 + 38698421738144
*z*log(16)^10 + 5597683619639882416128*z*log(2) + 940008539712863593824256*z*log(2)^8 + 2193144456559824564387
84*z*log(2)^2 - 8796093022208*z*log(2)^15 + 658057709223936*z*log(2)^14 + 68234400000*z*log(16)^12 + 526660660
7714362489405440*z*log(2)^4 - 3050160978781853279322112*z*log(2)^7 - 10988613160402944*z*log(2)^13 - 258961847
98592892928*z*log(2)^11 + 1683653741947205962816*z*log(16)^6 + 24720441619859574645120*z*log(16)^4 + 414417644
7910198640640*z*log(16) + 20424670984869677236224*z*log(16)^2 + 6210859383692072058880*z*log(2)^10 + 264325922
433516824*z*log(16)^8 + 818812800000*z*log(16)^11 + 7259691167347461156372480*z*log(2)^5 + 356961081381440*z*l
og(16)^9 + 1330755132006662452543488*z*log(2)^6 + 31771308843368606121984*z*log(16)^3 + 951018255545379323904*
z - 1989127350345228520704*log(2)*log(16)^4 - 64493056000*log(2)^5*log(16)^8 + 4740265216034816*log(2)^3*log(1
6)^7 - 32409823215616*log(2)^12*log(16)^2 - 42408721771747840*log(2)^2*log(16)^7 + 2711725846910992384*log(2)^
9*log(16) - 2041151299688240513024*log(2)^7*log(16) + 112034914290560443269120*log(2)^3*log(16) + 464124623235
29165930496*log(2)^4*log(16) + 592533152004352*log(2)^3*log(16)^8 - 56308145993285632*log(2)^8*log(16)^3 + 201
98493497383824*log(2)*log(16)^8 + 649236785922048*log(2)^11*log(16) + 86257476838231113728*log(2)^8*log(16) +
162508553631134592*log(2)*log(16)^7 - 153492514457600*log(2)^4*log(16)^7 - 4815618000869065752576*log(2)*log(1
6) - 8421357125632*log(2)^10*log(16)^3 - 5287339872068480*log(2)^2*log(16)^8 - 3835856883600*log(2)*log(16)^10
+ 458344980000*log(2)^2*log(16)^10 + 1357348383151357952*log(2)^9*log(16)^2 + 17070726608541990387712*log(2)^
6*log(16) + 79329285493550353920*log(2)*log(16)^6 - 38358568836000*log(2)*log(16)^9 - 64819646431232*log(2)^12
*log(16) + 826086756761032622080*log(2)^5*log(16)^3 + 1331262898777893888*log(2)^3*log(16)^6 - 147482947495133
184*log(2)^10*log(16)^2 + 1053081270462464*log(2)^4*log(16)^6 + 5620339834880*log(2)^7*log(16)^6 - 28864993260
580586061824*log(2)^5*log(16)^2 - 59382211370316626984960*log(2)^5*log(16) + 7921213679642875904*log(2)^3*log(
16)^5 + 206489603387500748800*log(2)^5*log(16)^4 + 1485459695861760*log(2)^9*log(16)^3 + 33722039009280*log(2)
^7*log(16)^5 + 17047044644750507859968*log(2)^3*log(16)^3 - 14149995937779569098752*log(2)*log(16)^2 - 1407703
6498321408*log(2)^8*log(16)^4 + 473698015514640460032*log(2)*log(16)^5 + 73053965453205691179008*log(2)^3*log(
16)^2 + 8465932481077026029568*log(2)^6*log(16)^2 - 4819281365027092147712*log(2)^2*log(16)^4 - 98429140935668
207104*log(2)^2*log(16)^5 - 1403115695603712*log(2)^6*log(16)^5 - 1330777354354364528640*log(2)^4*log(16)^4 -
294949052276015104*log(2)^10*log(16) - 16503861841383206144*log(2)^2*log(16)^6 - 18621723403358560903168*log(2
)^2*log(16)^3 + 4274941062749356929024*log(2)^3*log(16)^4 + 3011646037063892992*log(2)^7*log(16)^3 + 430724302
73122271232*log(2)^8*log(16)^2 - 19252926298898432*log(2)^5*log(16)^5 - 6987211311431610501120*log(2)^2*log(16
)^2 - 19186564307200*log(2)^4*log(16)^8 + 8467382825181184*log(2)^4*log(16)^5 + 752967712664322048*log(2)^7*lo
g(16)^4 - 2105339281408*log(2)^10*log(16)^4 + 23006999186399962202112*log(2)^2*log(16) - 3210024920195072*log(
2)^5*log(16)^6 + 4583449800000*log(2)^2*log(16)^9 + 371364923965440*log(2)^9*log(16)^4 - 515944448000*log(2)^5
*log(16)^7 - 69432694014896635904*log(2)^6*log(16)^3 + 324618392961024*log(2)^11*log(16)^2 - 53231687318298958
64320*log(2)^4*log(16)^3 - 1017564048769775042560*log(2)^7*log(16)^2 - 17360512029883498496*log(2)^6*log(16)^4
- 233852615933952*log(2)^6*log(16)^6 + 17883050321464176418816*log(2)^4*log(16)^2 - 11111457768580591629312*l
og(2)*log(16)^3 - 3506034375*log(16)^12 - 42072412500*log(16)^11 - 219929833864705952*log(16)^7 + 341765064825
2*log(16)^10 - 2072088223955099320320*log(16) - 112951624317272470978560*log(2)^6 - 27383146155190684*log(16)^
8 + 35719161607520*log(16)^9 + 8569468148890282754048*log(2)^9 - 113555436937791725371392*log(2)^3 - 440279044
0975529607168*log(16)^2 - 73139589457125990727680*log(2)^8 - 136195407287193010400*log(16)^6 - 348067876086164
226048*log(2)^10 - 2798841809819941208064*log(2) + 246535495432584793423872*log(2)^7 + 732838425689849856*log(
2)^12 - 814090996102413753728*log(16)^5 - 8056773686893477888*log(2)^11 - 16704502004642284044288*log(2)^2 - 6
05409171744522216734720*log(2)^5 - 424476576131312050814976*log(2)^4 + 6150152918138880*log(2)^13 + 4398046511
104*log(2)^15 - 116479513067520*log(2)^14 - 2468547490236798185664*log(16)^4 - 4451026641787218124800*log(16)^
3 - 475509127772689661952, z, k)*(131744062829255196672*log(16) - 65549116514903261184*log(2) + 42799578522755
8453248*log(2)*log(16) + x*(25866975714699336744960*log(2) - 4070642088536973508608*log(16) + 2568709193608873
377792*log(2)*log(16) + 1279426939434867621888*log(2)*log(16)^2 - 858917896114422153216*log(2)^2*log(16) - 493
3597738836164608*log(2)*log(16)^3 + 185807198318688731136*log(2)^3*log(16) - 1240824896292913152*log(2)*log(16
)^4 - 11374141950090280960*log(2)^4*log(16) - 4455276950323200*log(2)*log(16)^5 - 516252187056144384*log(2)^5*
log(16) - 742546158387200*log(2)*log(16)^6 + 16373454714437632*log(2)^6*log(16) - 447020196167680*log(2)^7*log
(16) + 36401148873515816976384*log(2)^2 - 29586889608917162131456*log(2)^3 + 9104910601167151562752*log(2)^4 -
1588549111769343197184*log(2)^5 + 124694903851665326080*log(2)^6 - 2674245036450775040*log(2)^7 + 49101676740
608*log(2)^8 + 1039175927201792*log(2)^9 + 2886218022912*log(2)^10 - 2025226644930460385280*log(16)^2 + 101299
79652412801024*log(16)^3 + 2576986412213600256*log(16)^4 + 26717448044544000*log(16)^5 + 4471698489344000*log(
16)^6 + 8053063680000*log(16)^7 + 1006632960000*log(16)^8 - 429761915091878412288*log(2)^2*log(16)^2 - 3032736
95332270080*log(2)^2*log(16)^3 + 93034949457655889920*log(2)^3*log(16)^2 - 76201749664235520*log(2)^2*log(16)^
4 + 131350298311524352*log(2)^3*log(16)^3 - 5687140411781414912*log(2)^4*log(16)^2 - 229995498700800*log(2)^2*
log(16)^5 + 32837574577881088*log(2)^3*log(16)^4 - 69436736274432*log(2)^4*log(16)^3 - 258093864093483008*log(
2)^5*log(16)^2 - 38332583116800*log(2)^2*log(16)^6 - 17359184068608*log(2)^4*log(16)^4 + 32229434589184*log(2)
^5*log(16)^3 + 8186727357218816*log(2)^6*log(16)^2 + 8057358647296*log(2)^5*log(16)^4 - 223510098083840*log(2)
