R/SEFourMixedExpA3.R
In adw96/CatchAll: Species Richness Estimation with CatchAll
Defines functions
SEFourMixedExpA3
SEFourMixedExpA3 <- function(t1, t2, t3, t4, t5, t6, t7, a, sHatSubset) {
Criteria <- 0.0000000000000001
maxIter <- 100000
test <- 100.0
k <- 0
t33P <- pow(t3,3)
t34P <- pow(t3,4)
t3aP <- pow((1+t3),(-3))
t3bP <- pow(t3,(-2))
##A33
while (test > criteria & k < maximumIteration) {
t1P <- pow((t1/(1+t1)),k)
t2P <- pow((t2/(1+t2)),k)
t3P <- pow((t3/(1+t3)),k)
t4P <- pow((t4/(1+t4)),k)
t12kP <- pow((t1/(1+t1)),(2*k))
t22kP <- pow((t2/(1+t2)),(2*k))
t32kP <- pow((t3/(1+t3)),(2*k))
t42kP <- pow((t4/(1+t4)),(2*k))
t33kP <- pow((t3/(1+t3)),(3*k))
A33 <- t3aP*t3bP*pow(t7*t3P+t6*t2P+t5*t1P+t4P-t4P*t5*t1*t2*t3+t5*t1P*t2+t6*t2P*t4+t6*t2P
*t3+t6*t2P*t1+t7*t3P*t4+t7*t3P*t2+t7*t3P*t1-t4P*t6*t2-t4P*t7*t3-t4P*t5*t1+t4P*t2*t3-t4P
*t5*t3-t4P*t5*t2+t4P*t1*t3-t4P*t6*t3-t4P*t6*t1+t4P*t1*t2-t4P*t7*t2-t4P*t7*t1+t5*t1P*t4
+t5*t1P*t3+t4P*t3-t4P*t5-t4P*t6-t4P*t7+t4P*t2+t4P*t1+t5*t1P*t2*t4+t5*t1P*t3*t4+t5*t1P
*t2*t3+t6*t2P*t1*t4+t6*t2P*t3*t4+t6*t2P*t1*t3+t7*t3P*t2*t4+t7*t3P*t1*t2+t7*t3P*t1*t4-t4P
*t7*t1*t2-t4P*t6*t2*t3-t4P*t6*t1*t2-t4P*t7*t2*t3-t4P*t7*t1*t3-t4P*t6*t1*t3-t4P*t5*t1*t2-t4P
*t5*t1*t3-t4P*t5*t2*t3+t4P*t1*t2*t3-t4P*t6*t1*t2*t3+t5*t1P*t2*t3*t4+t6*t2P*t1*t3*t4+t7*t3P
*t1*t2*t4-t4P*t7*t1*t2*t3,-2)*t7*(-4*(t2*t2)*t34P*t7*t7*t3P*t42kP*t1+4*t34P*(t1*t1)*t7*t3P
*t42kP+8*t33P*t3P*t42kP*t5*(t1*t1)-2*(t2*t2)*t34P*t3P*t42kP*(t1*t1)-4*t42kP*t2*t3P
*k*k*(t1*t1)*t3+2*t42kP*t5*t5*t3P*k*t2-t6*t6*t22kP*t3P*k*k*(t4*t4)+16*t42kP*t1*t2*t3P*k*t33P-4
*t42kP*t6*t6*t3P*k*k*t3*t2-8*t42kP*t6*t3P*k*k*t3*t5*t2+8*t42kP*t6*t6*t3P*k*t1*t33P+12*t42kP
*(t1*t1)*t7*t3P*k*t5*(t2*t2)*t3+t4P*t7*t7*t32kP*k*k*(t1*t1)*(t2*t2)*t4-2*t34P*t6*t6*t22kP*t3P
+t42kP*t7*t7*t3P*k+t7*t7*t33kP*k*(t2*t2)+8*t42kP*t2*t3P*(t3*t3)*t5+4*t7*t7*t33kP*t1*t2*k-2
*t42kP*t7*t3P*k*k*t6*(t2*t2)*(t3*t3)-2*t4P*t4*t32kP*k*k*t7*t1-t6*t2P*t2*t32kP*k*k*t3*t7-4
*(t2*t2)*t33P*t7*t7*t3P*t42kP*(t1*t1)+18*t42kP*t5*t5*t1*t3P*k*(t3*t3)+2*t42kP*t5*(t1*t1)
*t3P*k*t6*(t2*t2)-2*t5*t5*t12kP*(t2*t2)*t3P*k*k*t3*(t4*t4)-t6*t2P*(t4*t4)*t32kP*k*k*t3*t7+2
*t4P*t5*t1*t4*t32kP*k*k*t7+12*t6*t6*t22kP*t4*t3P*k*t3+18*t6*t6*t22kP*t1*t3P*k*(t3*t3)+8*t42kP
*t7*t3P*k*k*t1*t3-18*t42kP*t6*t3P*k*(t3*t3)-16*t2*t33P*t7*t7*t3P*t42kP*t1+12*t42kP*(t1
*t1)*t7*t3P*k*t6*t3-24*t42kP*(t1*t1)*t2*t3P*k*t3*t6-2*t42kP*t7*t3P*k*k*t6-36*t42kP*t7*t3P
*k*t2*(t3*t3)-4*t34P*t7*t3P*t42kP*t5+2*t42kP*t6*t6*t3P*k*t1*(t2*t2)+12*t42kP*t6*t6*t2*t3P
*k*t3*(t1*t1)-2*t4P*(t2*t2)*t32kP*k*k*t7*t1*t3-t4P*(t2*t2)*t32kP*k*k*t7+t42kP*t3P*k+8*t42kP
*(t2*t2)*t3P*t33P*t5*(t1*t1)+t4P*t5*t32kP*k*k*t7*t4-2*t5*t5*t12kP*t3P*k*k*t4-2*(t2*t2)*(t3
*t3)*t3P*t42kP-t4P*t32kP*k*k*t7+t42kP*(t1*t1)*t3P*k-4*t42kP*t7*t3P*k*t2-2*t42kP*t5
*t5*t3P*k*k*t1*(t3*t3)-8*t42kP*t2*t3P*(t3*t3)*t5*t5*t1+36*t42kP*t6*t2*t3P*k*(t3*t3)*t5*(t1
*t1)-2*t42kP*t6*t6*t1*t3P*k*k+16*t33P*t1*t7*t3P*t42kP-16*t42kP*(t1*t1)*t2*t3P*k*t33P
*t6-2*t42kP*t7*t7*t3P*k*k*t1*(t3*t3)-4*t5*t5*t12kP*t2*t3P*k*k*t3*(t4*t4)-2*t42kP*t6*t6*(t1
*t1)*t3P*k*k*t2*(t3*t3)-2*t42kP*t3P*k*k*t3-8*t5*t5*t12kP*t33P*t4*t3P-8*t42kP*(t2*t2)*t3P
*(t3*t3)*t5*t6*t1+4*(t2*t2)*t34P*t7*t3P*t42kP*(t1*t1)+8*t42kP*t6*t1*t3P*k*k*t3-t6*t2P*(t1
*t1)*t7*t32kP*k*k*(t4*t4)-t5*t1P*(t2*t2)*t7*t32kP*k*k*t1*(t4*t4)*t3+12*t42kP*t2*t3P*k*t3-t4P
*(t2*t2)*t32kP*k*k*t7*t3-16*t42kP*t2*t3P*t33P*t5*t6-4*t6*t2P*t1*t7*t32kP*k*k*t2*t4-4*t42kP
*t1*(t2*t2)*t7*t3P*k*k*(t3*t3)*t5-t5*t1P*t32kP*k*k*t7*(t4*t4)*t3-2*t42kP*t6*t6*t1*t3P*k*k*(t3
*t3)-4*t42kP*t7*t7*t3P*k*k*t1*t2+t7*t7*t33kP*k*(t1*t1)*(t4*t4)+16*t2*t34P*t42kP*t6*t3P*t1-36
*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t2+t4P*t7*t7*t32kP*k*k*(t1*t1)*(t2*t2)+2*t42kP*t7*t3P*k*k
*(t2*t2)*(t3*t3)+4*t42kP*t6*(t1*t1)*t3P*k*k*t2*(t3*t3)+12*t5*t5*t12kP*t3P*k*t3*t4-t4P*t4*t32kP
*k*k*t7*(t1*t1)+2*t4P*t5*t2*t4*t32kP*k*k*t7*t3+2*t4P*t5*t32kP*k*k*t7*t1*(t2*t2)*t3+4*t42kP
*(t2*t2)*t3P*t34P*t5*(t1*t1)+t4P*t6*(t1*t1)*t32kP*k*k*t7-4*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t6
*(t1*t1)+16*t2*t34P*t7*t3P*t42kP*t1+18*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t5*(t2*t2)-2*(t2*t2)
*t34P*t42kP*t6*t6*t3P*(t1*t1)+4*t42kP*t7*t3P*k*k*t2*(t3*t3)+18*t42kP*t1*(t2*t2)*t3P*k*(t3
*t3)-4*t42kP*t6*t1*t3P*k*k*t5*(t3*t3)+8*t2*(t3*t3)*t3P*t42kP*t6*(t1*t1)+4*t4P*t7*t7*t32kP
*k*k*t1*t2*t4-2*t42kP*(t2*t2)*t3P*t34P*t5*t5+8*(t2*t2)*t33P*t42kP*t6*t3P-2*t5*t5*t12kP
*t34P*t3P+4*(t3*t3)*t7*t3P*t42kP+6*t42kP*t3P*k*t3+2*t42kP*t7*t3P*k*k+16*t2*(t3*t3)*t7
*t3P*t42kP*t1+2*t42kP*(t1*t1)*t7*t3P*k*t6*(t2*t2)+16*t42kP*t1*t7*t3P*k*t33P*t5+8*t42kP
*t5*t3P*k*k*t1*(t2*t2)*t3-8*t2*(t3*t3)*t7*t3P*t42kP*t5*(t1*t1)-4*t42kP*t6*t6*(t1*t1)*t3P*k
*k*t2*t3-4*(t3*t3)*t6*t6*t22kP*t3P*t4-12*t4P*t3*t4*t6*t2P*k*t2*t7*t3P-4*t7*t3P*t1*t2P*k
*t4P*t6+2*t4P*t6*t2P*k*k*t7*t3P-24*t7*t3P*t6*t2P*k*t2*t4P*t1*t3-8*t42kP*(t1*t1)*t7*t3P
*k*t33P*(t2*t2)-4*t4P*t2*t32kP*k*k*t7*t1-4*t7*t3P*t6*t2P*k*t2*t4P*t1-2*t7*t3P*t6*t2P
