Question: Different answer from maple?

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*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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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u+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)

``


 

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