^7*log(16)^2 + 1304682833985077772288) + 210886627103602638848*log(2)*log(16)^2 - 305167030807705944064*log(2)
^2*log(16) - 3106875774427201536*log(2)*log(16)^3 + 96323041560050532352*log(2)^3*log(16) - 771231773920067584
*log(2)*log(16)^4 - 16934747962876100608*log(2)^4*log(16) + 3292301812039680*log(2)*log(16)^5 + 95135890200644
8128*log(2)^5*log(16) + 548716968673280*log(2)*log(16)^6 - 13829171922862080*log(2)^6*log(16) + 25130712642355
2*log(2)^7*log(16) + 19241453486080*log(2)^8*log(16) - 1170802940067786522624*log(2)^2 - 916785558883535945728
*log(2)^3 + 692482810241402011648*log(2)^4 - 192083108673353678848*log(2)^5 + 21532347212945686528*log(2)^6 +
1654013013306376192*log(2)^7 - 226090516582760448*log(2)^8 + 7949632277577728*log(2)^9 - 155443456376832*log(2
)^10 + 69093428214550757376*log(16)^2 + 3195417407111823360*log(16)^3 + 766337161090826240*log(16)^4 - 1957044
3954421760*log(16)^5 - 3311848610856960*log(16)^6 - 21474836480000*log(16)^7 - 2684354560000*log(16)^8 - 15132
7517077512650752*log(2)^2*log(16)^2 + 1256571103178915840*log(2)^2*log(16)^3 + 48029299969152253952*log(2)^3*l
og(16)^2 + 314858746842972160*log(2)^2*log(16)^4 - 132217031301791744*log(2)^3*log(16)^3 - 8465521862690996224
*log(2)^4*log(16)^2 + 429582628945920*log(2)^2*log(16)^5 - 33049533361422336*log(2)^3*log(16)^4 + 185211874705
4080*log(2)^4*log(16)^3 + 475513493466906624*log(2)^5*log(16)^2 + 71597104824320*log(2)^2*log(16)^6 + 28346784
15360*log(2)^3*log(16)^5 + 463029686763520*log(2)^4*log(16)^4 - 165957536317440*log(2)^5*log(16)^3 - 691458596
1431040*log(2)^6*log(16)^2 + 472446402560*log(2)^3*log(16)^6 - 41489384079360*log(2)^5*log(16)^4 + 12565356321
1776*log(2)^7*log(16)^2 + 9620726743040*log(2)^8*log(16)^2 + 40592084465948295168) + x*(4612196882680562633932
8*log(2) - 6244289153770085941248*log(16) + 3970755234536192999424*log(2)*log(16) + 1977526112512812384256*log
(2)*log(16)^2 - 1375325128078038925312*log(2)^2*log(16) - 7860790542693564416*log(2)*log(16)^3 + 3106125468697
49874688*log(2)^3*log(16) - 1976804869935202304*log(2)*log(16)^4 - 19855872811306319872*log(2)^4*log(16) - 696
4340557086720*log(2)*log(16)^5 - 806686491198619648*log(2)^5*log(16) - 1160723426181120*log(2)*log(16)^6 + 246
93470543216640*log(2)^6*log(16) - 692549517836288*log(2)^7*log(16) + 65368219493274064257024*log(2)^2 - 532806
39377401472614400*log(2)^3 + 16465767524182450503680*log(2)^4 - 2889499979332454449152*log(2)^5 + 230634372049
840111616*log(2)^6 - 5416345698436120576*log(2)^7 + 21759924597948416*log(2)^8 + 1535218880086016*log(2)^9 + 3
985729650688*log(2)^10 - 3106510550781287989248*log(16)^2 + 15687947209939091456*log(16)^3 + 39894116733173104
64*log(16)^4 + 40487805842882560*log(16)^5 + 6775370426613760*log(16)^6 + 11744051200000*log(16)^7 + 146800640
0000*log(16)^8 - 688146714457980010496*log(2)^2*log(16)^2 - 484629252784783360*log(2)^2*log(16)^3 + 1555208052
30378221568*log(2)^3*log(16)^2 - 121755855476490240*log(2)^2*log(16)^4 + 214531795503284224*log(2)^3*log(16)^3
- 9927999084258394112*log(2)^4*log(16)^2 - 359125368176640*log(2)^2*log(16)^5 + 53632948875821056*log(2)^3*lo
g(16)^4 - 62678605234176*log(2)^4*log(16)^3 - 403292807650869248*log(2)^5*log(16)^2 - 59854228029440*log(2)^2*
log(16)^6 - 15669651308544*log(2)^4*log(16)^4 + 50437948440576*log(2)^5*log(16)^3 + 12346735271608320*log(2)^6
*log(16)^2 + 12609487110144*log(2)^5*log(16)^4 - 346274758918144*log(2)^7*log(16)^2 + 2876953944674141208576)
+ 460996873434759823360*log(2)*log(16)^2 - 672212496248663179264*log(2)^2*log(16) - 6208901891053584384*log(2)
*log(16)^3 + 211455706255758196736*log(2)^3*log(16) - 1544103275628855296*log(2)*log(16)^4 - 37280309810443583
488*log(2)^4*log(16) + 4873318280724480*log(2)*log(16)^5 + 2413902954311450624*log(2)^5*log(16) + 812219713454
080*log(2)*log(16)^6 - 57254005503426560*log(2)^6*log(16) + 1237749713600512*log(2)^7*log(16) + 32362578575360
*log(2)^8*log(16) - 2026417303615454576640*log(2)^2 - 1486531253882679459840*log(2)^3 + 1158870953247241142272
*log(2)^4 - 330063212940598706176*log(2)^5 + 36635743474098896896*log(2)^6 + 2680485758418026496*log(2)^7 - 35
3341316391763968*log(2)^8 + 11980044620529664*log(2)^9 - 276905131507712*log(2)^10 + 149129764120185274368*log
(16)^2 + 5761488371727728640*log(16)^3 + 1379429877229813760*log(16)^4 - 36672810977853440*log(16)^5 - 6201703
126794240*log(16)^6 - 38386270208000*log(16)^7 - 4798283776000*log(16)^8 - 333516587107716825088*log(2)^2*log(
16)^2 + 2590944858843643904*log(2)^2*log(16)^3 + 105457712643279683584*log(2)^3*log(16)^2 + 649341017497010176
*log(2)^2*log(16)^4 - 270141552972529664*log(2)^3*log(16)^3 - 18637196705694482432*log(2)^4*log(16)^2 + 962881
671659520*log(2)^2*log(16)^5 - 67536723709526016*log(2)^3*log(16)^4 + 2958199527309312*log(2)^4*log(16)^3 + 12
06684388171972608*log(2)^5*log(16)^2 + 160480278609920*log(2)^2*log(16)^6 - 801279836160*log(2)^3*log(16)^5 +
739549881827328*log(2)^4*log(16)^4 - 267088983752704*log(2)^5*log(16)^3 - 28627002751713280*log(2)^6*log(16)^2
- 133546639360*log(2)^3*log(16)^6 - 66772245938176*log(2)^5*log(16)^4 + 618874856800256*log(2)^7*log(16)^2 +
16181289287680*log(2)^8*log(16)^2 + 101153904594216026112) - 68574418767273000960*log(16) - 229905975720304312
320*log(2)*log(16) - 178649057359892054016*log(2) - x*(1621482172657884463104*log(16) - 2533933709386743545856
*log(2) - 1091872264230714605568*log(2)*log(16) - 549710581905555980288*log(2)*log(16)^2 + 1016222488733220864
00*log(2)^2*log(16) - 3779042871321493504*log(2)*log(16)^3 + 61518837395751960576*log(2)^3*log(16) - 950502069
233893376*log(2)*log(16)^4 - 3449028853010268160*log(2)^4*log(16) - 3444810842112000*log(2)*log(16)^5 - 528813
885675798528*log(2)^5*log(16) - 574135140352000*log(2)*log(16)^6 - 15089308616622080*log(2)^6*log(16) + 346021
35584768*log(2)^7*log(16) - 2704593056617256976384*log(2)^2 + 3305969135421558358016*log(2)^3 - 74091396311941
120000*log(2)^4 - 368936496583971700736*log(2)^5 + 39653535847173586944*log(2)^6 - 166707819590975488*log(2)^7
+ 38155996073295872*log(2)^8 + 748398051328*log(2)^9 - 3573412790272*log(2)^10 + 817299252195049684992*log(16
)^2 + 6587032844987351040*log(16)^3 + 1682855618763509760*log(16)^4 + 21677601993523200*log(16)^5 + 3628898235
187200*log(16)^6 + 6841958400000*log(16)^7 + 855244800000*log(16)^8 + 50473363948700041216*log(2)^2*log(16)^2
- 338158535883096064*log(2)^2*log(16)^3 + 30865042750132715520*log(2)^3*log(16)^2 - 85037193873391616*log(2)^2