*k*t2*t4P*(t1*t1)*t4-16*t42kP*t5*t1*t3P*k*t33P+2*t7*t7*t33kP*k*t2+t4P*t7*t7*t32kP*k*k+12
*t42kP*(t1*t1)*t7*t3P*k*t5*t3-8*t2*t34P*t7*t3P*t42kP*t6+8*t6*t6*t22kP*t1*t3P*k*t33P-2
*t42kP*t7*t7*t3P*k*k*(t1*t1)*t3-8*(t2*t2)*t33P*t7*t3P*t42kP*t6-2*t6*t6*t22kP*(t4*t4)*t3P
*k*k*t3-2*t42kP*t5*t5*t3P*k*k*t2-4*t5*t5*t12kP*t2*t3P*k*k*(t3*t3)*t4-4*t33P*(t1*t1)*t3P*t42kP
*t6*t6-8*(t2*t2)*t33P*t7*t7*t3P*t42kP*t1-4*t5*t5*t12kP*t2*t3P*k*k*t4+8*t42kP*t6*(t2*t2)*t3P
*k*t33P*t5-t42kP*t6*t6*(t1*t1)*t3P*k*k+16*t2*t33P*t42kP*t6*t3P*(t1*t1)-4*t33P*t6*t6*t22kP
*t3P+2*t4P*t5*t32kP*k*k*t7*(t1*t1)*t2*t3-4*t42kP*t2*t3P*k*k*t3-8*t42kP*t1*t2*t7*t3P*k*k
*(t3*t3)*t5-4*t33P*(t4*t4)*t6*t6*t22kP*t3P*(t1*t1)+4*t42kP*(t1*t1)*t7*t7*t3P*k*t33P+32*t2
*t33P*t42kP*t6*t3P*t1-t6*t2P*(t1*t1)*t7*t32kP*k*k*t3*t2+2*t6*t6*t22kP*t4*t3P*k+12*t42kP
*t5*(t1*t1)*t3P*k*t3*t6-4*t42kP*t7*t3P*k*k*t6*t3+4*t42kP*(t1*t1)*t7*t3P*k*t5*t2+t4P*t5*t32kP
*k*k*t7*(t1*t1)-t42kP*t6*t6*(t1*t1)*t3P*k*k*(t2*t2)*(t3*t3)+t42kP*(t1*t1)*t3P*k*(t2*t2)+2*t7
*t7*t33kP*t1*(t2*t2)*k+2*t42kP*(t1*t1)*t7*t3P*k*t5-4*t42kP*t6*t6*t1*t3P*k*k*t2-2*t42kP*t1
*(t2*t2)*t7*t7*t3P*k*k*(t3*t3)+4*(t3*t3)*t3P*t42kP*t5*(t1*t1)-4*t33P*t7*t7*t3P*t42kP+4*t6
*t6*t22kP*t4*t3P*k*t1+18*t5*t5*t12kP*t4*t3P*k*(t3*t3)+4*t34P*t3P*t42kP*t5*(t1*t1)+t42kP
*t6*t6*t3P*k+t7*t7*t33kP*k*(t4*t4)+9*t5*t5*t12kP*(t4*t4)*t3P*k*(t3*t3)-2*(t2*t2)*(t3*t3)*t3P
*t42kP*(t1*t1)+4*t42kP*t5*t1*t3P*k*t6-36*t42kP*t1*(t2*t2)*t3P*k*(t3*t3)*t6-2*t42kP*t5*(t1
*t1)*t3P*k+16*t42kP*t2*t3P*(t3*t3)*t5*t1+4*t42kP*t7*t3P*k*k*t1+4*t5*t5*t12kP*t2*t4*t3P
*k+8*t6*t6*t22kP*t4*t3P*k*t33P*(t1*t1)+16*t42kP*(t2*t2)*t3P*t33P*t5*t1+8*(t2*t2)*t34P*t42kP
*t6*t3P*t1-2*t42kP*(t2*t2)*t3P*t34P*t5*t5*(t1*t1)-8*t2*t33P*t3P*t42kP*(t1*t1)+4*t42kP
*t7*t3P*k*k*t1*(t3*t3)-t42kP*t7*t7*t3P*k*k*(t1*t1)*(t3*t3)+4*t42kP*t7*t3P*k*k*t1*(t2*t2)-4
*t2*(t3*t3)*t7*t7*t3P*t42kP+2*t42kP*t5*t3P*k*k*(t3*t3)+8*t42kP*t6*t6*t2*t3P*k*t33P*(t1
*t1)+2*t4P*t6*t1*t32kP*k*k*t7*t3-4*(t2*t2)*t34P*t7*t3P*t42kP*t6+36*t42kP*t6*(t2*t2)*t3P
*k*(t3*t3)*t5*t1-t42kP*t5*t5*t3P*k*k+9*t42kP*t5*t5*t3P*k*(t3*t3)+2*t4P*t6*(t1*t1)*t32kP*k
*k*t7*t2*t4-16*t42kP*t1*t7*t3P*k*t33P+t4P*t6*t32kP*k*k*t7*(t2*t2)*t4+4*t42kP*t1*t3P*k*t2
+18*t42kP*t1*t7*t7*t3P*k*(t3*t3)*(t2*t2)-4*t42kP*t2*t3P*k*k*t1+t4P*t5*(t1*t1)*t4*t32kP*k
*k*t7+8*t42kP*(t1*t1)*t7*t3P*k*t33P*t5*(t2*t2)-2*t42kP*t6*t3P*k*k*(t3*t3)*t5*(t2*t2)+48*t42kP
*t6*t2*t3P*k*t3*t5*t1+2*t42kP*t5*t3P*k*k+4*(t3*t3)*t3P*t42kP*t5+8*t33P*t3P*t42kP*t6-2
*t34P*t3P*t42kP*(t1*t1)-4*t2*t34P*t3P*t42kP-24*t42kP*t1*(t2*t2)*t3P*k*t3*t6-4*t5*t5*t12kP
*t3P*k*k*t3*t4-12*t42kP*(t1*t1)*t3P*k*t3*t6+4*(t2*t2)*t34P*t7*t3P*t42kP+2*t42kP*t6*t3P
*k*t5*(t2*t2)-8*t42kP*(t2*t2)*t3P*k*t33P*t5-12*t42kP*t7*t3P*k*(t2*t2)*t3+4*(t2*t2)*t34P*t42kP
*t6*t3P*(t1*t1)-8*t42kP*t6*t1*t3P*k*k*t5*t2-4*t6*t6*t22kP*t1*t3P*k*k*t3*(t4*t4)-8*t2*t33P
*t7*t7*t3P*t42kP+2*t4P*t6*t1*t32kP*k*k*t7-2*t4P*t4*t32kP*k*k*t7*(t1*t1)*t2*t3-8*t42kP*t2
*t3P*t33P*t5*t5*(t1*t1)+4*t5*t5*t12kP*(t4*t4)*t3P*k*t33P+2*t4P*t5*t32kP*k*k*t7*(t1*t1)
*t2+6*t6*t6*t22kP*(t1*t1)*t3P*k*t3-4*t33P*t3P*t42kP*(t1*t1)-2*t34P*t7*t7*t3P*t42kP+2
*t4P*t7*t7*t32kP*k*k*t2*t4+2*t4P*t7*t7*t32kP*k*k*t1*(t2*t2)-8*t2*t34P*t7*t7*t3P*t42kP*t1
+4*t42kP*t5*(t1*t1)*t3P*k*t6*t2-2*t42kP*t7*t3P*k*k*t5*(t3*t3)-2*t4P*t2*t32kP*k*k*t7*(t1*t1)
*t3+36*t42kP*t1*t7*t3P*k*(t3*t3)*t6+4*t6*t6*t22kP*(t1*t1)*t3P*k*t33P-18*t42kP*t6*(t2*t2)
*t3P*k*(t3*t3)+2*t4P*t5*t32kP*k*k*t7*t2+4*t42kP*t6*t1*t3P*k*k*(t2*t2)+2*t42kP*t5*t3P*k
*k*(t2*t2)+8*t34P*t1*t7*t3P*t42kP-2*t5*t5*t12kP*t2*t3P*k*k*(t3*t3)*(t4*t4)-2*t6*t2P*t1*t7
*t32kP*k*k*t2*(t4*t4)-16*t42kP*t1*(t2*t2)*t3P*k*t33P*t6+t42kP*t5*t5*t3P*k*(t2*t2)+2*t4P
*t6*t1*t32kP*k*k*t7*(t2*t2)-t6*t2P*(t1*t1)*t7*t32kP*k*k*t2*(t4*t4)-36*t42kP*t6*t2*t3P*k*(t3
*t3)+t4P*t5*t32kP*k*k*t7*t3+6*t42kP*(t1*t1)*t7*t7*t3P*k*(t2*t2)*t3-2*(t2*t2)*(t3*t3)*t7*t7*t3P
*t42kP-4*(t2*t2)*t34P*t7*t3P*t42kP*t5*(t1*t1)-2*t42kP*t5*t5*t3P*k*k*t1*(t2*t2)+6*t42kP
*t5*t5*t3P*k*t3+24*t42kP*t1*t2*t3P*k*t3-16*(t2*t2)*t33P*t7*t3P*t42kP*t6*t1-4*t42kP*t5*t5
*t3P*k*k*t1*t2-4*t42kP*t7*t3P*k*k*t6*(t2*t2)*t3+4*t42kP*t1*t7*t3P*k*t6*(t2*t2)+6*t5*t5*t12kP
*(t2*t2)*t3P*k*t3+2*t4P*t7*t7*t32kP*k*k*t1*t3+t7*t7*t33kP*(t1*t1)*(t2*t2)*k*(t4*t4)-4*t42kP
*t5*t5*t3P*k*k*t1*t2*(t3*t3)-32*t42kP*t1*t2*t3P*k*t33P*t6-2*t42kP*t6*t6*(t1*t1)*t3P*k*k*t2
+12*t42kP*t6*t6*(t2*t2)*t3P*k*t3*t1+4*(t2*t2)*(t3*t3)*t3P*t42kP*t6+4*t6*t6*t22kP*(t4*t4)*t3P
*k*t33P*(t1*t1)-4*t4P*t4*t32kP*k*k*t7*t1*t2+6*t6*t6*t22kP*t3P*k*t3-8*t42kP*t5*(t1*t1)*t3P
*k*t33P+8*t42kP*t7*t3P*k*t6*t33P-4*t42kP*(t2*t2)*t3P*k*k*t1*t3-t6*t2P*(t1*t1)*t7*t32kP
*k*k+6*t42kP*(t2*t2)*t3P*k*t3+t4P*(t1*t1)*(t2*t2)*t7*t7*t32kP*k*k*t3-4*t6*t6*t22kP*t1*t3P
*k*k*(t3*t3)*t4+4*t42kP*t7*t3P*k*k*(t1*t1)*t2-2*t6*t6*t22kP*(t1*t1)*t3P*k*k*t3*(t4*t4)+8*t42kP
*(t1*t1)*t2*t7*t3P*k*k*t3+t4P*t5*t32kP*k*k*t7*(t1*t1)*(t2*t2)*t3+2*t4P*t5*t32kP*k*k*t7*t1-2
*t5*t1P*t2*t7*t32kP*k*k*t1+2*t42kP*t5*t5*t1*t3P*k*(t2*t2)+4*t6*t6*t22kP*(t4*t4)*t3P*k*t33P-12
