Maple Questions and Posts

These are Posts and Questions associated with the product, Maple

Dear all

My goal us to show that equation (11) is exactly (q^n-1)/(q-1)*y^(n-1),   a  simplification must be introduced and so that we obtain the necessary (q^n-1)/(q-1)*y^(n-1). 
Note that the operators are not commutative.

 

Question.mw

Than you for your help

So I have recently finished up a project that took different sounds found in nature, and through the Spectrogram command, plotted the frequency of each sound over time with some really cool results!

https://www.maplesoft.com/applications/view.aspx?SID=154346 

The contrast between sounds produced by the weather such as tornadoes, thunder, and hail versus something as innocuous as a buzzing bee, a chorus of crickets, or a purring cat really shows the variance in the different sounds we hear in our day to day life, while also creating some very interesting imagery.

My personal favourite was the cricket chorus, producing a very ordered image with some really cool spikes through many different frequencies as the crickets chirped, as shown here:

Using this plot, we can do some interesting things, like count the number of chirps in 8 seconds, which turns out to be 18-18.5. Why Is this important? Well, there’s a law known as Dolbear’s Law(shown here: https://en.wikipedia.org/wiki/Dolbear%27s_law)  which uses the number of chirps in a minute for Fahrenheit, or 8 seconds for Celsius to calculate the temperature. Celsius is very simple, and just requires adding 5 to the number of chirps in 8 seconds, which gets us a temperature of 23C.

Tc= 5 + N8

For Fahrenheit, it’s a bit more complicated, as we need the chirps in a minute. This is around 132 chirps in our case. Putting that into the formula:

TF= 50 +((N60 – 40)/4)

Which gets us 73F, or 22.7C, so you can see that it works pretty well! Pretty cool, huh?

 

There was also some really cool images that were produced, like the thunder plot:

Which I personally really like due to the contrasting black and yellow spike that occurs. Overall this was a very fun project to do, getting to tweak the different colours and scales of each spectrogram, creating a story out of a sound. Hope you all enjoy it!

In previous version of Maple (e.g. Maple 2015) I was able to copy
"2D Output" equations directly from a Maple Worksheet to MS Word.

These equations could be edited for fine element placement. In the 2017.3 version
it is does not seem to be possible anymore. When I copy the "2D Output" the image
is not copied only the text.

Is this a feature that was removed or a configuration problem ?

Thank you

LL 

Coding_Equilibria.mw

Hi, the coding answer I generate from maple is different from the real answer. Any solution?

The solution should be S=pi/mu*(mu-P*pi*mu+phi/mu+phi+vartheta) and V=pi/mu*(P*pi*mu+vartheta/mu+phi+vartheta)
 

restart

interface(imaginaryunit = j);

I

(1)

lambda := k*tau*(C*Upsilon+I)/N;

k*tau*(C*Upsilon+I)/N

(2)

eqn1 := (1-p)*Pi+phi*V+delta*R-(mu+lambda+vartheta)*S;

(1-p)*Pi+phi*V+delta*R-(mu+k*tau*(C*Upsilon+I)/N+vartheta)*S

 

p*Pi+vartheta*S-(epsilon*k*tau*(C*Upsilon+I)/N+mu+phi)*V

 

rho*k*tau*(C*Upsilon+I)*S/N+rho*epsilon*k*tau*(C*Upsilon+I)*V/N+(1-q)*eta*I-(mu+beta+chi)*C

 

(1-rho)*k*tau*(C*Upsilon+I)*S/N+(1-rho)*epsilon*k*tau*(C*Upsilon+I)*V/N+chi*C-(mu+alpha+eta)*I

 

beta*C+q*eta*I-(mu+delta)*R

 