*log(16)^4 + 105624052256735232*log(2)^3*log(16)^3 - 1721070809396543488*log(2)^4*log(16)^2 - 298535941570560*
log(2)^2*log(16)^5 + 26406013064183808*log(2)^3*log(16)^4 + 3443617108590592*log(2)^4*log(16)^3 - 264405921826
865152*log(2)^5*log(16)^2 - 49755990261760*log(2)^2*log(16)^6 + 860904277147648*log(2)^4*log(16)^4 + 102101103
4112*log(2)^5*log(16)^3 - 7544654308311040*log(2)^6*log(16)^2 + 255252758528*log(2)^5*log(16)^4 + 173010677923
84*log(2)^7*log(16)^2 + 535176553407971328000) - 113157201866510467072*log(2)*log(16)^2 + 16123846608223941427
2*log(2)^2*log(16) + 1795798884638949376*log(2)*log(16)^3 - 63827753561464766464*log(2)^3*log(16) + 4489658349
06312704*log(2)*log(16)^4 + 15276011284693254144*log(2)^4*log(16) + 9668247945216*log(2)*log(16)^5 - 111148576
2404089856*log(2)^5*log(16) + 1611374657536*log(2)*log(16)^6 + 44637061591859200*log(2)^6*log(16) - 2477825286
209536*log(2)^7*log(16) - 2886218022912*log(2)^8*log(16) - 149151740915759185920*log(2)^2 - 247153931458506653
696*log(2)^3 + 190218368957277011968*log(2)^4 - 3051001330796593152*log(2)^5 - 3655544158967300096*log(2)^6 -
1368612103694319616*log(2)^7 + 17484710661849088*log(2)^8 + 3616438162030592*log(2)^9 + 53051436040192*log(2)^
10 - 33702397565833887744*log(16)^2 + 610368369510531072*log(16)^3 + 184591100004978688*log(16)^4 + 1927404976
5834752*log(16)^5 + 3274545952161792*log(16)^6 + 26658996224000*log(16)^7 + 3332374528000*log(16)^8 + 79376789
909953052672*log(2)^2*log(16)^2 - 1243815890757091328*log(2)^2*log(16)^3 - 31811602014667014144*log(2)^3*log(1
6)^2 - 312669922177318912*log(2)^2*log(16)^4 + 102280873894739968*log(2)^3*log(16)^3 + 7642058640970481664*log
(2)^4*log(16)^2 - 1029569692827648*log(2)^2*log(16)^5 + 25577853260398592*log(2)^3*log(16)^4 + 405299862385459
2*log(2)^4*log(16)^3 - 555590497263943680*log(2)^5*log(16)^2 - 171594948804608*log(2)^2*log(16)^6 + 4580872028
160*log(2)^3*log(16)^5 + 1013249655963648*log(2)^4*log(16)^4 + 152383938101248*log(2)^5*log(16)^3 + 2231853079
5929600*log(2)^6*log(16)^2 + 763478671360*log(2)^3*log(16)^6 + 38095984525312*log(2)^5*log(16)^4 - 12389126431
04768*log(2)^7*log(16)^2 - 1443109011456*log(2)^8*log(16)^2 - 39939471324638871552) + x*(430276078065961905684
48*log(2) - 5964698271373326286848*log(16) + 3972436630754185445376*log(2)*log(16) + 1987189703280649830400*lo
g(2)*log(16)^2 - 1015774858485903654912*log(2)^2*log(16) + 972193436770304000*log(2)*log(16)^3 + 1147210085033
00816896*log(2)^3*log(16) + 244055275709071360*log(2)*log(16)^4 - 7298069301804662784*log(2)^4*log(16) + 60414
9909897216*log(2)*log(16)^5 + 162622880914341888*log(2)^5*log(16) + 100691651649536*log(2)*log(16)^6 + 2813930
8258951168*log(2)^6*log(16) - 362091781292032*log(2)^7*log(16) + 60391552685900438175744*log(2)^2 - 5146235185
5655208353792*log(2)^3 + 14314902025333756657664*log(2)^4 - 1858419239603278970880*log(2)^5 + 1273235666599988
42880*log(2)^6 - 4240778955910545408*log(2)^7 - 5767877877563392*log(2)^8 + 599569918328832*log(2)^9 + 5772436
045824*log(2)^10 - 2983536284424330706944*log(16)^2 - 1193857690885521408*log(16)^3 - 306854595555827712*log(1
6)^4 - 5039677537468416*log(16)^5 - 844591120244736*log(16)^6 - 1990656000000*log(16)^7 - 248832000000*log(16)
^8 - 507852351525745590272*log(2)^2*log(16)^2 + 35253352688779264*log(2)^2*log(16)^3 + 57353797415722811392*lo
g(2)^3*log(16)^2 + 9032882525372416*log(2)^2*log(16)^4 - 6706835927597056*log(2)^3*log(16)^3 - 365249104211817
2672*log(2)^4*log(16)^2 + 131726611906560*log(2)^2*log(16)^5 - 1676708981899264*log(2)^3*log(16)^4 - 345639121
5841280*log(2)^4*log(16)^3 + 81332511717720064*log(2)^5*log(16)^2 + 21954435317760*log(2)^2*log(16)^6 - 864097
803960320*log(2)^4*log(16)^4 + 21071260549120*log(2)^5*log(16)^3 + 14069654129475584*log(2)^6*log(16)^2 + 5267
815137280*log(2)^5*log(16)^4 - 181045890646016*log(2)^7*log(16)^2 + 2609365667970155544576) + 3876027251433669
26336*log(2)*log(16)^2 - 584206057766602539008*log(2)^2*log(16) - 3113673415143686144*log(2)*log(16)^3 + 15577
0558740604387328*log(2)^3*log(16) - 774521848453758976*log(2)*log(16)^4 - 19304513824618971136*log(2)^4*log(16
) + 2337903199297536*log(2)*log(16)^5 + 1329174587369324544*log(2)^5*log(16) + 389650533216256*log(2)*log(16)^
6 - 30656260101636096*log(2)^6*log(16) - 1269649945657344*log(2)^7*log(16) + 12773232738304*log(2)^8*log(16) -
1862222278268364521472*log(2)^2 - 1377780571320828821504*log(2)^3 + 1153629013951466438656*log(2)^4 - 2595018
69038361903104*log(2)^5 + 22835995813571723264*log(2)^6 - 373278895442493440*log(2)^7 - 163294829265027072*log
(2)^8 + 10624188138127360*log(2)^9 - 105209518882816*log(2)^10 + 126863516044792037376*log(16)^2 + 61787395514
10102272*log(16)^3 + 1546433065263525888*log(16)^4 + 1074253779105792*log(16)^5 + 200165073605632*log(16)^6 +
9052618752000*log(16)^7 + 1131577344000*log(16)^8 - 291598067576095375360*log(2)^2*log(16)^2 + 504213736277999
616*log(2)^2*log(16)^3 + 77800710265858162688*log(2)^3*log(16)^2 + 125118970409631744*log(2)^2*log(16)^4 - 845
66532640997376*log(2)^3*log(16)^3 - 9644377925796233216*log(2)^4*log(16)^2 - 560678195920896*log(2)^2*log(16)^
5 - 21138418406457344*log(2)^3*log(16)^4 + 7878986513252352*log(2)^4*log(16)^3 + 664600840275755008*log(2)^5*l
og(16)^2 - 93446365986816*log(2)^2*log(16)^6 + 1928852275200*log(2)^3*log(16)^5 + 1969746628313088*log(2)^4*lo
g(16)^4 + 13546591092736*log(2)^5*log(16)^3 - 15328130050818048*log(2)^6*log(16)^2 + 321475379200*log(2)^3*log
(16)^6 + 3386647773184*log(2)^5*log(16)^4 - 634824972828672*log(2)^7*log(16)^2 + 6386616369152*log(2)^8*log(16
)^2 + 81184168931896590336) + 325037584810784948224*log(2)*log(16)^2 - 491682088153047105536*log(2)^2*log(16)
- 2158015114619027456*log(2)*log(16)^3 + 136236134291319816192*log(2)^3*log(16) - 537904325451505664*log(2)*lo
g(16)^4 - 18614200694685564928*log(2)^4*log(16) + 959671921950720*log(2)*log(16)^5 + 1336559169834057728*log(2
)^5*log(16) + 159945320325120*log(2)*log(16)^6 - 41868896063455232*log(2)^6*log(16) + 89048832016384*log(2)^7*
log(16) + 962072674304*log(2)^8*log(16) - 1024368874255147597824*log(2)^2 - 644596444384685719552*log(2)^3 + 5
80362771234892546048*log(2)^4 - 139736334456668028928*log(2)^5 + 13423126284729319424*log(2)^6 - 1997923594524
42624*log(2)^7 - 68275120359079936*log(2)^8 + 4070082808381440*log(2)^9 - 39170101739520*log(2)^10 + 103842680