*t42kP*t5*t3P*k*t3-8*t5*t5*t12kP*t2*t34P*t4*t3P-24*t42kP*(t1*t1)*t7*t3P*k*t2*t3-2*t5*t5
*t12kP*(t2*t2)*t3P*k*k*t3+4*t42kP*t6*t1*t3P*k*k*(t3*t3)-t4P*t4*t32kP*k*k*t7*(t2*t2)*t3-48
*t42kP*t1*t7*t3P*k*t2*t3+4*t42kP*t6*t3P*k*t5*t2-t42kP*t3P*k*k*(t3*t3)+12*t42kP*t7*t3P
*k*t6*t3-t42kP*t6*t6*(t1*t1)*t3P*k*k*(t3*t3)-t42kP*(t1*t1)*(t2*t2)*t7*t7*t3P*k*k*(t3*t3)+4*t42kP
*t5*t1*t3P*k*t6*(t2*t2)-2*t42kP*(t2*t2)*t3P*k*k*t1+2*t4P*t7*t7*t32kP*k*k*(t1*t1)*t2*t4+t42kP
*t7*t7*t3P*k*(t2*t2)-2*t42kP*t5*(t1*t1)*t3P*k*(t2*t2)-8*(t3*t3)*t1*t3P*t42kP*t6*t6*t2-8*t42kP
*t2*t3P*k*k*t1*t3+t4P*t7*t7*t32kP*k*k*(t1*t1)*t3-2*(t3*t3)*t7*t7*t3P*t42kP+9*t5*t5*t12kP
*(t2*t2)*t3P*k*(t3*t3)-t4P*t4*t32kP*k*k*t7-8*t33P*(t4*t4)*t6*t6*t22kP*t3P*t1-16*t42kP*t1
*t7*t3P*k*t33P*(t2*t2)-8*t42kP*t1*t2*t7*t3P*k*k*(t3*t3)*t6+8*t4P*(t2*t2)*t3P*t33P*t5*t5
*t1P*t1-8*t4P*t7*t3P*k*t6*t2P*t33P+4*t5*t1P*t3P*(t3*t3)*t4P*t6+4*t34P*t4*t6*t6*t2P
*t3P*t4P*t2+18*t5*t1P*t4*t3P*k*t4P*(t2*t2)*(t3*t3)-18*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P
*t5*(t1*t1)-18*t4P*t6*t6*(t1*t1)*t3P*k*(t3*t3)*t2P*t4-8*t4P*t6*t6*(t1*t1)*t3P*k*t33P*t2P-16
*t4P*t6*t6*t1*t3P*k*t33P*t2P*t4-8*t4P*t6*t6*(t1*t1)*t3P*k*t33P*t2P*t4+2*t4P*t6*t6*t3P
*k*k*t2P*t4+4*t4P*t6*t3P*k*k*t5*t1P*t2+2*t4P*t6*t3P*k*k*t5*t1P+2*t4P*t6*t6*t3P*k*k
*t2P+8*t4P*t2*t3P*t34P*t5*t5*t1P-8*t4P*t5*t5*t1*t3P*k*t33P*t1P-6*t7*t32kP*(t1*t1)
*t33P*t6*t2P*t4+8*t6*t2P*t7*t32kP*k*(t1*t1)*(t4*t4)*t3-12*t4P*t6*t4*t3P*k*t3*t5*t1P*t1-6
*t6*t2P*t7*t32kP*(t1*t1)*t2*(t3*t3)*t4+2*t7*t7*t33kP*k*(t4*t4)*t3-4*t4P*t6*t6*t3P*k*t2P*t1-12
*t4P*t6*t6*t3P*k*t2P*t3-4*t4P*t6*t3P*k*t5*t1P*t2-4*t7*t7*t33kP*t1*t2*(t3*t3)+2*t4P*t5
*t3P*k*k*t6*t2P*t2+2*t4P*t5*t5*t3P*k*k*t1P*(t2*t2)+2*t4P*t5*t5*t3P*k*k*t1P*(t3*t3)+4
*t6*t2P*t4*t3P*k*t5*t1P*t2+4*t6*t2P*t4*t3P*k*t5*t1P+8*t2*(t3*t3)*t7*t3P*t4P*t5*t1P
*t4*t1-6*t4P*t5*t7*t32kP*k*(t1*t1)*t4*(t3*t3)+8*t6*t6*t2P*t2*t34P*t3P*t4P*t1+2*t5*t1P*t3P
*k*t6*t2P+4*t4P*t5*t3P*k*k*t6*t2P*t3*t2-12*t7*t7*t32kP*k*t4P*t1*(t2*t2)*(t3*t3)+2*t5*t1P
*(t2*t2)*t7*t3P*k*k*t4P*t1*(t3*t3)+8*t7*t7*t33kP*k*t4*t3*t2+2*t6*t2P*(t4*t4)*t3P*k*t5*t1P
*t2+4*t6*t2P*t2*t4*t3P*k*k*t4P*t5*t3+8*t33P*t7*t3P*t4P*t5*t1P+4*(t3*t3)*t7*t3P*t4P
*t5*t1P*t4+4*t34P*t7*t3P*t4P*t5*t1P+4*t6*t2P*t1*t3P*k*k*t4P*t5*t2+2*t6*t2P*(t1*t1)
*t3P*k*k*t4P*t5-8*t5*t5*t1P*t3P*k*t33P*t4P*t1*(t2*t2)+8*t7*t32kP*t1*t2*k*t5*t1P*t4+4
*t4P*t6*t6*t3P*k*k*t2P*t1+4*t4P*t6*t3P*k*k*t5*t1P*t2*t1+4*t4P*t6*t3P*k*k*t5*t1P*t3
*t1+2*t4P*t6*t3P*k*k*t5*t1P*t4*t1+4*t4P*t6*t6*t3P*k*k*t2P*t1*(t3*t3)-8*t4P*t2*t4*t3P
*k*k*t3*t5*t1P*t1+18*t5*t1P*(t2*t2)*t3P*k*(t3*t3)*t4P+8*t34P*t6*t6*t2P*t3P*t4P*t1+8*t34P
*t6*t2P*t3P*t4P*t7*t1-3*t4P*t7*t32kP*(t3*t3)*(t2*t2)-3*t6*t2P*t7*t32kP*(t3*t3)-6*t6*t2P
*t7*t32kP*(t3*t3)*t4-3*t6*t2P*t7*t32kP*t33P-6*t6*t2P*t7*t32kP*t33P*t4-4*t7*t32kP*k*t4P
*t6*t2*t4+2*t7*t32kP*k*t5*t1P*(t2*t2)*(t4*t4)-2*t7*t32kP*k*t4P*t6*(t2*t2)*t4+2*t7*t32kP*k*t4P
*(t1*t1)*t4+4*t7*t32kP*k*t4P*t1+4*t7*t32kP*k*t4P*t2-2*t7*t32kP*k*t4P*t6*(t1*t1)-8*t33P
*t6*t2P*t3P*t4P-2*t7*t7*t33kP*(t2*t2)*t4*(t3*t3)-t7*t7*t33kP*(t2*t2)*(t4*t4)*(t3*t3)+2*t6*t2P
*(t4*t4)*t3P*k*t5*t1P*t1+4*t4P*t6*t6*t3P*k*k*t2P*t1*(t3*t3)*t4-18*t6*t2P*t2*t3P*k*(t3*t3)
*t4P*t5-4*t6*t2P*t1*t3P*k*k*(t3*t3)*t5*t1P*t4-16*t7*t32kP*k*t4P*t5*t1*(t2*t2)*t3+16*t7*t32kP
*k*t6*t2P*t1*t3*t2-16*t2*t33P*t3P*t4P*t5*t1P-8*t2*(t3*t3)*t3P*t4P*t5*t1P*t4+16*t7*t32kP
*k*t5*t1P*t2*t3*(t4*t4)*t1+16*t7*t32kP*k*t5*t1P*(t2*t2)*t3*t4*t1+16*t7*t32kP*k*t6*t2P*(t1*t1)
*t3*t4*t2-8*t7*t32kP*k*t4P*t6*(t1*t1)*(t2*t2)*t3-8*t7*t32kP*k*t4P*t5*(t1*t1)*(t2*t2)*t3+8*t7
*t32kP*k*t6*t2P*(t1*t1)*t3*t2+12*t7*t32kP*k*t5*t1P*t2*(t3*t3)*t1+16*t7*t32kP*k*t4P*(t1*t1)
*t2*t3*t4+12*t7*t32kP*k*t4P*(t1*t1)*t2*(t3*t3)*t4-2*t5*t1P*t1*t4*t3P*k*k*t4P*(t3*t3)-12*t6
*t2P*t2*t3P*k*t3*t4P*t5+2*t4P*t6*t6*t3P*k*k*t2P*t2+2*t4P*t6*t3P*k*k*t5*t1P*(t2*t2)
+2*t7*t32kP*k*t6*t2P*(t4*t4)*t2+12*t5*t1P*t4*t3P*k*t4P*t1*(t2*t2)*t3-18*t5*t5*t1P*t4*t3P
*k*t4P*t1*(t2*t2)*(t3*t3)+12*t4P*(t1*t1)*t3P*k*t6*t2P*t3*t4+18*t4P*(t1*t1)*t3P*k*(t3*t3)
*t6*t2P+16*t4P*t1*t3P*k*t33P*t6*t2P+36*t4P*t1*t3P*k*(t3*t3)*t6*t2P*t4+36*t4P*t1*t3P
*k*(t3*t3)*t5*t1P*t2+36*t4P*t1*t3P*k*(t3*t3)*t6*t2P+8*t2*t34P*t7*t3P*t4P*t6*t2P*t1-3
*t5*t1P*t7*t32kP*t1*(t3*t3)-6*t5*t1P*t7*t32kP*t1*(t3*t3)*t4+8*(t2*t2)*t33P*t4P*t6*t3P*t5
*t1P+16*t2*t33P*t4P*t6*t3P*t5*t1P+2*t7*t7*t33kP*k*(t2*t2)*t3+8*t34P*t6*t2P*t3P*t4P
*t5*t1-2*t6*t2P*t3P*k*k*t5*t1P*(t4*t4)-2*t6*t2P*t3P*k*k*t5*t1P*t2-2*t6*t2P*t3P*k*k*t5
*t1P-4*t6*t2P*t3P*k*k*t4P*t3-4*t6*t2P*t3P*k*k*t5*t1P*t3-4*t6*t2P*t3P*k*k*t5*t1P*t4-8
*t2*(t3*t3)*t3P*t4P*t5*t1P*t1-4*t2*(t3*t3)*t3P*t4P*t6*t2P*(t1*t1)-2*t4P*t5*(t1*t1)*t3P
*k*t6*t2P+18*t6*t2P*t3P*k*(t3*t3)*t4P-12*t4P*t5*t5*t4*t3P*k*t3*t1P+3*t4P*t6*t7*t32kP
*t4*(t3*t3)+6*t4P*t7*t7*t32kP*t4*(t3*t3)*t1+6*t4P*t7*t7*t32kP*t4*(t3*t3)*t2+12*t4P*t7*t7*t32kP
*t4*(t3*t3)*t1*t2+3*t4P*t7*t7*t32kP*t4*t33P+6*t4P*t7*t7*t32kP*t4*t33P*t1+8*t4P*t6*t3P
*k*k*t3*t5*t1P*t2*t4+12*t5*t1P*(t2*t2)*t3P*k*t3*t4P-6*t5*t1P*t7*t32kP*t1*t2*(t4*t4)*(t3*t3)-16