{C = -RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*(eta*q*rho+alpha*rho-eta*q+mu*rho+eta)/((Upsilon*eta*q*rho+Upsilon*alpha*rho-Upsilon*eta*q+Upsilon*mu*rho+Upsilon*eta-beta*rho-mu*rho+beta+chi+mu)*tau*k), I = RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*(beta*rho+mu*rho-beta-chi-mu)/((Upsilon*eta*q*rho+Upsilon*alpha*rho-Upsilon*eta*q+Upsilon*mu*rho+Upsilon*eta-beta*rho-mu*rho+beta+chi+mu)*tau*k), R = -RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*(-eta*mu*q*rho+alpha*beta*rho+beta*mu*rho+chi*eta*q+eta*mu*q+beta*eta)/((Upsilon*eta*q*rho+Upsilon*alpha*rho-Upsilon*eta*q+Upsilon*mu*rho+Upsilon*eta-beta*rho-mu*rho+beta+chi+mu)*tau*k*(mu+delta)), S = (-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*chi*epsilon*eta*q-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*alpha*beta*epsilon-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*alpha*chi*epsilon-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*alpha*epsilon*mu-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*beta*epsilon*eta-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*beta*epsilon*mu-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*chi*epsilon*mu-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*epsilon*eta*mu+N*beta*mu*phi+N*chi*mu*phi-tau*p*k*eta*epsilon*Upsilon*Pi+Pi*beta*epsilon*k*p*rho*tau+Pi*epsilon*k*mu*p*rho*tau-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*epsilon*mu^2+N*alpha*mu^2+N*eta*mu^2+N*alpha*beta*mu+N*alpha*beta*phi+N*alpha*chi*mu+N*alpha*chi*phi+N*alpha*mu*phi+N*beta*eta*mu+N*beta*eta*phi+N*eta*mu*phi+N*beta*mu^2+N*chi*mu^2+N*mu^2*phi-Pi*Upsilon*epsilon*eta*k*p*q*rho*tau-Pi*Upsilon*alpha*epsilon*k*p*rho*tau+tau*q*p*k*eta*epsilon*Upsilon*Pi-Pi*Upsilon*epsilon*k*mu*p*rho*tau+N*chi*eta*mu*q+N*chi*eta*phi*q-Pi*beta*epsilon*k*p*tau-Pi*chi*epsilon*k*p*tau-Pi*epsilon*k*mu*p*tau+N*mu^3)*N/(k*tau*(-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*Upsilon*alpha*epsilon*rho+RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*Upsilon*epsilon*eta*q-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*Upsilon*epsilon*mu*rho-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*Upsilon*epsilon*eta*q*rho-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*Upsilon*epsilon*eta+RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*beta*epsilon*rho+RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*epsilon*mu*rho+N*Upsilon*epsilon*eta*q*rho*vartheta-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*beta*epsilon-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*chi*epsilon-RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)*epsilon*mu-N*beta*epsilon*rho*vartheta-N*epsilon*mu*rho*vartheta+N*Upsilon*mu^2*rho+N*Upsilon*eta*mu+phi*eta*Upsilon*N+vartheta*eta*epsilon*Upsilon*N-vartheta*q*eta*epsilon*Upsilon*N-q*phi*eta*Upsilon*N+N*beta*epsilon*vartheta-N*beta*mu*rho-N*beta*phi*rho+N*chi*epsilon*vartheta+N*epsilon*mu*vartheta-N*mu*phi*rho+N*Upsilon*alpha*mu*rho+N*Upsilon*alpha*phi*rho-N*Upsilon*eta*mu*q+N*Upsilon*mu*phi*rho+N*Upsilon*alpha*epsilon*rho*vartheta+N*Upsilon*epsilon*mu*rho*vartheta+N*Upsilon*eta*mu*q*rho+N*Upsilon*eta*phi*q*rho+N*mu^2+N*chi*mu+N*chi*phi+N*mu*phi+N*beta*mu-N*mu^2*rho+N*beta*phi)), V = (Pi*Upsilon*eta*k*p*q*rho*tau+Pi*Upsilon*alpha*k*p*rho*tau-Pi*Upsilon*eta*k*p*q*tau+Pi*Upsilon*k*mu*p*rho*tau+Pi*Upsilon*eta*k*p*tau-Pi*beta*k*p*rho*tau-Pi*k*mu*p*rho*tau+N*chi*eta*q*vartheta+Pi*beta*k*p*tau+Pi*chi*k*p*tau+Pi*k*mu*p*tau+N*alpha*beta*vartheta+N*alpha*chi*vartheta+N*alpha*mu*vartheta+N*beta*eta*vartheta+N*beta*mu*vartheta+N*chi*mu*vartheta+N*eta*mu*vartheta+N*mu^2*vartheta)*N/(k*tau*(Upsilon*eta*q*rho+Upsilon*alpha*rho-Upsilon*eta*q+Upsilon*mu*rho+Upsilon*eta-beta*rho-mu*rho+beta+chi+mu)*(N*epsilon*vartheta+mu*N+phi*N-epsilon*RootOf(-N*Pi*Upsilon*k*mu^3*p*rho*tau-N*Pi*epsilon*k*mu^3*p*rho*tau+N*Pi*Upsilon*alpha*k*mu^2*rho*tau+N*Pi*beta*delta*epsilon*k*mu*p*tau-N*Pi*beta*delta*epsilon*k*rho*tau*vartheta+N*Pi*beta*delta*k*mu*p*rho*tau-N*Pi*beta*epsilon*k*mu*rho*tau*vartheta+N*Pi*chi*delta*epsilon*k*mu*p*tau-N*Pi*delta*epsilon*k*mu*rho*tau*vartheta-N^2*mu^5+(-Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau-Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau+N*delta*epsilon*eta*mu*q*rho*vartheta-Pi*Upsilon*alpha*delta*epsilon*k*rho*tau-Pi*Upsilon*alpha*epsilon*k*mu*rho*tau+Pi*Upsilon*delta*epsilon*eta*k*q*tau-Pi*Upsilon*delta*epsilon*k*mu*rho*tau+Pi*Upsilon*epsilon*eta*k*mu*q*tau-Pi*Upsilon*epsilon*k*mu^2*rho*tau-N*alpha*beta*delta*epsilon*rho*vartheta-N*beta*delta*epsilon*mu*rho*vartheta+N*chi*delta*epsilon*eta*mu*q+N*chi*epsilon*eta*mu^2*q+N*chi*epsilon*eta*mu*q*vartheta-N*delta*epsilon*eta*mu*q*vartheta+N*delta*eta*mu^2*q*rho+N*delta*eta*mu*phi*q*rho-Pi*Upsilon*delta*epsilon*eta*k*tau-Pi*Upsilon*epsilon*eta*k*mu*tau+Pi*beta*delta*epsilon*k*rho*tau+Pi*beta*epsilon*k*mu*rho*tau+Pi*delta*epsilon*k*mu*rho*tau+Pi*epsilon*k*mu^2*rho*tau+N*alpha*beta*delta*epsilon*mu+N*alpha*beta*delta*epsilon*vartheta-N*alpha*beta*delta*mu*rho-N*alpha*beta*delta*phi*rho+N*alpha*beta*epsilon*mu^2+N*alpha*beta*epsilon*mu*vartheta+N*alpha*chi*delta*epsilon*mu+N*alpha*chi*delta*epsilon*vartheta+N*alpha*chi*epsilon*mu^2+N*alpha*chi*epsilon*mu*vartheta+N*alpha*delta*epsilon*mu^2+N*alpha*delta*epsilon*mu*vartheta+N*alpha*epsilon*mu^3+N*alpha*epsilon*mu^2*vartheta+N*beta*delta*epsilon*eta*mu+N*beta*delta*epsilon*mu^2+N*beta*delta*epsilon*mu*vartheta-N*beta*delta*mu^2*rho-N*beta*delta*mu*phi*rho+N*beta*epsilon*eta*mu^2+N*beta*epsilon*eta*mu*vartheta+N*beta*epsilon*mu^3+N*beta*epsilon*mu^2*vartheta+N*chi*delta*epsilon*mu^2+N*chi*delta*epsilon*mu*vartheta+N*chi*epsilon*mu^3+N*chi*epsilon*mu^2*vartheta+N*chi*eta*mu^2*q+N*chi*eta*mu*phi*q+N*delta*epsilon*