967312064512*log(16)^2 + 3525222296371822592*log(16)^3 + 879201193463083008*log(16)^4 - 1258400622710784*log(1
6)^5 - 206210307774464*log(16)^6 + 1509912576000*log(16)^7 + 188739072000*log(16)^8 - 245344707697664065536*lo
g(2)^2*log(16)^2 + 496150851687677952*log(2)^2*log(16)^3 + 68055518616982650880*log(2)^3*log(16)^2 + 123805803
957157888*log(2)^2*log(16)^4 - 62548691966754816*log(2)^3*log(16)^3 - 9303599948222693376*log(2)^4*log(16)^2 -
139145378856960*log(2)^2*log(16)^5 - 15637377103560704*log(2)^3*log(16)^4 + 3500399120089088*log(2)^4*log(16)
^3 + 668279368105066496*log(2)^5*log(16)^2 - 23190896476160*log(2)^2*log(16)^6 - 122467123200*log(2)^3*log(16)
^5 + 875099780022272*log(2)^4*log(16)^4 - 216811962368*log(2)^5*log(16)^3 - 20934448031727616*log(2)^6*log(16)
^2 - 20411187200*log(2)^3*log(16)^6 - 54202990592*log(2)^5*log(16)^4 + 44524416008192*log(2)^7*log(16)^2 + 481
036337152*log(2)^8*log(16)^2 + 80531555790587166720) + 56556882351441444864*log(2)^2*log(16)^2 - 8575880168479
1296*log(2)^2*log(16)^3 - 15866590340516413440*log(2)^3*log(16)^2 - 21418883090202624*log(2)^2*log(16)^4 + 973
6097117765632*log(2)^3*log(16)^3 + 2211346345436119040*log(2)^4*log(16)^2 + 12490398597120*log(2)^2*log(16)^5
+ 2434182794641408*log(2)^3*log(16)^4 - 389472930758656*log(2)^4*log(16)^3 - 161220996455464960*log(2)^5*log(1
6)^2 + 2081733099520*log(2)^2*log(16)^6 + 95109120000*log(2)^3*log(16)^5 - 97368232689664*log(2)^4*log(16)^4 -
5127599554560*log(2)^5*log(16)^3 + 5527510766845952*log(2)^6*log(16)^2 + 15851520000*log(2)^3*log(16)^6 - 128
1899888640*log(2)^5*log(16)^4 - 63103991545856*log(2)^7*log(16)^2 + 788126498816*log(2)^8*log(16)^2 - 19969735
662319435776)*root(1070102553062384074752*z^6*log(2)^2*log(16)^6 - 99622544215455211454464*z^6*log(2)*log(16)^
4 - 175821714279939178496*z^6*log(2)^9*log(16)^2 - 1179680093649734991872*z^6*log(2)^6*log(16)^3 + 23149742762
4919040*z^6*log(2)^2*log(16)^8 - 385939325626130676842496*z^6*log(2)^6*log(16) + 2057222225920000*z^6*log(2)*l
og(16)^10 - 1549761639350272*z^6*log(2)^12*log(16)^2 + 44255343017984*z^6*log(2)^10*log(16)^4 - 79303581823401
984*z^6*log(2)^11*log(16)^2 + 177021372071936*z^6*log(2)^10*log(16)^3 + 4328674199339008*z^6*log(2)^9*log(16)^
4 + 318789652578304*z^6*log(2)^7*log(16)^6 - 17197049053184*z^6*log(2)^5*log(16)^8 + 17314696797356032*z^6*log
(2)^9*log(16)^3 + 1912737915469824*z^6*log(2)^7*log(16)^5 - 53464392850735104*z^6*log(2)^6*log(16)^6 - 1375763
92425472*z^6*log(2)^5*log(16)^7 + 324298639625158656*z^6*log(2)^8*log(16)^3 - 320786357104410624*z^6*log(2)^6*
log(16)^5 + 10017624670863360*z^6*log(2)^4*log(16)^7 + 1033476505600000*z^6*log(2)^2*log(16)^9 - 2315752093640
011284480*z^6*log(2)^8*log(16)^2 + 100461159845319409664*z^6*log(2)^7*log(16)^3 - 670506435708190720*z^6*log(2
)^3*log(16)^7 + 57425665053414372933632*z^6*log(2)^3*log(16)^4 - 69415643506066335989760*z^6*log(2)^4*log(16)^
3 - 57177348383079661568000*z^6*log(2)^2*log(16)^4 + 87232578216942905589760*z^6*log(2)^7*log(16) - 3300156627
710141005824*z^6*log(2)*log(16)^6 + 14602917646836957184*z^6*log(2)^4*log(16)^6 - 351678057953473069056*z^6*lo
g(2)^9*log(16) - 17208162193538998599680*z^6*log(2)^4*log(16)^4 + 238128525927336156069888*z^6*log(2)^3*log(16
)^3 - 693574888552909501366272*z^6*log(2)^4*log(16)^2 + 1125942987929412071063552*z^6*log(2)^5*log(16) - 37067
1100954821361926144*z^6*log(2)*log(16) - 1151852405859326097358848*z^6*log(2)^2*log(16) + 158176682295951360*z
^6*log(2)^5*log(16)^6 + 43716747717999551578112*z^6*log(2)^7*log(16)^2 - 20136134755997769007104*z^6*log(2)*lo
g(16)^5 - 3099523278700544*z^6*log(2)^12*log(16) - 158607163646803968*z^6*log(2)^11*log(16) + 7443485555863584
768*z^6*log(2)^10*log(16) - 4632152784559272886272*z^6*log(2)^8*log(16) + 24041245933767229440*z^6*log(2)*log(
16)^7 - 83813304463523840*z^6*log(2)^3*log(16)^8 + 87477259135629656064*z^6*log(2)^4*log(16)^5 + 1827175984864
952320*z^6*log(2)^2*log(16)^7 + 2463615433036991037440*z^6*log(2)^5*log(16)^4 - 643861178426579704872960*z^6*l
og(2)^3*log(16)^2 - 295454667340941099008*z^6*log(2)^6*log(16)^4 - 1265757275071782584320*z^6*log(2)^3*log(16)
^5 + 572818344505714424152064*z^6*log(2)^5*log(16)^2 + 3066872408498503680*z^6*log(2)*log(16)^8 + 372191979930
3864320*z^6*log(2)^10*log(16)^2 + 103347650560000*z^6*log(2)^2*log(16)^10 + 950986163269664768*z^6*log(2)^5*lo
g(16)^5 - 271309447226976360202240*z^6*log(2)^2*log(16)^3 + 9848119256300174442496*z^6*log(2)^5*log(16)^3 - 21
2524060861949542400*z^6*log(2)^3*log(16)^6 + 20572222259200000*z^6*log(2)*log(16)^9 - 855752750642494439424000
*z^6*log(2)^2*log(16)^2 - 422163082606622892097536*z^6*log(2)*log(16)^2 - 194148915191572267532288*z^6*log(2)^
6*log(16)^2 - 1248085324257321140879360*z^6*log(2)^4*log(16) - 263803141808854575087616*z^6*log(2)*log(16)^3 +
81074659906289664*z^6*log(2)^8*log(16)^4 + 1252203083857920*z^6*log(2)^4*log(16)^8 + 25118477857855635456*z^6
*log(2)^7*log(16)^4 + 6395104304207371436032*z^6*log(2)^2*log(16)^5 - 1767347609372708921409536*z^6*log(2)^3*l
og(16) + 17078648181976710991839232*z^6*log(2)^4 + 46502674421665973141504*z^6*log(2)^10 - 6991508704503791616
*z^6*log(16)^8 + 74745990573902243299328*z^6*log(16)^4 - 605883009071538702909440*z^6*log(2)^9 - 6972747244214
68160000*z^6*log(2)^11 + 5575352168772450436251648*z^6*log(2)^3 + 32388098036962462531584*z^6*log(16)^5 + 8209
1776501558957572096*z^6*log(16)^3 + 4719759462698920453079040*z^6*log(2)^6 + 790418830384983246372864*z^6*log(
2)^2 + 23210351748976706817359872*z^6*log(2)^5 - 12772997857280000*z^6*log(16)^10 - 4028846023559381778432*z^6
*log(16) + 36615872023160948785152*z^6*log(16)^2 + 5028189388597188624384*z^6*log(2) - 3355443200000*z^6*log(1
6)^12 - 52909070326513532928*z^6*log(16)^7 - 2531581075411435520*z^6*log(2)^12 + 5275971157737112338432*z^6*lo
g(16)^6 + 3217482090490912388939776*z^6*log(2)^8 - 126253583564800000*z^6*log(16)^9 - 921676972546115103411404
8*z^6*log(2)^7 - 40265318400000*z^6*log(16)^11 + 4398046511104*z^6*log(2)^15 + 12292814876442624*z^6*log(2)^14
+ 107458346579132416*z^6*log(2)^13 - 475509127772689661952*z^6 - 462994855249838080*z^5*log(2)^2*log(16)^8 +
703356115906946138112*z^5*log(2)^9*log(16) - 41144444518400000*z^5*log(2)*log(16)^9 + 844326165213245784195072
*z^5*log(2)*log(16)^2 + 1287722356853159409745920*z^5*log(2)^3*log(16)^2 + 590909334681882198016*z^5*log(2)^6*
log(16)^4 + 2531514550143565168640*z^5*log(2)^3*log(16)^5 - 1145636689011428848304128*z^5*log(2)^5*log(16)^2 +