*t7*t7*t32kP*k*t4P*(t1*t1)*t2*t3-2*t4P*t4*t3P*k*k*t5*t1P*(t2*t2)-6*t4P*t7*t32kP*t1*t4*(t3
*t3)-6*t6*t2P*t7*t32kP*t1*t2*(t3*t3)-12*t4P*t7*t32kP*t1*t4*(t3*t3)*t2+4*t5*t1P*t1*t34P*t3P
*t4P*t6+4*t5*t5*t1P*t1*t34P*t3P*t4P+4*t5*t1P*t1*t34P*t3P*t4P*t7-8*t5*t1P*t1*t33P
*t3P*t4P+8*t5*t1P*(t2*t2)*t3P*k*t33P*t4P+16*t5*t1P*t4*t3P*k*t6*t2P*t1*t33P+2*t6*t2P
*t4*t3P*k*t4P*(t1*t1)+12*t6*t2P*(t4*t4)*t3P*k*t5*t1P*t3-2*t4P*t3P*k*k*t6*t2P*(t1*t1)
*t2+8*t4P*t6*t6*t3P*k*k*t2P*t1*t3*t4-4*t4P*t3P*k*k*t6*t2P*t1*t4+8*t6*t2P*t2*(t4*t4)*t3P
*k*t33P*t5*t1P-4*t4P*(t2*t2)*t4*t3P*k*k*t3*t5*t1P*t1-4*t4P*t2*t4*t3P*k*k*(t3*t3)*t5*t1P
*t1-2*t4P*t4*t3P*k*k*t5*t1P*(t3*t3)-3*t4P*t7*t32kP*(t1*t1)*t4*(t3*t3)+2*t4P*t5*t5*t1*t3P
*k*k*t1P-8*t6*t6*t2P*t2*t4*t3P*k*t33P*t4P-8*t6*t2P*t2*t4*t3P*k*t33P*t4P*t5-18*t6*t6
*t2P*t2*t4*t3P*k*(t3*t3)*t4P*(t1*t1)-12*t4P*t6*t6*(t1*t1)*t2*t3P*k*t3*t2P-36*t4P*t6*t6
*t1*t2*t3P*k*(t3*t3)*t2P-12*t4P*t6*t1*(t2*t2)*t3P*k*t3*t5*t1P-24*t4P*t6*t1*t2*t3P*k*t3
*t5*t1P-24*t4P*t6*t6*t1*t2*t3P*k*t3*t2P-36*t4P*t6*t1*t2*t3P*k*(t3*t3)*t5*t1P-6*t4P*t7
*t32kP*(t1*t1)*t4*(t3*t3)*t2+18*t6*t2P*t2*(t4*t4)*t3P*k*(t3*t3)*t5*t1P-12*t6*t2P*(t1*t1)*t3P
*k*t3*t4P*t5*t2+8*t6*t2P*t1*t3P*k*t33P*t5*t1P-36*t6*t2P*t1*t3P*k*(t3*t3)*t4P*t5*t2-18
*t6*t2P*(t1*t1)*t3P*k*(t3*t3)*t4P*t5+2*t4P*t6*t3P*k*k*(t3*t3)*t5*t1P*(t2*t2)+4*t4P*t6*t3P
*k*k*t3*t5*t1P*(t2*t2)*t4+4*t4P*t6*t3P*k*k*(t3*t3)*t5*t1P*t2+2*t4P*t6*t3P*k*k*(t3*t3)*t5
*t1P*t4+18*t4P*t1*t3P*k*(t3*t3)*t5*t1P*(t2*t2)+36*t4P*t1*t3P*k*(t3*t3)*t6*t2P*t2-12*t5
*t5*t1P*t4*t3P*k*t4P*(t2*t2)*t3+4*t4P*t6*t6*t3P*k*k*t3*t2P*t2+4*t4P*t6*t3P*k*k*t3*t5
*t1P*(t2*t2)-2*t4P*t5*t5*t1*t3P*k*t1P-4*t4P*t5*t1*t3P*k*t6*t2P+8*t6*t2P*t2*t4*t3P*k
*t33P*t4P+18*t5*t1P*(t4*t4)*t3P*k*t6*t2P*t1*(t3*t3)-36*t5*t5*t1P*t4*t3P*k*t4P*t1*t2*(t3
*t3)-2*t6*t2P*t2*t4*t3P*k*k*t4P+6*t6*t2P*t7*t32kP*k*(t1*t1)*(t3*t3)+2*t4P*t6*t6*t3P*k*k
*(t3*t3)*t2P*t4-8*t4P*t1*t7*t3P*k*t33P*t5*t1P*(t2*t2)*t4-8*t4P*(t1*t1)*t7*t3P*k*t33P
*t6*t2P*t2-2*t4P*t6*t3P*k*t5*t1P-2*t4P*t6*t6*t3P*k*t2P+8*t4P*t2*t3P*(t3*t3)*t5*t5*t1P
*t1-2*t4P*t3P*k*k*t6*t2P*(t1*t1)*t4-18*t4P*t6*t6*t3P*k*t2P*(t3*t3)-12*t4P*t6*t3P*k*t5
*t1P*t3-2*t4P*t6*t3P*k*t5*t1P*t4+4*t4P*t6*t4*t3P*(t3*t3)*t5*t1P*t1+4*t4P*t6*t6*t4*t3P
*(t3*t3)*t2P*(t1*t1)-8*t2*t34P*t3P*t4P*t5*t1P-3*t7*t32kP*t33P*t6*t2P*(t4*t4)-4*t6*t2P
*t1*t3P*k*k*t3*t5*t1P*(t4*t4)-3*t7*t32kP*t33P*t5*t1P*(t4*t4)-12*t5*t5*t1P*t3P*k*t3*t4P
*t1*(t2*t2)-4*t6*t6*t2P*t4*t3P*k*t4P*t1*t2-4*(t3*t3)*t6*t2P*t3P*t5*t1P*(t4*t4)*t1-2*t4P
*t6*t6*t3P*k*t2P*t2+2*t4P*t7*t3P*k*k*t5*t1P*(t2*t2)*(t3*t3)-24*t4P*t6*t1*t2*t3P*k*t3*t5
*t1P*t4-24*t6*t6*t2P*t1*t3P*k*t3*t4P-24*t6*t2P*t1*t3P*k*t3*t4P*t5+12*t4P*t6*t7*t32kP
*t1*t2*t4*(t3*t3)+6*t7*t32kP*k*t5*t1P*(t2*t2)*(t3*t3)*(t4*t4)*t1+12*t7*t32kP*k*t5*t1P*t2*(t3
*t3)*(t4*t4)*t1-12*t7*t32kP*k*t4P*t5*(t1*t1)*t2*(t3*t3)*t4+6*t7*t32kP*k*t5*t1P*(t2*t2)*(t3*t3)
+12*t7*t32kP*k*t4P*t1*(t2*t2)*(t3*t3)-2*t5*t1P*t2*t3P*k*k*t6*t2P*t1*(t3*t3)*(t4*t4)+2*t5*t5
*t1P*(t2*t2)*t3P*k*k*t4P*t1*(t3*t3)*t4-2*t5*t1P*t2*t3P*k*k*t6*t2P*t1*(t3*t3)-2*t5*t1P*(t2
*t2)*t3P*k*k*t4P*t1*(t3*t3)+4*t4P*t7*t3P*k*k*t5*t1P*t2*(t3*t3)+4*t4P*t2*t3P*(t3*t3)*t5
*t6*t2P*(t1*t1)-8*t4P*t5*t7*t32kP*k*t3+4*t7*t7*t33kP*k*(t2*t2)*t3*t4-2*t5*t1P*(t2*t2)*t7*t32kP
*k*k*t1*t4+6*t42kP*t5*t5*t3P*k*(t2*t2)*t3+t4P*t6*t32kP*k*k*t7+36*t42kP*t7*t3P*k*t6*t2*(t3
*t3)-24*t42kP*t6*t2*t3P*k*t3-4*t5*t1P*t2*t7*t32kP*k*k*t1*t4*t3+9*t42kP*t5*t5*t3P*k*(t2*t2)
*(t3*t3)+16*t42kP*(t1*t1)*t7*t3P*k*t33P*t6*t2+12*t42kP*t1*t7*t7*t3P*k*t3+6*t42kP*(t1*t1)
*(t2*t2)*t3P*k*t3-4*t5*t5*t3P*t33P*t42kP+6*t42kP*t6*t6*t3P*k*t3-2*t5*t5*t12kP*(t2*t2)*t34P
*(t4*t4)*t3P+12*t42kP*t6*(t2*t2)*t3P*k*t3*t5*(t1*t1)+t4P*t6*t32kP*k*k*t3*t7*(t2*t2)-2*t42kP
*t7*t3P*k*k*t6*(t1*t1)*(t2*t2)+4*t42kP*(t2*t2)*t3P*k*t33P-72*t42kP*t1*t2*t3P*k*(t3*t3)*t5
+4*t7*t3P*t6*t2P*k*k*t2*t4P*t1+4*t7*t3P*t3*t2P*k*k*t4P*t6-2*t4P*t6*t2P*k*t2*t7*t3P
+4*t4P*t1*t6*t2P*k*k*t7*t3P-4*t42kP*t7*t3P*k*k*t6*t1+4*t7*t3P*t6*t2P*k*k*t2*t4P*(t1*t1)
*t3+2*t7*t3P*t6*t2P*k*k*t2*t4P*(t1*t1)-4*t7*t3P*t1*t4*t2P*k*t4P*t6-24*t7*t3P*t3*t4*t6*t2P
*k*t4P*t1*t2+2*t7*t3P*t6*t2P*k*k*t2*t4P+2*t7*t3P*t6*t2P*k*k*t2*t4P*(t1*t1)*t4-12*t4P
*t6*t2P*k*t2*t7*t3P*t3+16*t4P*t1*t2*t33P*t4*t7*t3P*t6*t2P+8*t4P*t7*t32kP*k*t4*t3*(t2
*t2)+16*t6*t2P*t7*t32kP*k*t1*(t4*t4)*t3-6*t7*t32kP*t1*t33P*t5*t1P*(t2*t2)*t4+4*(t3*t3)*t7*t3P
*t4P*t5*t1P-8*t6*t2P*t2*t33P*t3P*t4P*(t1*t1)-6*t7*t32kP*t1*t33P*t4P*(t2*t2)+3*t7*t7
*t32kP*(t1*t1)*t33P*t4P*(t2*t2)-12*t7*t32kP*t1*t33P*t5*t1P*t2*t4+16*t4P*t1*t2*t33P*t4
*t7*t3P*t5*t1P+8*t4P*t1*(t2*t2)*t33P*t4*t7*t3P*t5*t1P+8*t4P*t1*t2*t34P*t4*t7*t3P*t6
*t2P-8*t5*t1P*t33P*t4*t3P*t4P*t1-3*t7*t32kP*t1*(t4*t4)*(t3*t3)*t5*t1P-4*t34P*t6*t2P
*t3P*t4P*(t1*t1)-8*t33P*t6*t2P*t3P*t5*t1P*t1-4*t7*t32kP*(t1*t1)*t2*k*t4P*t5*t4-4*t7*t32kP
*t1*(t2*t2)*k*t4P*t5*t4-4*t7*t32kP*(t1*t1)*t2*k*t4P*t6*t4-4*t7*t7*t32kP*t1*(t2*t2)*k*t4P*t4
+8*t5*t1P*t1*t2*t34P*t3P*t4P*t6+8*t33P*t6*t2P*t3P*t4P*t5*(t1*t1)+8*t33P*t6*t6*t2P