eta*mu^2+N*delta*epsilon*eta*mu*vartheta+N*delta*epsilon*mu^3+N*delta*epsilon*mu^2*vartheta-N*delta*eta*mu^2*q-N*delta*eta*mu*phi*q+N*epsilon*eta*mu^3+N*epsilon*eta*mu^2*vartheta+N*epsilon*mu^4+N*epsilon*mu^3*vartheta-Pi*beta*delta*epsilon*k*tau-Pi*beta*epsilon*k*mu*tau-Pi*chi*delta*epsilon*k*tau-Pi*chi*epsilon*k*mu*tau-Pi*delta*epsilon*k*mu*tau-Pi*epsilon*k*mu^2*tau+N*alpha*beta*delta*mu+N*alpha*beta*delta*phi+N*alpha*beta*mu^2+N*alpha*beta*mu*phi+N*alpha*chi*delta*mu+N*alpha*chi*delta*phi+N*alpha*chi*mu^2+N*alpha*chi*mu*phi+N*alpha*delta*mu^2+N*alpha*delta*mu*phi+N*alpha*mu^3+N*alpha*mu^2*phi+N*beta*delta*mu^2+N*beta*delta*mu*phi+N*beta*eta*mu^2+N*beta*eta*mu*phi+N*beta*mu^3+N*beta*mu^2*phi+N*chi*delta*mu^2+N*chi*delta*mu*phi+N*chi*mu^3+N*chi*mu^2*phi+N*delta*eta*mu^2+N*delta*eta*mu*phi+N*delta*mu^3+N*delta*mu^2*phi+N*eta*mu^3+N*eta*mu^2*phi+N*mu^4+N*mu^3*phi)*_Z+(-delta*epsilon*eta*mu*q*rho+alpha*beta*delta*epsilon*rho+beta*delta*epsilon*mu*rho-chi*epsilon*eta*mu*q+delta*epsilon*eta*mu*q-alpha*beta*delta*epsilon-alpha*beta*epsilon*mu-alpha*chi*delta*epsilon-alpha*chi*epsilon*mu-alpha*delta*epsilon*mu-alpha*epsilon*mu^2-beta*delta*epsilon*mu-beta*epsilon*eta*mu-beta*epsilon*mu^2-chi*delta*epsilon*mu-chi*epsilon*mu^2-delta*epsilon*eta*mu-delta*epsilon*mu^2-epsilon*eta*mu^2-epsilon*mu^3)*_Z^2+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*mu*p*rho*tau-N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*epsilon*eta*k*q*rho*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*q*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*q*rho*tau*vartheta+N*Pi*Upsilon*delta*k*mu^2*rho*tau-N*Pi*Upsilon*eta*k*mu^2*p*tau-N*Pi*Upsilon*eta*k*mu^2*q*tau+N*Pi*Upsilon*k*mu^2*phi*rho*tau+N*Pi*beta*epsilon*k*mu^2*p*tau+N*Pi*beta*k*mu^2*p*rho*tau+N*Pi*chi*epsilon*k*mu^2*p*tau+N*Pi*delta*epsilon*k*mu^2*p*tau+N*Pi*delta*k*mu^2*p*rho*tau-N*Pi*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*tau+N*Pi*Upsilon*delta*eta*k*phi*tau+N*Pi*Upsilon*eta*k*mu*phi*tau+N*Pi*beta*delta*epsilon*k*tau*vartheta-N*Pi*beta*delta*k*mu*p*tau-N*Pi*beta*delta*k*mu*rho*tau-N*Pi*beta*delta*k*phi*rho*tau+N*Pi*beta*epsilon*k*mu*tau*vartheta-N*Pi*beta*k*mu*phi*rho*tau+N*Pi*chi*delta*epsilon*k*tau*vartheta-N*Pi*chi*delta*k*mu*p*tau+N*Pi*chi*epsilon*k*mu*tau*vartheta+N*Pi*delta*epsilon*k*mu*tau*vartheta-N*Pi*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*k*mu^3*rho*tau+N*Pi*epsilon*k*mu^3*p*tau+N*Pi*k*mu^3*p*rho*tau+N*Pi*Upsilon*eta*k*mu^2*tau-N*Pi*beta*k*mu^2*p*tau-N*Pi*beta*k*mu^2*rho*tau-N*Pi*chi*k*mu^2*p*tau-N*Pi*delta*k*mu^2*p*tau-N*Pi*delta*k*mu^2*rho*tau+N*Pi*epsilon*k*mu^2*tau*vartheta-N*Pi*k*mu^2*phi*rho*tau+N*Pi*beta*delta*k*mu*tau+N*Pi*beta*delta*k*phi*tau+N*Pi*beta*k*mu*phi*tau+N*Pi*chi*delta*k*mu*tau+N*Pi*chi*delta*k*phi*tau+N*Pi*chi*k*mu*phi*tau+N*Pi*delta*k*mu*phi*tau-N^2*chi*delta*eta*mu*phi*q-N^2*chi*delta*eta*mu*q*