3099523278700544*z^5*log(2)^12*log(16)^2 - 88510686035968*z^5*log(2)^10*log(16)^4 + 158607163646803968*z^5*lo
g(2)^11*log(16)^2 - 354042744143872*z^5*log(2)^10*log(16)^3 - 8657348398678016*z^5*log(2)^9*log(16)^4 - 637579
305156608*z^5*log(2)^7*log(16)^6 + 34394098106368*z^5*log(2)^5*log(16)^8 - 7443839598607728640*z^5*log(2)^10*l
og(16)^2 - 34629393594712064*z^5*log(2)^9*log(16)^3 - 3825475830939648*z^5*log(2)^7*log(16)^5 + 10692878570147
0208*z^5*log(2)^6*log(16)^6 + 275152784850944*z^5*log(2)^5*log(16)^7 - 206695301120000*z^5*log(2)^2*log(16)^10
- 648597279250317312*z^5*log(2)^8*log(16)^3 + 641572714208821248*z^5*log(2)^6*log(16)^5 - 20035249341726720*z
^5*log(2)^4*log(16)^7 - 2066953011200000*z^5*log(2)^2*log(16)^9 + 4631504187280022568960*z^5*log(2)^8*log(16)^
2 - 200922319690638819328*z^5*log(2)^7*log(16)^3 - 1901972326539329536*z^5*log(2)^5*log(16)^5 + 13410128714163
81440*z^5*log(2)^3*log(16)^7 - 114851330106828745867264*z^5*log(2)^3*log(16)^4 - 2251885975858824142127104*z^5
*log(2)^5*log(16) + 2303704811718652194717696*z^5*log(2)^2*log(16) + 138831287012132671979520*z^5*log(2)^4*log
(16)^3 + 542618894453952720404480*z^5*log(2)^2*log(16)^3 + 2496170648514642281758720*z^5*log(2)^4*log(16) + 11
4354696766159323136000*z^5*log(2)^2*log(16)^4 + 527606283617709150175232*z^5*log(2)*log(16)^3 - 29205835293673
914368*z^5*log(2)^4*log(16)^6 - 19696238512600348884992*z^5*log(2)^5*log(16)^3 + 425048121723899084800*z^5*log
(2)^3*log(16)^6 + 3534695218745417842819072*z^5*log(2)^3*log(16) + 1711505501284988878848000*z^5*log(2)^2*log(
16)^2 + 34416324387077997199360*z^5*log(2)^4*log(16)^4 - 476257051854672312139776*z^5*log(2)^3*log(16)^3 + 199
245088430910422908928*z^5*log(2)*log(16)^4 + 40272269511995538014208*z^5*log(2)*log(16)^5 + 388297830383144535
064576*z^5*log(2)^6*log(16)^2 + 1387149777105819002732544*z^5*log(2)^4*log(16)^2 + 6199046557401088*z^5*log(2)
^12*log(16) + 317214327293607936*z^5*log(2)^11*log(16) - 14886971111727169536*z^5*log(2)^10*log(16) + 92643055
69118545772544*z^5*log(2)^8*log(16) - 48082491867534458880*z^5*log(2)*log(16)^7 - 162149319812579328*z^5*log(2
)^8*log(16)^4 - 2504406167715840*z^5*log(2)^4*log(16)^8 - 50236955715711270912*z^5*log(2)^7*log(16)^4 - 316353
364591902720*z^5*log(2)^5*log(16)^6 - 12790208608414742872064*z^5*log(2)^2*log(16)^5 + 77187865125226135368499
2*z^5*log(2)^6*log(16) - 4114444451840000*z^5*log(2)*log(16)^10 - 6133744816997007360*z^5*log(2)*log(16)^8 + 7
41342201909642723852288*z^5*log(2)*log(16) - 87433495435999103156224*z^5*log(2)^7*log(16)^2 - 2140205106124768
149504*z^5*log(2)^2*log(16)^6 - 174465156433885811179520*z^5*log(2)^7*log(16) + 6600313255420282011648*z^5*log
(2)*log(16)^6 + 351643428559878356992*z^5*log(2)^9*log(16)^2 + 167626608927047680*z^5*log(2)^3*log(16)^8 + 235
9360187299469983744*z^5*log(2)^6*log(16)^3 - 174954518271259312128*z^5*log(2)^4*log(16)^5 - 365435196972990464
0*z^5*log(2)^2*log(16)^7 - 4927230866073982074880*z^5*log(2)^5*log(16)^4 - 34157296363953421983678464*z^5*log(
2)^4 + 8057692047118763556864*z^5*log(16) - 10056378777194377248768*z^5*log(2) - 1580837660769966492745728*z^5
*log(2)^2 - 93005348843331946283008*z^5*log(2)^10 - 46420703497953413634719744*z^5*log(2)^5 + 2554599571456000
0*z^5*log(16)^10 + 13983017409007583232*z^5*log(16)^8 - 73231744046321897570304*z^5*log(16)^2 + 6710886400000*
z^5*log(16)^12 + 105818140653027065856*z^5*log(16)^7 + 5063162150822871040*z^5*log(2)^12 - 1494919811478044865
98656*z^5*log(16)^4 + 1211766018143077405818880*z^5*log(2)^9 - 10551942315474224676864*z^5*log(16)^6 - 6434964
180981824777879552*z^5*log(2)^8 + 252507167129600000*z^5*log(16)^9 + 1394549448842936320000*z^5*log(2)^11 - 11
150704337544900872503296*z^5*log(2)^3 - 64776196073924925063168*z^5*log(16)^5 - 164183553003117915144192*z^5*l
og(16)^3 + 18433539450922302068228096*z^5*log(2)^7 - 9439518925397840906158080*z^5*log(2)^6 + 80530636800000*z
^5*log(16)^11 - 8796093022208*z^5*log(2)^15 - 24585629752885248*z^5*log(2)^14 - 214916693158264832*z^5*log(2)^
13 + 951018255545379323904*z^5 + 2835917123367206912*z^4*log(2)^8*log(16)^3 - 30562327749755799355392*z^4*log(
2)^2*log(16)^3 + 206622949376000*z^4*log(2)^2*log(16)^10 - 164819577130828300288*z^4*log(2)^6*log(16)^4 - 4781
967337730164293632*z^4*log(2)*log(16)^5 - 494586653965824294912*z^4*log(2)^9*log(16) - 1049746244370432*z^4*lo
g(2)^7*log(16)^5 - 3790557094217693265920*z^4*log(2)^8*log(16) - 4351776027077246976*z^4*log(2)^10*log(16) - 1
61222201961621487616*z^4*log(2)^3*log(16)^6 - 360845062020984773541888*z^4*log(2)^2*log(16) - 1875471471374254
4732160*z^4*log(2)*log(16)^4 + 69875403871615975424*z^4*log(2)^4*log(16)^5 + 79243259407923442352128*z^4*log(2
)^7*log(16) - 835603067305984*z^4*log(2)^12*log(16)^2 - 108285123488645120*z^4*log(2)^11*log(16)^2 - 102125985
745338368*z^4*log(2)^3*log(16)^8 - 525585682010932016316416*z^4*log(2)^4*log(16) - 817007885962706944*z^4*log(
2)^3*log(16)^7 + 99321800447068471296*z^4*log(2)^7*log(16)^3 - 2943106690709699301376*z^4*log(2)^2*log(16)^4 -
89520389966088980267008*z^4*log(2)^6*log(16)^2 + 148051939890245461671936*z^4*log(2)^5*log(16)^2 + 2825406286
673360125952*z^4*log(2)^2*log(16)^5 - 501694456659968*z^4*log(2)^4*log(16)^8 + 29230742110208*z^4*log(2)^10*lo
g(16)^4 + 2486003657889284096*z^4*log(2)^2*log(16)^7 - 8193200769825236926464*z^4*log(2)^4*log(16)^3 + 2797886
5049600000*z^4*log(2)*log(16)^9 - 3104288276480*z^4*log(2)^5*log(16)^8 + 39720952904070448807936*z^4*log(2)^7*
log(16)^2 + 11636535682078343168*z^4*log(2)^4*log(16)^6 - 739242941714925459734528*z^4*log(2)^3*log(16) - 4013
555653279744*z^4*log(2)^4*log(16)^7 - 177727804012388024057856*z^4*log(2)^6*log(16) + 141278062352507535360*z^
4*log(2)^5*log(16)^4 + 26143801519046882557952*z^4*log(2)^3*log(16)^3 - 955895101366251028480*z^4*log(2)^3*log
(16)^5 - 717446431842450915328*z^4*log(2)*log(16)^6 + 227045151074156544*z^4*log(2)^5*log(16)^6 - 881777308868
13136453632*z^4*log(2)*log(16) - 1671206134611968*z^4*log(2)^12*log(16) - 216570246977290240*z^4*log(2)^11*log
(16) + 1362618586731905024*z^4*log(2)^5*log(16)^5 + 316949145717440512*z^4*log(2)^2*log(16)^8 + 24828700534693
167104*z^4*log(2)^7*log(16)^4 + 8675351022534656*z^4*log(2)^9*log(16)^4 + 4362230580923727872*z^4*log(2)*log(1
6)^8 + 2066229493760000*z^4*log(2)^2*log(16)^9 - 1892442629985479426048*z^4*log(2)^8*log(16)^2 - 1749577073950