*t3P*t4P*(t1*t1)+8*t33P*t6*t2P*t3P*t4P*t7*(t1*t1)+6*t7*t32kP*(t4*t4)*k*(t3*t3)*t6*t2P-8
*t2*(t3*t3)*t3P*t4P*t6*t2P*t1-4*t2*(t3*t3)*t3P*t4P*t6*t2P*t4-4*(t2*t2)*(t3*t3)*t3P*t4P
*t5*t1P-8*t2*(t3*t3)*t3P*t4P*t5*t1P-4*t2*(t3*t3)*t3P*t4P*t6*t2P-4*t4P*t4*t3P*k*k*t5
*t1P*t2*(t3*t3)+2*t4P*(t2*t2)*t4*t3P*k*t5*t1P+4*t4P*t2*t4*t3P*k*t5*t1P+4*t4P*(t2*t2)
*t3P*(t3*t3)*t5*t5*t1P*t1-8*t4P*t6*t3P*k*t5*t1P*t33P+3*t4P*t7*t7*t32kP*(t2*t2)*t33P-4
*t4P*t2*t3P*k*k*t6*t2P*t3+16*t2*t33P*t42kP*t6*t3P-3*t6*t2P*t7*t32kP*t2*(t4*t4)*(t3*t3)
*(t1*t1)-3*t4P*t7*t32kP*t33P*(t2*t2)+2*t7*t32kP*(t1*t1)*t2*k*t6*t2P+8*t7*t32kP*t1*t2*k*t6
*t2P*t4+2*t7*t32kP*t1*(t2*t2)*k*t5*t1P+8*t5*t1P*t33P*t4*t3P*t4P*t6*t1+4*t5*t1P*t34P
*t4*t3P*t4P*t6+4*t5*t5*t1P*t34P*t4*t3P*t4P+8*t5*t5*t1P*t33P*t4*t3P*t4P*t1+4*t7*t7
*t33kP*k*(t4*t4)*t3*t2-16*t5*t1P*t1*t2*t33P*t3P*t4P+8*t33P*t4*t6*t6*t2P*t3P*t4P*(t1
*t1)*t2+8*t33P*t4*t6*t2P*t3P*t4P*t7*(t1*t1)+8*t4P*t6*t2*t4*t3P*(t3*t3)*t5*t1P*t1+4*t4P
*t6*t6*t2*t4*t3P*(t3*t3)*t2P*(t1*t1)-2*t7*t7*t32kP*k*t4P*(t2*t2)-6*t7*t32kP*k*t4P*t6*(t2
*t2)*(t3*t3)-2*t7*t32kP*k*t4P*t5*(t1*t1)-2*t7*t32kP*k*t4P*t6-2*t7*t32kP*k*t4P*t5-2*t7*t32kP
*k*t4P*t5*(t2*t2)-36*t4P*t6*t2*t3P*k*(t3*t3)*t5*t1P-8*t6*t2P*t4*t3P*k*t4P*t5*t33P-2*t6
*t6*t2P*t4*t3P*k*t4P*t2+12*t6*t2P*t4*t3P*k*t4P*t3+24*t6*t2P*t4*t3P*k*t5*t1P*t3+2*t6
*t2P*(t4*t4)*t3P*k*t5*t1P+32*t7*t32kP*t1*k*t3*t6*t2P*t4+8*t33P*t6*t2P*t3P*t4P*t7-2
*t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t5+8*t33P*t6*t6*t2P*t3P*t4P+8*t33P*t6*t2P*t3P*t4P
*t5-8*t33P*t6*t2P*t3P*t5*t1P+3*t4P*t6*t7*t32kP*(t2*t2)*t4*t33P-16*t33P*t6*t2P*t3P
*t4P*t1-4*t34P*(t4*t4)*t6*t2P*t3P*t5*t1P-8*t33P*t4*t6*t2P*t3P*t4P*(t1*t1)-4*t6*t2P
*t1*t3P*k*k*t3*t5*t1P-4*t6*t2P*t1*t3P*k*k*(t3*t3)*t4P-2*t6*t2P*t1*t3P*k*k*(t3*t3)*t5*t1P-8
*t6*t2P*t1*t3P*k*k*t3*t5*t1P*t4-4*t6*t2P*(t1*t1)*t3P*k*k*t3*t4P*t2-2*t6*t2P*(t1*t1)*t3P
*k*k*(t3*t3)*t4P-16*t7*t32kP*k*t4P*t6*(t1*t1)*t2*t3-16*t7*t32kP*k*t4P*t5*(t1*t1)*t2*t3+4*t4P
*t6*t6*t3P*k*k*t2P*t1*t2+4*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*t3*t4+4*t4P*t6*t3P*k*k*t5*t1P
*t2*(t3*t3)*t4*t1+2*t4P*t6*t3P*k*k*t5*t1P*t1+2*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*(t3*t3)*t4+2
*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*t2-2*t4P*t3P*k*k*t5*t1P*(t3*t3)+36*t6*t2P*t2*t4*t3P*k
*(t3*t3)*t5*t1P*t1-24*t5*t5*t1P*t3P*k*t3*t4P*t1*t2+4*t4P*t6*t6*t3P*k*k*t2P*t1*(t3*t3)*t4
*t2+4*t4P*t6*t6*t3P*k*k*t2P*t1*(t3*t3)*t2-4*t34P*t6*t2P*t3P*t4P-4*t34P*t6*t2P*t3P
*t5*t1P-8*t34P*t6*t2P*t3P*t4P*t1-2*t4P*t2*t4*t3P*k*k*(t3*t3)*t6*t2P*(t1*t1)-2*t4P*(t2
*t2)*t4*t3P*k*k*(t3*t3)*t5*t1P*t1+16*t6*t2P*t2*t4*t3P*k*t33P*t5*t1P+16*t6*t2P*t2*t4*t3P
*k*t33P*t4P*t1-4*t6*t2P*t2*t4*t3P*k*k*t5*t1P+4*t4P*t2*t4*t7*t3P*k*k*(t3*t3)*t5*t1P*t1
+8*t5*t1P*t1*t33P*t3P*t4P*t7+8*t5*t1P*t1*t33P*t3P*t4P*t6+8*t5*t5*t1P*t1*t33P*t3P
*t4P-2*t7*t32kP*k*t4P*t5*(t2*t2)*t4-2*t7*t7*t32kP*k*t4P*(t2*t2)*t4+4*t7*t32kP*k*t6*t2P
*t1+8*t7*t32kP*k*t6*t2P*t3+4*t7*t32kP*k*t6*t2P*t4+4*t7*t32kP*k*t5*t1P*t2+2*t7*t32kP*k*t5
*t1P+2*t7*t32kP*k*t6*t2P+4*t7*t32kP*k*t5*t1P*(t2*t2)*t4-4*t7*t32kP*k*t4P*t6*t2+6*t7*t32kP
*k*t6*t2P*(t3*t3)+4*t7*t32kP*k*t5*t1P*t4+3*t4P*t5*t7*t32kP*(t1*t1)*(t2*t2)*t4*(t3*t3)-8*t7
*t32kP*k*t4P*t5*(t1*t1)*(t2*t2)*t3*t4+32*t7*t32kP*k*t4P*t1*t2*t3+12*t7*t32kP*k*t6*t2P*t1
*(t3*t3)*(t4*t4)*t2-6*t7*t32kP*k*t4P*t6*(t2*t2)*(t3*t3)*t4-8*t7*t32kP*k*t4P*t6*(t2*t2)*t3*t4
+16*t6*t2P*t2*t4*t3P*k*t33P*t5*t1P*t1+18*t6*t2P*t2*(t4*t4)*t3P*k*(t3*t3)*t5*t1P*t1+36*t4P
*t1*t3P*k*(t3*t3)*t5*t1P*t2*t4+2*t6*t2P*t2*t3P*k*t4P+16*t5*t1P*t7*t32kP*k*t3*t4+16*t5*t1P
*t7*t32kP*k*t3*t2+32*t5*t1P*t7*t32kP*k*t3*t2*t4+6*t5*t1P*t7*t32kP*k*(t3*t3)+12*t5*t1P*t7
*t32kP*k*(t3*t3)*t4+12*t5*t1P*t7*t32kP*k*(t3*t3)*t2+24*t5*t1P*t7*t32kP*k*(t3*t3)*t2*t4-3*t7
*t32kP*(t2*t2)*(t3*t3)*t5*t1P*(t4*t4)+8*t7*t32kP*(t1*t1)*k*t3*t4P*t4-12*t4P*t6*t4*t3P*k*t3
*t5*t1P*(t2*t2)-8*t5*t1P*t2*t34P*t4*t3P*t4P-4*t4P*t2*t3P*k*k*t5*t1P*(t3*t3)-4*t6*t2P
*t2*t4*t3P*k*k*t4P*t3+8*t4P*t2*t3P*t34P*t5*t5*t1P*t1+t4P*t7*t7*t32kP*k*k*(t1*t1)+2*t4P
*(t1*t1)*t6*t2P*k*k*t7*t3P*t4+8*t7*t3P*t6*t2P*k*k*t2*t4P*t1*t3+4*t42kP*t5*t3P*k*k*t1*(t2
*t2)*(t3*t3)-2*t42kP*t6*t6*t1*t3P*k*k*(t2*t2)*(t3*t3)-2*t42kP*t5*t3P*k*k*t6*(t2*t2)-2*t42kP
*t3P*k*k*t1*(t3*t3)-4*t42kP*t6*t1*t3P*k*k*t5+8*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t1-4*t42kP*t2
*t3P*t34P*t5*t5*(t1*t1)-2*t42kP*t7*t3P*k*k*t6*(t3*t3)+8*(t2*t2)*t33P*t42kP*t6*t3P*(t1*t1)-4
*t42kP*t5*t1*t3P*k*(t2*t2)-2*t42kP*t6*t3P*k*k*(t3*t3)*t5+18*t42kP*t5*(t1*t1)*t3P*k*(t3*t3)
*t6-4*t42kP*(t1*t1)*t2*t7*t3P*k*k*(t3*t3)*t6-t42kP*t6*t6*t3P*k*k*(t3*t3)-4*t6*t6*t22kP*t1*t3P
*k*k*t4+8*t42kP*t5*t5*t1*t3P*k*t33P*(t2*t2)+8*t42kP*t1*t7*t7*t3P*k*t33P*(t2*t2)+36*t6*t6
*t22kP*t4*t3P*k*(t3*t3)*t1-8*t33P*t4*t6*t2P*t3P*t4P-3*t6*t2P*t7*t32kP*(t1*t1)*t2*(t3
*t3)+12*t5*t1P*t7*t32kP*k*(t3*t3)*(t4*t4)*t2-18*t4P*t6*t6*t4*t3P*k*(t3*t3)*t2P-8*t34P*t4
*t6*t2P*t3P*t5*t1P*t1-8*t33P*(t4*t4)*t6*t2P*t3P*t5*t1P*t1-16*t7*t32kP*k*t4P*t6*t2*t3-12
*t7*t32kP*k*t4P*t6*t2*(t3*t3)-8*t34P*t4*t6*t2P*t3P*t4P*t1*t2+2*t4P*t6*t3P*k*k*t5*t1P