vartheta-N*Pi*Upsilon*delta*epsilon*eta*k*q*tau*vartheta+N*Pi*Upsilon*delta*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*eta*k*mu*p*q*tau+N*Pi*Upsilon*delta*eta*k*mu*q*rho*tau+N*Pi*Upsilon*delta*eta*k*phi*q*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu*q*tau*vartheta+N*Pi*Upsilon*eta*k*mu*phi*q*rho*tau-N*Pi*beta*delta*epsilon*k*mu*p*rho*tau-N^2*alpha*beta*mu^3-N^2*alpha*chi*mu^3-N^2*alpha*delta*mu^3-N^2*alpha*mu^3*phi-N^2*alpha*mu^3*vartheta-N^2*beta*delta*mu^3-N^2*beta*eta*mu^3-N^2*beta*mu^3*phi-N^2*beta*mu^3*vartheta-N^2*chi*delta*mu^3-N^2*chi*mu^3*phi-N^2*chi*mu^3*vartheta-N^2*delta*eta*mu^3-N^2*delta*mu^3*phi-N^2*delta*mu^3*vartheta-N^2*eta*mu^3*phi-N^2*eta*mu^3*vartheta+N*Pi*Upsilon*alpha*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*delta*epsilon*k*mu^2*p*rho*tau-N*Pi*Upsilon*epsilon*eta*k*mu^2*p*q*tau-N*Pi*Upsilon*eta*k*mu^2*p*q*rho*tau+N*Pi*Upsilon*alpha*delta*epsilon*k*rho*tau*vartheta-N*Pi*Upsilon*alpha*delta*k*mu*p*rho*tau+N*Pi*Upsilon*alpha*epsilon*k*mu*rho*tau*vartheta+N*Pi*Upsilon*delta*epsilon*eta*k*mu*p*tau-N^2*chi*delta*eta*mu^2*q-N^2*chi*eta*mu^2*phi*q-N^2*chi*eta*mu^2*q*vartheta-N^2*alpha*beta*delta*mu*phi-N^2*alpha*beta*delta*mu*vartheta-N^2*alpha*chi*delta*mu*phi-N^2*alpha*chi*delta*mu*vartheta-N^2*beta*delta*eta*mu*phi-N^2*beta*delta*eta*mu*vartheta-N*Pi*k*mu^3*p*tau-N*Pi*k*mu^3*rho*tau+N*Pi*beta*k*mu^2*tau+N*Pi*chi*k*mu^2*tau+N*Pi*delta*k*mu^2*tau+N*Pi*k*mu^2*phi*tau-N^2*beta*mu^4-N^2*eta*mu^4-N^2*chi*mu^4-N^2*mu^4*vartheta-N^2*alpha*mu^4-N^2*mu^4*phi-N^2*delta*mu^4-N^2*chi*eta*mu^3*q-N^2*alpha*beta*delta*mu^2-N^2*alpha*beta*mu^2*phi-N^2*alpha*beta*mu^2*vartheta-N^2*alpha*chi*delta*mu^2-N^2*alpha*chi*mu^2*phi-N^2*alpha*chi*mu^2*vartheta-N^2*alpha*delta*mu^2*phi-N^2*alpha*delta*mu^2*vartheta-N^2*beta*delta*eta*mu^2-N^2*beta*delta*mu^2*phi-N^2*beta*delta*mu^2*vartheta-N^2*beta*eta*mu^2*phi-N^2*beta*eta*mu^2*vartheta-N^2*chi*delta*mu^2*phi-N^2*chi*delta*mu^2*vartheta-N^2*delta*eta*mu^2*phi-N^2*delta*eta*mu^2*vartheta+N*Pi*k*mu^3*tau+N*Pi*Upsilon*epsilon*k*mu^3*p*rho*tau-N*Pi*Upsilon*alpha*k*mu^2*p*rho*tau-N*Pi*Upsilon*delta*k*mu^2*p*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu^2*p*tau+N*Pi*Upsilon*epsilon*k*mu^2*rho*tau*vartheta+N*Pi*Upsilon*eta*k*mu^2*p*q*tau+N*Pi*Upsilon*eta*k*mu^2*q*rho*tau-N*Pi*beta*epsilon*k*mu^2*p*rho*tau-N*Pi*delta*epsilon*k*mu^2*p*rho*tau+N*Pi*Upsilon*alpha*delta*k*mu*rho*tau+N*Pi*Upsilon*alpha*delta*k*phi*rho*tau+N*Pi*Upsilon*alpha*k*mu*phi*rho*tau+N*Pi*Upsilon*delta*epsilon*eta*k*tau*vartheta-N*Pi*Upsilon*delta*eta*k*mu*p*tau-N*Pi*Upsilon*delta*eta*k*mu*q*tau-N*Pi*Upsilon*delta*eta*k*phi*q*tau+N*Pi*Upsilon*delta*k*mu*phi*rho*tau+N*Pi*Upsilon*epsilon*eta*k*mu*tau*vartheta-N*Pi*Upsilon*eta*k*mu*phi*q*tau)))}, {C = 0, I = 0, R = 0, S = -Pi*(mu*p-mu-phi)/((mu+phi+vartheta)*mu), V = (mu*p+vartheta)*Pi/((mu+phi+vartheta)*mu)}