72*z^4*log(2)^7*log(16)^6 - 214738887799516483829760*z^4*log(2)^2*log(16)^2 - 247258625578822008832*z^4*log(2)
^9*log(16)^2 - 1931822456077233967104*z^4*log(2)^4*log(16)^4 - 2175771090570182656*z^4*log(2)^10*log(16)^2 - 2
71079230386083550543872*z^4*log(2)^4*log(16)^2 - 42503765996286376542208*z^4*log(2)*log(16)^3 - 34879357854312
0384*z^4*log(2)^6*log(16)^5 - 80035208834410900094976*z^4*log(2)*log(16)^2 + 294995458371105271709696*z^4*log(
2)^5*log(16) + 2797886504960000*z^4*log(2)*log(16)^10 + 4946604580952461557760*z^4*log(2)^3*log(16)^4 + 556027
661924768153600*z^4*log(2)^5*log(16)^3 + 708979280841801728*z^4*log(2)^8*log(16)^4 + 116922968440832*z^4*log(2
)^10*log(16)^3 + 34701404090138624*z^4*log(2)^9*log(16)^3 - 58132263090520064*z^4*log(2)^6*log(16)^6 - 3422074
99911985980375040*z^4*log(2)^3*log(16)^2 - 656953017999692398592*z^4*log(2)^6*log(16)^3 + 34226351886199422976
*z^4*log(2)*log(16)^7 + 476678581210304905216*z^4*log(2)^2*log(16)^6 - 24834306211840*z^4*log(2)^5*log(16)^7 +
6204481404454043648*z^4*log(2)^12 + 28609251393044486291456*z^4*log(2)^10 + 960288573943367540408320*z^4*log(
2)^8 - 349817860472564881555456*z^4*log(2)^9 + 2043894722843389423779840*z^4*log(2)^6 - 19171775414272000*z^4*
log(16)^10 + 27186853746206146560000*z^4*log(16)^3 + 2072088223955099320320*z^4*log(16) - 189317170462720000*z
^4*log(16)^9 + 1516778029948367057977344*z^4*log(2)^3 + 1311089881954898206720*z^4*log(16)^6 + 886382499540991
7198336*z^4*log(16)^5 - 65470464000000*z^4*log(16)^11 + 7043833828749523727417344*z^4*log(2)^5 + 2005579206615
05310720*z^4*log(2)^11 + 16026959051935804882944*z^4*log(16)^2 + 2798841809819941208064*z^4*log(2) - 721401233
09211910144*z^4*log(16)^7 - 1999716023667708249767936*z^4*log(2)^7 - 5455872000000*z^4*log(16)^12 - 9584026574
831648768*z^4*log(16)^8 + 21900373900492908511232*z^4*log(16)^4 + 4937753031529863345602560*z^4*log(2)^4 + 202
691199780006688456704*z^4*log(2)^2 - 4398046511104*z^4*log(2)^15 + 7060582637240320*z^4*log(2)^14 + 3065337572
40737792*z^4*log(2)^13 + 475509127772689661952*z^4 - 123601207296000*z^3*log(2)^2*log(16)^10 - 198152380914422
9855232*z^3*log(2)^8*log(16) - 118965619683102116278272*z^3*log(2)^2*log(16)^4 + 34291332899733504*z^3*log(2)^
2*log(16)^8 + 816383459852288*z^3*log(2)^7*log(16)^6 - 135191628119144751693824*z^3*log(2)^4*log(16)^3 + 23276
721440555008*z^3*log(2)^4*log(16)^7 - 2647725140655907342319616*z^3*log(2)^3*log(16) + 4973217761603626565632*
z^3*log(2)^5*log(16)^4 - 1049717437042634788831232*z^3*log(2)^4*log(16)^2 - 1481454479474688*z^3*log(2)^12*log
(16)^2 + 31709743546368*z^3*log(2)^10*log(16)^4 + 126838974185472*z^3*log(2)^10*log(16)^3 + 971495757709312*z^
3*log(2)^3*log(16)^8 - 1828936041003664665346048*z^3*log(2)^4*log(16) - 994366973649419763712*z^3*log(2)^8*log
(16)^2 - 852140899374352887234560*z^3*log(2)^3*log(16)^2 - 6668573630464000*z^3*log(2)*log(16)^9 + 55825744611
212525568*z^3*log(2)^9*log(16) - 1913891687996251543437312*z^3*log(2)^2*log(16) + 1454413364867532763136*z^3*l
og(2)^2*log(16)^6 + 43434423129040568320*z^3*log(2)^4*log(16)^5 + 20055648259840933888*z^3*log(2)^10*log(16) +
7771966061674496*z^3*log(2)^3*log(16)^7 + 96822954639589376*z^3*log(2)^5*log(16)^6 - 20031890006212608*z^3*lo
g(2)^9*log(16)^3 - 33725624949271176232960*z^3*log(2)^4*log(16)^4 - 14258046432594755584*z^3*log(2)*log(16)^7
+ 2909590180069376*z^3*log(2)^4*log(16)^8 - 1502577950778075394129920*z^3*log(2)^2*log(16)^2 - 152458773422853
928960*z^3*log(2)^3*log(16)^6 + 21881789504489185083392*z^3*log(2)^7*log(16)^2 - 3605069077304836096*z^3*log(2
)^8*log(16)^3 + 43696157327995918352384*z^3*log(2)^7*log(16) - 1320505281094787530752*z^3*log(2)^6*log(16)^3 -
2962908958949376*z^3*log(2)^12*log(16) + 8722141199852608954368*z^3*log(2)^2*log(16)^5 + 10027950968894652416
*z^3*log(2)^10*log(16)^2 - 10373847533879296*z^3*log(2)^6*log(16)^6 - 6017897553918828823040*z^3*log(2)*log(16
)^6 - 62243085203275776*z^3*log(2)^6*log(16)^5 + 303994952948908032*z^3*log(2)^2*log(16)^7 - 77981199228083361
2120064*z^3*log(2)*log(16)^2 + 4898300759113728*z^3*log(2)^7*log(16)^5 - 1802261524965736448*z^3*log(2)*log(16
)^8 + 116100648210479851900928*z^3*log(2)^3*log(16)^4 - 35908220801604613540864*z^3*log(2)*log(16)^5 - 1236012
072960000*z^3*log(2)^2*log(16)^9 - 184441736187564414490624*z^3*log(2)*log(16)^4 - 5007972501553152*z^3*log(2)
^9*log(16)^4 + 19888975414059496767488*z^3*log(2)^5*log(16)^3 + 8437506724324704256*z^3*log(2)^7*log(16)^4 - 6
66857363046400*z^3*log(2)*log(16)^10 + 583776999015776256*z^3*log(2)^5*log(16)^5 - 536511649387035907588096*z^
3*log(2)^6*log(16) - 901267269326209024*z^3*log(2)^8*log(16)^4 - 25350635520000*z^3*log(2)^5*log(16)^8 - 49864
4102695543970402304*z^3*log(2)*log(16)^3 + 7293382871534723072*z^3*log(2)^4*log(16)^6 - 330230058749035675648*
z^3*log(2)^6*log(16)^4 - 914861448061987016704*z^3*log(2)^3*log(16)^5 + 49941986018328576*z^3*log(2)^11*log(16
) + 33717371558904725504*z^3*log(2)^7*log(16)^3 + 24970993009164288*z^3*log(2)^11*log(16)^2 + 2025315588543207
280738304*z^3*log(2)^5*log(16) + 470501814239032472305664*z^3*log(2)^3*log(16)^3 - 657939460959365395120128*z^
3*log(2)*log(16) + 1032545990234704000581632*z^3*log(2)^5*log(16)^2 + 27892840415600050176*z^3*log(2)^9*log(16
)^2 - 269576246983832470290432*z^3*log(2)^6*log(16)^2 - 202805084160000*z^3*log(2)^5*log(16)^7 - 5340042539494
25472978944*z^3*log(2)^2*log(16)^3 - 1445807975987073253376*z^3*log(2)^11 + 9511786917094535161970688*z^3*log(
2)^3 + 125402539821259528175616*z^3*log(16)^4 + 27869184000000*z^3*log(16)^11 + 132649990473431578705920*z^3*l
og(16)^3 + 28717465134778193585897472*z^3*log(2)^4 + 2322432000000*z^3*log(16)^12 + 5321979344700233582903296*
z^3*log(2)^8 + 25454492220897558528*z^3*log(16)^7 + 6618240144498460303818752*z^3*log(2)^6 - 15485323405216972
800*z^3*log(2)^12 + 55414047312926234050560*z^3*log(16)^5 + 38457243003502311261339648*z^3*log(2)^5 + 52796916
045368905826304*z^3*log(16)^2 + 65441302339584000*z^3*log(16)^9 - 666238704746038107832320*z^3*log(2)^9 + 4458
695157554494832640*z^3*log(2) + 1361360702856651004182528*z^3*log(2)^2 + 43239061903611583791104*z^3*log(2)^10
- 16834527174451016347156480*z^3*log(2)^7 + 6646317241958400*z^3*log(16)^10 + 9294338694734519304192*z^3*log(
16)^6 - 12201868495028962197504*z^3*log(16) + 17592186044416*z^3*log(2)^15 + 10889563161493504*z^3*log(2)^14 -
298650318999126016*z^3*log(2)^13 + 3377522312582946816*z^3*log(16)^8 - 1902036511090758647808*z^3 + 755720731