*(t2*t2)*t1-8*t5*t1P*t2*t3P*k*k*t6*t2P*t1*t3*t4+4*t5*t5*t1P*(t2*t2)*t3P*k*k*t4P*t1*t3+2*t5
*t5*t1P*(t2*t2)*t3P*k*k*t4P*t1+2*t7*t7*t33kP*k*(t1*t1)*(t2*t2)*t3-16*t6*t6*t2P*t2*t4*t3P
*k*t33P*t4P*t1+4*t5*t5*t1P*t2*t3P*k*k*t4P*t1-4*t5*t1P*t2*t3P*k*k*t6*t2P*t1*(t3*t3)*t4
+2*t5*t5*t1P*(t2*t2)*t3P*k*k*t4P*t1*(t3*t3)+8*t5*t5*t1P*t2*t3P*k*k*t4P*t1*t3*t4+16*t33P
*t6*t2P*t3P*t4P*t7*t1+16*t33P*t6*t6*t2P*t3P*t4P*t1+4*t34P*t6*t6*t2P*t3P*t4P+4*t34P
*t6*t2P*t3P*t4P*t5-8*t4P*t2*t4*t3P*k*k*t3*t6*t2P*t1-8*t5*t1P*t1*t2*t3P*(t3*t3)*t6*t2P
*t4-4*t5*t1P*t1*t2*t3P*(t3*t3)*t6*t2P+4*t5*t1P*t1*(t2*t2)*t3P*(t3*t3)*t4P*t6+4*t4P*t2*t3P
*t34P*t5*t6*t2P*(t1*t1)+8*t4P*t2*t3P*t33P*t5*t6*t2P*(t1*t1)+4*t4P*t2*t3P*(t3*t3)*t5*t6
*t2P*(t1*t1)*t4-8*t6*t2P*t2*t4*t3P*k*k*t5*t1P*t3+2*t4P*t6*t3P*k*k*t5*t1P*t4+2*t4P*t6
*t3P*k*k*t5*t1P*(t2*t2)*t4+4*t6*t6*t2P*(t1*t1)*t2*t3P*(t3*t3)*t4P-16*t7*t7*t32kP*t1*k*t3
*t4P*t4-8*t4P*t5*t5*t3P*k*t1P*t33P+4*t34P*t4*t6*t2P*t3P*t4P*t7*t2+4*t4P*(t2*t2)*t3P
*t34P*t5*t5*t1P*t1+16*t5*t1P*t2*t3P*k*t33P*t4P-24*t5*t5*t1P*t2*t3P*k*t3*t4P-2*t6*t2P
*t2*(t4*t4)*t3P*k*k*t5*t1P+2*t6*t2P*t4*t3P*k*t4P*(t1*t1)*t2+4*t6*t2P*t4*t3P*k*t5*t1P
*t1+4*t5*t1P*t3P*k*t4P*t2+2*t5*t1P*t3P*k*t4P-3*t5*t1P*t7*t32kP*t1*(t2*t2)*(t4*t4)*(t3
*t3)-16*t7*t32kP*t1*k*t3*t4P*t6*t4+4*t7*t32kP*t1*(t2*t2)*k*t5*t1P*t4+16*t33P*t4*t6*t6*t2P
*t3P*t4P*t1*t2-6*t7*t32kP*t2*t33P*t5*t1P*(t4*t4)+3*t7*t7*t32kP*(t2*t2)*t33P*t4P*t4-3
*t7*t32kP*(t2*t2)*t33P*t5*t1P*(t4*t4)-6*t7*t32kP*t2*(t3*t3)*t4P*t4+3*t7*t32kP*(t2*t2)*t33P
*t4P*t5*t4-4*t5*t1P*(t2*t2)*t34P*t4*t3P*t4P+8*t6*t2P*t7*t32kP*k*(t1*t1)*t3+2*t4P*t6*t3P
*k*k*(t3*t3)*t5*t1P+4*t4P*t6*t3P*k*k*t3*t5*t1P*t4+4*t4P*t5*t5*t3P*k*k*t1P*t2+16*t33P
*t4*t6*t2P*t3P*t4P*t5*t1*t2-4*t5*t1P*t1*t2*t3P*(t3*t3)*t6*t2P*(t4*t4)+8*t34P*t4*t6*t2P
*t3P*t4P*t5*t1*t2+4*t7*t32kP*k*t6*t2P*t4*t2+8*t7*t32kP*k*t6*t2P*t3*t2-18*t4P*t7*t3P*k
*t5*t1P*(t2*t2)*(t3*t3)+8*t34P*t4*t6*t6*t2P*t3P*t4P*t1*t2+16*t7*t32kP*k*t6*t2P*t1*t3*(t4
*t4)*t2-16*t7*t32kP*k*t4P*t6*t1*(t2*t2)*t3*t4+16*t4P*t7*t32kP*k*(t2*t2)*t4*t3*t1+24*t4P*t7
*t32kP*k*t2*t4*(t3*t3)*t1+12*t4P*t7*t32kP*k*(t2*t2)*t4*(t3*t3)*t1+8*t4P*(t1*t1)*t3P*k*t33P
*t6*t2P*t4-36*t5*t5*t1P*t4*t3P*k*t4P*t2*(t3*t3)+8*t7*t32kP*k*t4P*t3+16*t7*t32kP*k*t4P
*t1*t3+16*t7*t32kP*k*t4P*t2*t3+4*t6*t2P*t4*t3P*k*t4P*t1*t2+8*t34P*t4*t6*t6*t2P*t3P*t4P
*t1+8*t6*t2P*t3P*k*t33P*t4P+4*(t3*t3)*t1*t3P*t4P*t6*t5*t1P+8*t4P*t7*t32kP*k*(t2*t2)
*t4*t3*(t1*t1)+6*t4P*t7*t32kP*k*(t2*t2)*t4*(t3*t3)*(t1*t1)-16*t4P*t6*t6*t1*t2*t3P*k*t33P*t2P-16
*t4P*t6*t1*t2*t3P*k*t33P*t5*t1P+8*t7*t7*t33kP*k*(t1*t1)*t3*t2*t4-36*t5*t5*t1P*t3P*k*(t3
*t3)*t4P*t1*t2+8*t5*t1P*t3P*k*t33P*t6*t2P*t2+8*t34P*t4*t6*t2P*t3P*t4P*t7*t1+8*t7*t32kP
*t1*k*t3*t5*t1P*(t4*t4)+8*t5*t1P*t7*t32kP*k*t1*t3+16*t5*t1P*t7*t32kP*k*t1*t3*t4+6*t5*t1P
*t7*t32kP*k*t1*(t3*t3)+12*t5*t1P*t7*t32kP*k*t1*(t3*t3)*t4+16*t33P*t6*t2P*t3P*t4P*t5*t1
+4*t34P*t6*t2P*t3P*t4P*t7+2*t4P*t2*t4*t7*t3P*k*k*(t3*t3)*t6*t2P+4*t4P*t2*t4*t7*t3P
*k*k*(t3*t3)*t5*t1P+2*t4P*(t2*t2)*t4*t7*t3P*k*k*(t3*t3)*t5*t1P-8*(t3*t3)*t6*t2P*t3P*t5*t1P
*t2*t4-4*(t3*t3)*t6*t2P*t3P*t4P*(t1*t1)-8*(t3*t3)*t6*t2P*t3P*t5*t1P*t4*t1+4*t34P*t4*t6
*t2P*t3P*t4P*t5*t2+4*(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P*t4+8*t34P*t4*t6*t2P*t3P*t4P
*t5*t1+4*t6*t2P*t4*t3P*k*t4P*t1+2*t6*t2P*t4*t3P*k*t4P*t2-8*t6*t2P*t2*t4*t7*t3P*k*t33P
*t4P*(t1*t1)+12*t7*t32kP*t4*k*(t3*t3)*t6*t2P+8*t7*t32kP*(t4*t4)*k*t3*t6*t2P+16*t7*t32kP*t4
*k*t3*t6*t2P+2*t4P*t5*t5*t3P*k*k*(t3*t3)*t1P*t4*t1+4*t4P*t5*t5*t3P*k*k*t3*t1P*t1-18*t6
*t2P*(t1*t1)*t3P*k*(t3*t3)*t4P*t5*t2-2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)*t4P*t2-4*t6*t2P*t1
*t3P*k*k*(t3*t3)*t4P*t2-4*t6*t2P*(t1*t1)*t3P*k*k*t3*t4P+12*t7*t32kP*k*t4P*(t1*t1)*t2*(t3
*t3)+6*t7*t32kP*k*t6*t2P*(t1*t1)*(t3*t3)*(t4*t4)*t2-6*t7*t32kP*k*t4P*t5*(t1*t1)*(t2*t2)*(t3*t3)
*t4+12*t7*t32kP*k*t6*t2P*(t1*t1)*(t3*t3)*t4*t2-6*t7*t32kP*k*t4P*t6*(t1*t1)*(t2*t2)*(t3*t3)-6
*t7*t32kP*k*t4P*t5*(t1*t1)*(t2*t2)*(t3*t3)+6*t7*t32kP*k*t6*t2P*(t1*t1)*(t3*t3)*t2-16*t6*t2P
*t1*t3P*k*t33P*t4P*t5-4*t6*t6*t2P*t4*t3P*k*t4P*t1-2*t6*t2P*t4*t3P*k*t4P*t5*t2-12*t6
*t2P*t4*t3P*k*t4P*t5*t3-4*t6*t2P*t4*t3P*k*t4P*t5*t1-18*t4P*t7*t3P*k*t6*t2P*(t3*t3)
*t2-18*t4P*(t1*t1)*t7*t3P*k*(t3*t3)*t6*t2P*t2-16*t4P*t1*t7*t3P*k*t33P*t6*t2P*t2+6*t7*t32kP
*k*t6*t2P*(t3*t3)*t2-6*t7*t32kP*k*t4P*t6*(t3*t3)-6*t7*t7*t32kP*k*t4P*(t3*t3)+4*t4P*t2*t4
*t7*t3P*k*k*(t3*t3)*t6*t2P*t1-8*t4P*t6*t6*t2*t3P*k*t2P*t33P-16*t6*t2P*t4*t3P*k*t33P
*t4P*t5*t1-6*t6*t2P*t7*t32kP*t1*(t3*t3)*(t4*t4)-18*t4P*t6*t1*(t2*t2)*t3P*k*(t3*t3)*t5*t1P
*t4-8*t6*t2P*t4*t3P*k*t33P*t4P*t5*(t1*t1)-8*t33P*t6*t2P*t3P*t4P*(t1*t1)-16*t4P*t6*t2
*t3P*k*t33P*t5*t1P-8*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P-3*t6*t2P*t7*t32kP*(t1*t1)*(t3*t3)
*(t4*t4)+12*t7*t7*t32kP*t1*t2*(t3*t3)*t4P+24*t7*t32kP*t1*k*(t3*t3)*t6*t2P*t4+12*t7*t32kP*t1
*t2*(t3*t3)*t4P*t5*t4+2*t6*t2P*t4*t3P*k*t4P-2*t6*t2P*t4*t3P*k*t4P*t5*(t1*t1)-2*t6*t6*t2P