(3)

``


 

Download Coding_Equilibria.m

 

Greeting

can u help me how to solve this problem using the galerkin finite element method with graphs.  I attachment below.

IBC

Dear Sir

I apologize, because I do not usually make manipulations in the System (Mac OsX)

While typing  cat( kernelopts( mapledir ), "/lib" ), I found the path to my Maple system library folder.

And by using the Unix terminal on my eMac, I see that this folder does not include a (old) file Physics2017.mla, but the following ".mla" files: MTM.mla, MathematicalFunctions.mla, maple.mla, update.mla.

For the moment, I do not dare copy the new Physics2017.mla in the library folder.

Is there not a possibility of conflicting some ".mla" files, e.g.  "update.mla" ?

I am trying to implement an example from page 106 in the book Essential Maple 7 in hope that I can understand a problem related to the "solve" function. The example is:

restart;
f[1] := c*x[1]^2*x[2]+9*x[1]^2+2*x[1]*x[2]+5*x[1]+x[2]-3;

f[2] := 2*x[1]^3*x[2]+6*x[1]^3-2*x[1]^2-x[1]*x[2]-3*x[1]-x[2]+3;

f[3] := x[1]^3*x[2]+3*x[1]^3+x[1]^2*x[2]+2*x[1]^2;

with(Groebner)

infolevel[primpart]:=5

gb:=gbasis([f[1],f[2],f[3]],tdeg(x[1],x[2])):

According to the book, I should receive an output that tell me what "content" has been removed. This will tell me what values of the parameter c have special solutions.

If I enter this in my version of Maple 2015 with no changes, I receive no output. This is not so surprising since the example was written for Maple 7. So I changed infolevel[primpart] to infolevel[all]. With this change, I receive some information, but it is rather general and not what I want.

Does anyone know if there is some other way to do this example in Maple 2015?

Thanks for your help.

Hi

I have an equation which i want solve it with DTM, but there are two problems:

1- How do I write a Dirak Delta function in maple for this equation?

2- I used pade approximation due to initial condition. Then how many sentenceses should be used to achieve the correct answer?

in this equation there are some constant parameter.

M:=0;A:=1;Phi:=0;r:=0.5;lambda:=0;phi[1] := 1.;  beta := .67;   phi[1] := 1.

then:

F[0]:=0;F[1]:=lambda;F[2]:=a/2;

That's my pleasure If there is somebody help me to code and solve this problem.

Thanks for every one very very much.