484813764608*z^2*log(2)^3*log(16)^5 + 322861896984319903165440*z^2*log(2)*log(16)^3 - 1048345661533133312*z^2*
log(2)^2*log(16)^7 - 5028406580215808*z^2*log(2)^11*log(16)^2 + 519439694472070237421568*z^2*log(2)*log(16)^2
+ 81419435060480498130944*z^2*log(2)^4*log(16)^3 + 43256631515762655232*z^2*log(2)^9*log(16)^2 - 2488815002290
0903313408*z^2*log(2)^7*log(16)^2 + 101344405913600*z^2*log(2)^5*log(16)^7 - 1650837453938560707133440*z^2*log
(2)^5*log(16) - 288267933864703597535232*z^2*log(2)^3*log(16)^3 - 6523846303980453888*z^2*log(2)^10*log(16)^2
- 31781893774461394944*z^2*log(2)^4*log(16)^5 - 836938477251017987784704*z^2*log(2)^5*log(16)^2 + 204377366991
983509504*z^2*log(2)^6*log(16)^4 + 5566695393009559680*z^2*log(2)*log(16)^7 + 788023419600896*z^2*log(2)^12*lo
g(16)^2 - 1261307233300185088*z^2*log(2)^5*log(16)^5 - 209981401936232448*z^2*log(2)^5*log(16)^6 - 70808190956
160503160832*z^2*log(2)^3*log(16)^4 - 5328528472318398464*z^2*log(2)^4*log(16)^6 + 328102646866033771470848*z^
2*log(2)^2*log(16)^3 + 16257279790546944*z^2*log(2)^6*log(16)^6 - 10056813160431616*z^2*log(2)^11*log(16) + 22
9101411739426612772864*z^2*log(2)^6*log(16)^2 - 1097869760781538126080*z^2*log(2)^2*log(16)^6 - 77717489350176
93184*z^2*log(2)^7*log(16)^4 + 124743862386953920582400*z^2*log(2)*log(16)^4 + 19876137302501376*z^2*log(2)^3*
log(16)^8 + 1936940430240686014464*z^2*log(2)^8*log(16) + 867861182087813490384896*z^2*log(2)^3*log(16)^2 - 13
047528999771701248*z^2*log(2)^10*log(16) + 159009098420011008*z^2*log(2)^3*log(16)^7 + 4418430545952740849408*
z^2*log(2)*log(16)^6 - 49714163007549283500032*z^2*log(2)^7*log(16) - 1689973745080320*z^2*log(2)^4*log(16)^8
+ 86495655026260705280*z^2*log(2)^9*log(16) - 2882460792967444406272*z^2*log(2)^5*log(16)^4 + 6947984314346109
60*z^2*log(2)*log(16)^8 + 1576046839201792*z^2*log(2)^12*log(16) + 2314271791091943865761792*z^2*log(2)^3*log(
16) - 20451023650816*z^2*log(2)^10*log(16)^4 + 8804002632302592*z^2*log(2)^9*log(16)^3 - 115214325652188660039
68*z^2*log(2)^5*log(16)^3 - 31071598561896431616*z^2*log(2)^7*log(16)^3 + 12668050739200*z^2*log(2)^5*log(16)^
8 + 1511901222252985780109312*z^2*log(2)^4*log(16) + 97543678743281664*z^2*log(2)^6*log(16)^5 - 81804094603264
*z^2*log(2)^10*log(16)^3 + 837412349939792879951872*z^2*log(2)^4*log(16)^2 + 463583193713837048070144*z^2*log(
2)*log(16) + 1476371035004604844474368*z^2*log(2)^2*log(16) - 6572513872458296986112*z^2*log(2)^2*log(16)^5 +
26432626277978019779328*z^2*log(2)*log(16)^5 + 126324476477115653120*z^2*log(2)^3*log(16)^6 + 2201000658075648
*z^2*log(2)^9*log(16)^4 + 816859176776312160256*z^2*log(2)^6*log(16)^3 - 13519789960642560*z^2*log(2)^4*log(16
)^7 - 34616423052800*z^2*log(2)*log(16)^10 - 384929454358528*z^2*log(2)^7*log(16)^6 - 129799771554681664*z^2*l
og(2)^2*log(16)^8 + 414478712320000*z^2*log(2)^2*log(16)^9 + 41447871232000*z^2*log(2)^2*log(16)^10 + 97011094
1165918355456*z^2*log(2)^8*log(16)^2 + 456569365241777249976320*z^2*log(2)^6*log(16) + 410181511393837056*z^2*
log(2)^8*log(16)^4 + 20301952034515838539776*z^2*log(2)^4*log(16)^4 - 346164230528000*z^2*log(2)*log(16)^9 + 1
640726045575348224*z^2*log(2)^8*log(16)^3 - 2309576726151168*z^2*log(2)^7*log(16)^5 + 71076377472150563419648*
z^2*log(2)^2*log(16)^4 + 1075045909105436526557184*z^2*log(2)^2*log(16)^2 - 3933648479981759147802624*z^2*log(
2)^8 - 31828338648024436703232*z^2*log(2)^10 + 658614858904957353984*z^2*log(2)^11 - 41148212850918681438592*z
^2*log(16)^5 + 12419938832730290521112576*z^2*log(2)^7 - 976243015903014618660864*z^2*log(2)^2 - 6959543776442
246270287872*z^2*log(2)^3 - 6578496000000*z^2*log(16)^11 - 548208000000*z^2*log(16)^12 - 9980136355904000*z^2*
log(16)^9 - 1052161505439931916*z^2*log(16)^8 - 105065349919660155691008*z^2*log(16)^3 - 289450800588512816396
36992*z^2*log(2)^5 - 8178926586273759328*z^2*log(16)^7 - 94808840956109694038208*z^2*log(16)^4 + 5183203257913
41018611712*z^2*log(2)^9 - 1022134787590400*z^2*log(16)^10 + 4028846023559381778432*z^2*log(16) - 214187060776
45397771206656*z^2*log(2)^4 - 5028189388597188624384*z^2*log(2) - 5160568145484769334001664*z^2*log(2)^6 - 687
7008631537430220064*z^2*log(16)^6 + 137977765977653248*z^2*log(2)^13 + 16357235711176343552*z^2*log(2)^12 - 43
98046511104*z^2*log(2)^15 - 6198909118447616*z^2*log(2)^14 - 48229883618037909553152*z^2*log(16)^2 + 475509127
772689661952*z^2 + 23895282810880*z*log(2)^7*log(16)^6 + 48000762985081216*z*log(2)^2*log(16)^8 - 376493690033
094587056128*z*log(2)^2*log(16) - 451822301255346345017344*z*log(2)^4*log(16) + 16616352466122450141184*z*log(
2)^7*log(16) + 334541281064960*z*log(2)^4*log(16)^8 + 360024897880000*z*log(2)*log(16)^9 + 2541659204508672537
60*z*log(2)^2*log(16)^6 - 632381421539429449728*z*log(2)^8*log(16) + 26027979201064468480*z*log(2)^6*log(16)^3
- 144851697299228079685632*z*log(2)^6*log(16) + 3296035924235780096*z*log(2)^10*log(16) - 7239979743430222531
7888*z*log(2)^6*log(16)^2 - 67605580025669048205312*z*log(2)*log(16)^2 + 143371696865280*z*log(2)^7*log(16)^5
- 1525644052461559393280*z*log(2)^2*log(16)^4 + 6477949661828546560*z*log(2)^6*log(16)^4 - 1514881005989550848
*z*log(2)*log(16)^7 + 8306511910835153010688*z*log(2)^7*log(16)^2 - 806680170653379035430912*z*log(2)^3*log(16
) - 6412589103519232*z*log(2)^3*log(16)^8 - 34540149445492736*z*log(2)^8*log(16)^4 - 6351441787525250209280*z*
log(2)*log(16)^5 + 15564506468460838912*z*log(2)^5*log(16)^4 - 34405333474575952619520*z*log(2)*log(16)^3 - 44
97617358684160*z*log(2)^9*log(16)^3 - 206496883008032999878656*z*log(2)^2*log(16)^2 - 415793813124284416*z*log
(2)^7*log(16)^4 + 59181969640639234048*z*log(2)^5*log(16)^3 + 36002489788000*z*log(2)*log(16)^10 - 18828005105
5053856*z*log(2)*log(16)^8 - 833530880000*z*log(2)^5*log(16)^8 + 1519591232570089530368*z*log(2)^2*log(16)^5 +
385684953927369728*z*log(2)^2*log(16)^7 - 83321484821610812669952*z*log(2)*log(16) - 2158448043471909208064*z
*log(2)^4*log(16)^3 + 11682311045120*z*log(2)^12*log(16)^2 + 5871220293632*z*log(2)^10*log(16)^4 + 23484881174
528*z*log(2)^10*log(16)^3 - 69952085280000*z*log(2)^2*log(16)^9 - 51300712828153856*z*log(2)^3*log(16)^7 - 390
437298761893998690304*z*log(2)^3*log(16)^2 - 17427083062542336*z*log(2)^6*log(16)^5 - 532620023927257378816*z*
log(2)^4*log(16)^4 - 138160597781970944*z*log(2)^8*log(16)^3 - 1062112385880373576192*z*log(2)*log(16)^6 + 516