*t4*t3P*k*t4P*(t1*t1)-24*t7*t7*t32kP*k*t4P*t1*t2*(t3*t3)+8*t5*t5*t1P*t2*t34P*t4*t3P*t4P
+2*t4P*t5*t3P*k*k*t6*t2P*(t3*t3)*t2+6*t4P*t7*t7*t32kP*(t1*t1)*t2*t4*(t3*t3)+3*t4P*t7*t7*t32kP
*(t1*t1)*(t2*t2)*t4*(t3*t3)+8*t5*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P+2*t4P*t7*t3P*k*k*t5*t1P
*(t3*t3)*t1+4*t5*t1P*t2*t7*t3P*k*k*t4P*t1*(t3*t3)-16*t5*t1P*t2*t33P*t4*t3P*t4P-4*t6*t2P
*t2*t4*t3P*k*k*t5*t1P*(t3*t3)+2*t7*t32kP*k*t6*t2P*(t1*t1)*(t4*t4)-2*t7*t32kP*k*t4P*t5*(t1
*t1)*t4-2*t7*t7*t32kP*k*t4P*(t1*t1)*t4-2*t7*t32kP*k*t4P*t6*(t1*t1)*t4+2*t7*t32kP*k*t5*t1P
*(t4*t4)*t1+12*t6*t2P*t3P*k*t3*t4P+4*t4P*t5*t5*(t2*t2)*t4*t3P*k*k*t1P*t3-4*t4P*t4*t3P
*k*k*t6*t2P*t3-2*t4P*t4*t3P*k*k*t5*t1P-8*t4P*t7*t7*t32kP*k*(t2*t2)*t3-12*t4P*t7*t7*t32kP
*k*t2*(t3*t3)-6*t4P*t7*t7*t32kP*k*(t2*t2)*(t3*t3)-6*t6*t2P*t7*t32kP*t1*(t3*t3)-3*t6*t2P*t7
*t32kP*(t1*t1)*(t3*t3)-6*t6*t2P*t7*t32kP*(t1*t1)*(t3*t3)*t4-4*t4P*t4*t3P*k*k*t5*t1P*t2-2
*t4P*t4*t3P*k*k*t6*t2P+8*(t2*t2)*t33P*t7*t3P*t4P*t5*t1P-4*t4P*t4*t3P*k*k*t5*t1P*t3
+3*t4P*t6*t7*t32kP*(t3*t3)+6*t4P*t6*t7*t32kP*(t3*t3)*t1+3*t4P*t6*t7*t32kP*t33P-3*t7*t32kP
*t1*t33P*t5*t1P*(t4*t4)-2*t4P*t4*t3P*k*k*t6*t2P*(t3*t3)-36*t4P*t7*t3P*k*t5*t1P*t2*(t3
*t3)-18*t4P*t7*t3P*k*t6*t2P*(t3*t3)*t4+4*(t2*t2)*t34P*t7*t3P*t4P*t5*t1P+8*t2*(t3*t3)*t7
*t3P*t4P*t6*t2P*t1*t4-4*t5*t1P*t1*t34P*t3P*t4P+36*t5*t1P*t2*t3P*k*(t3*t3)*t4P+2*t4P
*t5*t5*(t2*t2)*t4*t3P*k*k*t1P*(t3*t3)+16*t2*t33P*t7*t3P*t4P*t6*t2P*t1+4*t4P*t5*(t1*t1)
*t4*t3P*(t3*t3)*t6*t2P+4*t4P*t5*t5*t1*t4*t3P*(t3*t3)*t1P+8*t4P*t5*t1*t4*t3P*(t3*t3)*t6
*t2P-4*t34P*t6*t2P*t3P*t5*t1P*t1-4*t2*(t3*t3)*t3P*t4P*t6*t2P*(t1*t1)*t4+4*t6*t6*t2P
*t2*t4*t3P*k*k*t4P*t3-8*t4P*t4*t3P*(t3*t3)*t6*t2P*t1-4*t4P*t4*t3P*(t3*t3)*t5*t1P-4*t4P
*t4*t3P*(t3*t3)*t6*t2P+3*t7*t32kP*(t2*t2)*t33P*t4P*t6-6*t7*t32kP*(t2*t2)*t33P*t5*t1P
*t4+3*t7*t32kP*(t2*t2)*t33P*t4P*t5+6*t7*t32kP*t2*(t3*t3)*t4P*t6*t4-6*t7*t32kP*t2*(t3*t3)
*t5*t1P*(t4*t4)-6*t7*t32kP*t2*t33P*t4P*t4-6*t7*t32kP*(t2*t2)*(t3*t3)*t5*t1P*t4-3*t7*t32kP
*(t2*t2)*t33P*t5*t1P-12*t7*t32kP*t2*t33P*t5*t1P*t4-6*t7*t32kP*t2*t33P*t6*t2P*t4-18*t4P
*t1*t7*t3P*k*(t3*t3)*t5*t1P*(t2*t2)*t4-8*t4P*t1*t7*t3P*k*t33P*t5*t1P*(t2*t2)+4*t5*t1P*t34P
*t3P*t4P*t6-2*t7*t7*t33kP*t4*(t3*t3)*(t1*t1)-t7*t7*t33kP*(t4*t4)*(t3*t3)*(t1*t1)+2*t4P*t6*t6
*t3P*k*k*(t3*t3)*t2P*t2-2*t4P*t3P*k*k*t5*t1P-4*t4P*t3P*k*k*t5*t1P*t3-32*t7*t7*t32kP
*k*t4P*t1*t2*t3+8*t5*t5*t1P*t2*t3P*k*k*t4P*t1*t3-2*t5*t1P*t2*t3P*k*k*t6*t2P*t1*(t4*t4)-36
*t6*t2P*t4*t3P*k*(t3*t3)*t4P*t5*t1+18*t4P*t1*t3P*k*(t3*t3)*t5*t1P*(t2*t2)*t4+8*t4P*t1*t3P
*k*t33P*t5*t1P*(t2*t2)+6*t7*t32kP*(t4*t4)*k*(t3*t3)*t6*t2P*t2+4*t6*t2P*t2*t3P*k*t4P*t1-2
*t5*t5*t3P*t34P*t42kP*(t1*t1)-2*t5*t5*t12kP*t2*t3P*k*k*(t4*t4)+16*t42kP*t6*t6*t2*t3P*k
*t33P*t1+16*t5*t5*t12kP*t4*t3P*k*t2*t33P-4*t42kP*t6*(t1*t1)*t3P*k*k*t5*t2+2*t42kP*t1*t7
*t7*t3P*k*(t2*t2)+4*(t2*t2)*t34P*t42kP*t6*t3P-4*t4P*t4*t32kP*k*k*t7*t1*t2*t3-8*t42kP*t2
*t3P*(t3*t3)*t5*t6-4*t42kP*(t1*t1)*t7*t3P*k*t2+12*t7*t32kP*t1*t33P*t4P*t5*t2+3*t7*t32kP
*(t1*t1)*t33P*t4P*t5+3*t7*t32kP*(t1*t1)*t33P*t4P*t6+2*t6*t2P*t2*t3P*k*t5*t1P+8*t4P
*t7*t32kP*k*t4*t3+2*t5*t1P*t3P*k*t4P*t4+2*t5*t5*t1P*t1*t4*t3P*k*k*t4P+8*t5*t1P*t3P
*k*t33P*t6*t2P+24*t4P*t1*t3P*k*t5*t1P*t2*t3+4*(t2*t2)*(t3*t3)*t4P*t6*t3P*t5*t1P+8*t2
*(t3*t3)*t4P*t6*t3P*t5*t1P+12*t5*t1P*t3P*k*t3*t6*t2P+18*t5*t1P*t3P*k*(t3*t3)*t6*t2P-16
*t6*t2P*t2*t4*t3P*k*t33P*t4P*t5*t1-4*t6*t2P*t2*t34P*t3P*t5*t1P-8*t6*t2P*t2*t34P*t3P
*t4P*t1+2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)*t4P*t5*t2*t4+4*t6*t2P*(t1*t1)*t3P*k*k*t3*t4P*t5
*t2*t4-8*t6*t2P*t1*t3P*k*k*t3*t4P*t2+8*t6*t2P*t1*t3P*k*k*t3*t4P*t5*t2+4*t6*t2P*t1*t3P
*k*k*(t3*t3)*t4P*t5+4*t6*t2P*(t1*t1)*t3P*k*k*t3*t4P*t5+8*t5*t1P*t33P*t3P*t4P*t6-36*t4P
*t1*t7*t3P*k*(t3*t3)*t5*t1P*t2*t4+18*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P+36*t6*t2P*t2*t4*t3P
*k*(t3*t3)*t5*t1P+12*t6*t2P*t2*(t4*t4)*t3P*k*t3*t5*t1P-2*t7*t7*t33kP*(t4*t4)*(t3*t3)*t1+18
*t5*t1P*t3P*k*(t3*t3)*t6*t2P*t2+4*t5*t1P*t1*(t2*t2)*t34P*t3P*t4P*t6+36*t6*t2P*t2*t4*t3P
*k*(t3*t3)*t4P*t1+8*t6*t2P*t1*t3P*k*k*t3*t4P*t5*t2*t4+4*t6*t2P*t1*t3P*k*k*(t3*t3)*t4P*t5
*t4-24*t7*t32kP*k*t4P*t6*t1*t2*(t3*t3)*t4-24*t7*t32kP*k*t4P*t5*t1*t2*(t3*t3)*t4+24*t7*t32kP
*k*t4P*t1*t2*(t3*t3)-2*t4P*t3P*k*k*t5*t1P*(t3*t3)*t1+2*t6*t2P*(t1*t1)*t3P*k*k*t4P*t5*t2
+12*t4P*(t1*t1)*t3P*k*t6*t2P*t3*t2+2*t7*t32kP*(t1*t1)*t2*k*t6*t2P*(t4*t4)+8*t5*t1P*(t4*t4)
*t3P*k*t6*t2P*t1*t33P+24*t5*t1P*t4*t3P*k*t6*t2P*t1*t3+24*t5*t1P*t4*t3P*k*t4P*t1*t2
*t3-4*t5*t1P*t2*t3P*k*k*t4P*t1*(t3*t3)+2*t7*t32kP*k*t4P*t4-2*t7*t7*t32kP*k*t4P*t4-4*t5
*t1P*t2*t3P*k*k*t4P*t1*t4+16*t5*t1P*t4*t3P*k*t6*t2P*t33P+4*(t3*t3)*(t1*t1)*t7*t3P*t4P
*t6*t2P*t4+16*t2*t33P*t7*t3P*t4P*t5*t1P*t1-12*t7*t32kP*t1*t33P*t6*t2P*t4*t2-4*(t3*t3)
*t3P*t4P*t5*t1P+4*t6*t2P*t1*t7*t3P*k*k*(t3*t3)*t4P*t4+4*(t2*t2)*(t3*t3)*t7*t3P*t4P*t5
*t1P*t1-4*t5*t1P*t34P*t4*t3P*t4P*t1-2*t4P*t4*t3P*k*k*t5*t1P*(t2*t2)*(t3*t3)-4*t4P*t4
*t3P*k*k*t5*t1P*(t2*t2)*t3-2*t4P*t5*t3P*k*t6*t2P*t2-2*t4P*t5*t5*t3P*k*t1P*(t2*t2)-18