 

using the package geom3d

if I define two planes and attempt to find angle between them.

p1: 12-6*x-6*y-4*z = 0

p2: 3*x+3*y+2*z-6=0

 

and use the command FindAngle(p1,p2) then it returns arccos(2/11) any way to force maple to return a result in degree?

Hello ,

I need your helps to solve this integrale

Thank you
 

restart

``

int((x-a)^m/x, x)

int((x-a)^m/x, x)

(1)

``


 

Download Intégrale.mw

Good day, I have an assignment in which I'm required to plot the solid that results from the cone (x^2+y^2-z^2=0), limited by the planes z=0 and x+2z=3. So far I've been trying to use plot3d and implicitplot3d, to no avail: the parametric expression from plot3d returns something quite different from the intented, and implicitplot3d won't allow the use of variable parameters.

Any ideas on how to solve this?

Hi everyone, I've just learnt some basic tools and I need your help. 

Dear Sir,

I have a problem with the command. In order to learn the use of this command for Feynman Diagrams, I loaded the help page [Physics,FeynmanDiagrams], I tried the given example  by accurately applying the indicated commands, i.e.

after setting Physics[Setup](mathematicalnotation = true);

"Coordinates(X, Y, Z)", next the Langrangian example  "L := lambda*phi(X)^4+sigma*eta(X)^3", then the command

"FeynmanDiagrams(L)".

The error maessage is :

"Error, unexpected result from Typesetting" ,and also "

"Error, unexpected result from Typesetting".

Note these errors appear also in the help page itself.

When I click on the link included in the error message, I go on a web page indicating "There is no help page available for this error", and they recommend to discuss my problem with Maple experts on MaplePrimes.

I sew that _NP represent the normal product of fields.

Could you say me, please, where is the error ?

Many thanks

  JLPaillet

 

 

I am new to Maple. I am trying to numerically evaluate the following function with respect to the 3 variables "xop", "yop", and "tp". All other variables appearing in the function f are known (i.e. "x", "y", "z", "Pe", also "Pi" is the constant 3.1415...). "f" is shown below:


f := exp(-1/2*(xop^2+yop^2))*exp(-((x-xop-2*Pe*(t-tp))^2+(y-yop)^2+z^2)/(4*(t-tp)))/((4*Pi^(3/2))*(t-tp)^(3/2))

 

I am then defining "deltaT" as equal to the triple integral below:

deltaT := int(f, [yop = -(-xop^2+1)^(1/2) .. (-xop^2+1)^(1/2), xop = -1 .. 1, tp = 0 .. t])

When I try to evaluate this, Maple spits out an incredibly long answer full of variables and error functions:

 

deltaT := -0.7957747155e-1*(int(sqrt(5.-1.*tp)*(int(exp((0.5000000000e-2*(-200.*tp^2*xop^2+40000.*tp^3-4000.*tp^2*xop+2200.*tp*xop^2-617200.*tp^2+41860.*tp*xop-6050.*xop^2+3.170694*10^6*tp-109230.*xop-5.423499*10^6))/((-11.+2.*tp)*(-5.+tp)))*(erf((.1000000000*(10.*sqrt(-1.*xop^2+1.)*tp-55.*sqrt(-1.*xop^2+1.)-3.))/(sqrt(11.-2.*tp)*sqrt(5.-1.*tp)))+erf((.1000000000*(10.*sqrt(-1.*xop^2+1.)*tp-55.*sqrt(-1.*xop^2+1.)+3.))/(sqrt(11.-2.*tp)*sqrt(5.-1.*tp)))), xop = -1 .. 1))/((5-tp)^(3/2)*sqrt(11.-2.*tp)), tp = 0 .. 5))

 

Any help on figuring out why it is unable to numerically evaluate would be appriciated!

Thanks.

Hello all,

I would like to know how to make computations on Quantum Field Theory questions.

For example: to write Feynman diagrams for some interactions, obtain the S matrix of scattering amplitude, then deduce the diffrential cross section.

If anyone is working on these issues in the Maple community, I would be very interested.

Best regards

Jean-Luc Paillet

First 907 908 909 910 911 912 913 Last Page 909 of 2224