072666888550496731136*z*log(2)^5*log(16) - 160666259238161088512*z*log(2)^3*log(16)^5 + 1648041446999064576*z*
log(2)^10*log(16)^2 - 16225976020639941033984*z*log(2)^2*log(16)^3 - 2904513843757056*z*log(2)^6*log(16)^6 + 6
46474987732992*z*log(2)^11*log(16) - 316328871367496695808*z*log(2)^8*log(16)^2 - 1124404339671040*z*log(2)^9*
log(16)^4 - 19179988715694721773056*z*log(2)*log(16)^4 - 32022889925942706176*z*log(2)^9*log(16) + 70669241876
7847424*z*log(2)^4*log(16)^6 - 1664131063809572864*z*log(2)^7*log(16)^3 - 16015942580330037248*z*log(2)^9*log(
16)^2 + 461389763888906240*z*log(2)^5*log(16)^5 - 6995208528000*z*log(2)^2*log(16)^10 + 2676330248519680*z*log
(2)^4*log(16)^7 + 4202685889127809024*z*log(2)^4*log(16)^5 + 23364622090240*z*log(2)^12*log(16) + 290467192699
9526502400*z*log(2)^3*log(16)^4 - 26897411536292540416*z*log(2)^3*log(16)^6 + 76882734738391040*z*log(2)^5*log
(16)^6 + 258094900192000051511296*z*log(2)^5*log(16)^2 + 12688838489613054394368*z*log(2)^3*log(16)^3 + 323237
493866496*z*log(2)^11*log(16)^2 - 228075187978569260023808*z*log(2)^4*log(16)^2 - 6668247040000*z*log(2)^5*log
(16)^7 - 7315370483677921280*z*log(2)^12 + 1619886435109586211962880*z*log(2)^3 + 2106184424567780032*z*log(16
)^7 - 118532058566366181982208*z*log(2)^9 + 10072459281079744489216*z*log(16)^5 + 38698421738144*z*log(16)^10
+ 5597683619639882416128*z*log(2) + 940008539712863593824256*z*log(2)^8 + 219314445655982456438784*z*log(2)^2
- 8796093022208*z*log(2)^15 + 658057709223936*z*log(2)^14 + 68234400000*z*log(16)^12 + 52666066077143624894054
40*z*log(2)^4 - 3050160978781853279322112*z*log(2)^7 - 10988613160402944*z*log(2)^13 - 25896184798592892928*z*
log(2)^11 + 1683653741947205962816*z*log(16)^6 + 24720441619859574645120*z*log(16)^4 + 4144176447910198640640*
z*log(16) + 20424670984869677236224*z*log(16)^2 + 6210859383692072058880*z*log(2)^10 + 264325922433516824*z*lo
g(16)^8 + 818812800000*z*log(16)^11 + 7259691167347461156372480*z*log(2)^5 + 356961081381440*z*log(16)^9 + 133
0755132006662452543488*z*log(2)^6 + 31771308843368606121984*z*log(16)^3 + 951018255545379323904*z - 1989127350
345228520704*log(2)*log(16)^4 - 64493056000*log(2)^5*log(16)^8 + 4740265216034816*log(2)^3*log(16)^7 - 3240982
3215616*log(2)^12*log(16)^2 - 42408721771747840*log(2)^2*log(16)^7 + 2711725846910992384*log(2)^9*log(16) - 20
41151299688240513024*log(2)^7*log(16) + 112034914290560443269120*log(2)^3*log(16) + 46412462323529165930496*lo
g(2)^4*log(16) + 592533152004352*log(2)^3*log(16)^8 - 56308145993285632*log(2)^8*log(16)^3 + 20198493497383824
*log(2)*log(16)^8 + 649236785922048*log(2)^11*log(16) + 86257476838231113728*log(2)^8*log(16) + 16250855363113
4592*log(2)*log(16)^7 - 153492514457600*log(2)^4*log(16)^7 - 4815618000869065752576*log(2)*log(16) - 842135712
5632*log(2)^10*log(16)^3 - 5287339872068480*log(2)^2*log(16)^8 - 3835856883600*log(2)*log(16)^10 + 45834498000
0*log(2)^2*log(16)^10 + 1357348383151357952*log(2)^9*log(16)^2 + 17070726608541990387712*log(2)^6*log(16) + 79
329285493550353920*log(2)*log(16)^6 - 38358568836000*log(2)*log(16)^9 - 64819646431232*log(2)^12*log(16) + 826
086756761032622080*log(2)^5*log(16)^3 + 1331262898777893888*log(2)^3*log(16)^6 - 147482947495133184*log(2)^10*
log(16)^2 + 1053081270462464*log(2)^4*log(16)^6 + 5620339834880*log(2)^7*log(16)^6 - 28864993260580586061824*l
og(2)^5*log(16)^2 - 59382211370316626984960*log(2)^5*log(16) + 7921213679642875904*log(2)^3*log(16)^5 + 206489
603387500748800*log(2)^5*log(16)^4 + 1485459695861760*log(2)^9*log(16)^3 + 33722039009280*log(2)^7*log(16)^5 +
17047044644750507859968*log(2)^3*log(16)^3 - 14149995937779569098752*log(2)*log(16)^2 - 14077036498321408*log
(2)^8*log(16)^4 + 473698015514640460032*log(2)*log(16)^5 + 73053965453205691179008*log(2)^3*log(16)^2 + 846593
2481077026029568*log(2)^6*log(16)^2 - 4819281365027092147712*log(2)^2*log(16)^4 - 98429140935668207104*log(2)^
2*log(16)^5 - 1403115695603712*log(2)^6*log(16)^5 - 1330777354354364528640*log(2)^4*log(16)^4 - 29494905227601
5104*log(2)^10*log(16) - 16503861841383206144*log(2)^2*log(16)^6 - 18621723403358560903168*log(2)^2*log(16)^3
+ 4274941062749356929024*log(2)^3*log(16)^4 + 3011646037063892992*log(2)^7*log(16)^3 + 43072430273122271232*lo
g(2)^8*log(16)^2 - 19252926298898432*log(2)^5*log(16)^5 - 6987211311431610501120*log(2)^2*log(16)^2 - 19186564
307200*log(2)^4*log(16)^8 + 8467382825181184*log(2)^4*log(16)^5 + 752967712664322048*log(2)^7*log(16)^4 - 2105
339281408*log(2)^10*log(16)^4 + 23006999186399962202112*log(2)^2*log(16) - 3210024920195072*log(2)^5*log(16)^6
+ 4583449800000*log(2)^2*log(16)^9 + 371364923965440*log(2)^9*log(16)^4 - 515944448000*log(2)^5*log(16)^7 - 6
9432694014896635904*log(2)^6*log(16)^3 + 324618392961024*log(2)^11*log(16)^2 - 5323168731829895864320*log(2)^4
*log(16)^3 - 1017564048769775042560*log(2)^7*log(16)^2 - 17360512029883498496*log(2)^6*log(16)^4 - 23385261593
3952*log(2)^6*log(16)^6 + 17883050321464176418816*log(2)^4*log(16)^2 - 11111457768580591629312*log(2)*log(16)^
3 - 3506034375*log(16)^12 - 42072412500*log(16)^11 - 219929833864705952*log(16)^7 + 3417650648252*log(16)^10 -
2072088223955099320320*log(16) - 112951624317272470978560*log(2)^6 - 27383146155190684*log(16)^8 + 3571916160
7520*log(16)^9 + 8569468148890282754048*log(2)^9 - 113555436937791725371392*log(2)^3 - 4402790440975529607168*
log(16)^2 - 73139589457125990727680*log(2)^8 - 136195407287193010400*log(16)^6 - 348067876086164226048*log(2)^
10 - 2798841809819941208064*log(2) + 246535495432584793423872*log(2)^7 + 732838425689849856*log(2)^12 - 814090
996102413753728*log(16)^5 - 8056773686893477888*log(2)^11 - 16704502004642284044288*log(2)^2 - 605409171744522
216734720*log(2)^5 - 424476576131312050814976*log(2)^4 + 6150152918138880*log(2)^13 + 4398046511104*log(2)^15
- 116479513067520*log(2)^14 - 2468547490236798185664*log(16)^4 - 4451026641787218124800*log(16)^3 - 4755091277
72689661952, z, k), k, 1, 6)

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sympy [F(-2)]  time = 0.00, size = 0, normalized size = 0.00 \begin {gather*} \text {Exception raised: PolynomialError} \end {gather*}

Verification of antiderivative is not currently implemented for this CAS.

[In]

integrate(((2*x**2+26*x)*ln(x)**2-2*x*ln(x)+8*ln(2)+2*x+2)/((4*x*ln(2)+x**3+26*x**2+x)*ln(x)**2+(-8*x*ln(2)-2*
x**2-2*x)*ln(x)),x)

[Out]

Exception raised: PolynomialError

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