*t4P*t5*t5*t3P*k*t1P*(t3*t3)+3*t7*t7*t32kP*(t1*t1)*(t2*t2)*(t3*t3)*t4P+6*t4P*t7*t32kP*k
*(t2*t2)*(t3*t3)-2*t5*t5*t1P*t1*(t2*t2)*t3P*k*t4P-16*t7*t7*t32kP*k*t4P*t1*(t2*t2)*t3-3*t7*t32kP
*(t1*t1)*t33P*t6*t2P*t2+4*t7*t7*t33kP*k*t4*t3+4*t5*t5*t1P*t34P*t4*t3P*t4P*t1+8*(t3*t3)
*t6*t2P*t3P*t4P*t5*t1-4*(t3*t3)*t6*t2P*t3P*t4P-6*t7*t32kP*t1*t33P*t6*t2P*(t4*t4)+6
*t7*t32kP*t1*t33P*t4P*t5*t4-4*t5*t1P*t2*t34P*(t4*t4)*t3P*t6*t2P+2*t6*t2P*(t1*t1)*t7*t3P
*k*k*(t3*t3)*t4P*t4+8*t7*t7*t33kP*k*t1*t3*t2+6*t7*t32kP*t1*t33P*t4P*t5*(t2*t2)*t4+6*t7*t7*t32kP
*t1*t33P*t4P*(t2*t2)*t4+3*t4P*t7*t7*t32kP*(t2*t2)*(t3*t3)+4*(t3*t3)*t1*t7*t3P*t4P*t5*t1P
*t4+8*t4P*t2*t3P*(t3*t3)*t5*t6*t2P*t1*t4+6*t7*t32kP*t1*t33P*t4P*t6*t4-36*t5*t1P*t4*t7*t3P
*k*t4P*t2*(t3*t3)+3*t7*t32kP*(t1*t1)*t33P*t4P*t6*(t2*t2)*t4+36*t5*t1P*t4*t3P*k*t6*t2P*t1
*(t3*t3)+18*t5*t1P*(t4*t4)*t3P*k*t6*t2P*(t3*t3)-36*t5*t1P*t4*t3P*k*t4P*t6*t2*(t3*t3)-18*t5
*t1P*t4*t3P*k*t4P*t6*t1*(t3*t3)-18*t5*t5*t1P*t4*t3P*k*t4P*t1*(t3*t3)-2*t7*t32kP*(t1*t1)
*(t2*t2)*k*t4P*t5*t4+4*t4P*t6*t6*t3P*k*k*t2P*t1*t4+8*t4P*t6*t6*t3P*k*k*t2P*t1*t3+12*t4P
*t3P*k*t6*t2P*t3*t2+8*t4P*t3P*k*t6*t2P*t33P*t4-4*t4P*(t2*t2)*t3P*k*k*t5*t1P*t3-2*t4P
*(t2*t2)*t3P*k*k*t5*t1P*(t3*t3)-18*t5*t1P*t4*t7*t3P*k*t4P*(t3*t3)-3*t4P*t7*t32kP*t4*(t3
*t3)-8*t4P*t5*t7*t32kP*k*t3*(t1*t1)-6*t4P*t5*t7*t32kP*k*(t3*t3)*(t1*t1)+8*t5*t1P*t7*t32kP
*k*t3+4*t4P*(t2*t2)*t3P*t34P*t5*t5*t1P-24*t5*t5*t1P*t4*t3P*k*t4P*t2*t3-12*t5*t5*t1P*t4
*t3P*k*t4P*t1*t3-4*t4P*t5*t5*t3P*k*t1P*t2*t4-2*t4P*t5*t5*t3P*k*t1P*(t2*t2)*t4-6*t7*t32kP
*k*t4P*t5*(t2*t2)*(t3*t3)+2*t7*t32kP*k*t6*t2P*(t4*t4)-2*t7*t32kP*k*t4P*t5*t4-2*t7*t32kP*k
*t4P*t6*t4-8*t7*t32kP*k*t4P*t5*(t2*t2)*t3+2*t7*t32kP*k*t5*t1P*(t4*t4)-2*t7*t32kP*(t1*t1)
*(t2*t2)*k*t4P*t6*t4+6*t4P*t7*t7*t32kP*t1*(t3*t3)-12*t6*t2P*t7*t32kP*t1*t2*(t3*t3)*t4-24*t6
*t6*t2P*t4*t3P*k*t3*t4P*t1-24*t6*t2P*t4*t3P*k*t3*t4P*t5*t1+8*t6*t2P*t2*(t4*t4)*t3P*k
*t33P*t5*t1P*t1-8*t6*t6*t2P*t2*t4*t3P*k*t33P*t4P*(t1*t1)-18*t5*t5*t1P*t3P*k*(t3*t3)*t4P
*t1*(t2*t2)+2*t4P*t5*(t1*t1)*t2*t4*t3P*k*k*t6*t2P+4*t4P*t5*t1*t2*t4*t3P*k*k*t6*t2P+4*t5*t5
*t1P*t2*t3P*k*k*t4P*t1*(t3*t3)+4*t5*t5*t1P*t2*t3P*k*k*t4P*t1*(t3*t3)*t4-4*t5*t1P*t2*t3P
*k*k*t6*t2P*t1*t4-18*t5*t5*t1P*t4*t3P*k*t4P*(t2*t2)*(t3*t3)+8*t5*t1P*(t4*t4)*t3P*k*t6*t2P
*t33P-16*t5*t1P*t4*t3P*k*t4P*t6*t2*t33P-8*t5*t1P*t4*t3P*k*t4P*t6*t1*t33P-8*t6*t2P
*t2*t3P*k*t33P*t4P*t5-4*t4P*t3P*k*k*t6*t2P*t1+24*t6*t2P*t2*t4*t3P*k*t3*t4P*t1-24*t6
*t6*t2P*t2*t4*t3P*k*t3*t4P*t1-4*t5*t1P*t2*t3P*k*k*t6*t2P*t1*t3*(t4*t4)+4*t5*t5*t1P*(t2
*t2)*t3P*k*k*t4P*t1*t3*t4+2*t5*t5*t1P*(t2*t2)*t3P*k*k*t4P*t1*t4-4*t5*t1P*t2*t3P*k*k*t4P
*t1-4*t5*t1P*t2*t3P*k*k*t6*t2P*t1*t3-4*t5*t1P*(t2*t2)*t3P*k*k*t4P*t1*t3-18*t6*t6*t2P*t2
*t4*t3P*k*(t3*t3)*t4P-18*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P*t5-24*t6*t2P*t2*t4*t3P*k*t3*t4P
*t5*t1+2*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)+2*t4P*t6*t3P*k*k*t5*t1P*(t2*t2)*(t3*t3)*t4*t1+2*t4P
*t6*t3P*k*k*t5*t1P*(t2*t2)*t4*t1+2*t4P*t6*t3P*k*k*t5*t1P*(t2*t2)*(t3*t3)*t1+12*t4P*t1*t3P
*k*t5*t1P*(t2*t2)*t3+4*t5*t5*t1P*t1*t3P*(t3*t3)*t4P-2*t7*t32kP*k*t4P*t6*(t2*t2)-8*t7*t32kP
*k*t4P*t6*(t2*t2)*t3-2*t7*t7*t32kP*k*t4P*(t1*t1)+2*t7*t32kP*k*t6*t2P*t2+2*t7*t32kP*k*t5*t1P
*(t2*t2)+2*t7*t32kP*k*t5*t1P*t1+2*t7*t32kP*k*t6*t2P*(t1*t1)-4*t7*t7*t32kP*k*t4P*t1-4*t7*t7
*t32kP*k*t4P*t2-4*t7*t32kP*k*t4P*t6*t1-8*t7*t32kP*k*t4P*t6*t3-4*t7*t32kP*k*t4P*t5*t2-4
*t7*t32kP*k*t4P*t5*t1-8*t7*t7*t32kP*k*t4P*t3+2*t4P*t7*t3P*k*k*t6*t2P*(t3*t3)*t2-2*t7*t7
*t33kP*(t1*t1)*t2*(t3*t3)-2*t7*t7*t33kP*t1*(t2*t2)*(t3*t3)+4*(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P
*t4*t1+4*t7*t7*t33kP*k*(t1*t1)*t3*t2-12*t7*t7*t32kP*t1*k*(t3*t3)*t4P*t4-t7*t7*t33kP*(t1*t1)*(t2
*t2)*(t3*t3)+4*t34P*t6*t6*t2P*t3P*t4P*(t1*t1)-4*t5*t1P*(t2*t2)*t34P*t4*t3P*t4P*t1+4*t5
*t1P*(t2*t2)*t34P*t4*t3P*t4P*t6+8*t2*t34P*t7*t3P*t4P*t5*t1P*t1-16*t7*t7*t32kP*t1*k
*t3*t4P+4*t5*t5*t3P*(t3*t3)*t4P*t1P*t4-8*t4P*t6*t6*t4*t3P*k*t33P*t2P-6*t7*t32kP*t4
*k*(t3*t3)*t4P*t5-6*t7*t7*t32kP*t4*k*(t3*t3)*t4P-16*t4P*t7*t3P*k*t5*t1P*t2*t33P+2*t7*t7
*t33kP*k*(t1*t1)*t3+6*t7*t32kP*t1*k*(t3*t3)*t5*t1P*(t4*t4)-18*t6*t2P*t2*t4*t7*t3P*k*(t3*t3)
*t4P-8*t7*t7*t32kP*(t1*t1)*k*t3*t4P-12*t7*t7*t32kP*t1*k*(t3*t3)*t4P+8*t5*t1P*t1*(t2*t2)*t33P
*t3P*t4P*t6-8*t5*t1P*t1*t2*t34P*t3P*t4P+8*(t2*t2)*t33P*t7*t3P*t4P*t5*t1P*t1-6*t7
*t7*t32kP*(t1*t1)*k*(t3*t3)*t4P+4*t5*t1P*t1*t2*t3P*k*t4P+18*t5*t1P*t1*t3P*k*(t3*t3)*t4P-8
*t5*t1P*t1*t3P*k*t33P*t4P*t6-3*t4P*t7*t32kP*(t1*t1)*(t2*t2)*(t3*t3)-6*t4P*t6*t7*t32kP
*k*(t1*t1)*t4*(t3*t3)-4*t34P*(t4*t4)*t6*t2P*t3P*t5*t1P*t1+4*t5*t1P*(t2*t2)*t34P*t4*t3P
*t4P*t7+8*t5*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P*t1-8*t4P*t4*t3P*k*k*t5*t1P*t2*t3+4*t5*t5
*t1P*(t2*t2)*t34P*t4*t3P*t4P*t1-4*t5*t1P*t1*(t2*t2)*t34P*t3P*t4P-4*t7*t32kP*t1*(t2
*t2)*k*t4P*t6*t4+2*t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t4+8*t7*t32kP*t1*t2*k*t4P*t4-2*t7*t32kP
*(t1*t1)*(t2*t2)*k*t4P*t6-8*t7*t32kP*t1*t2*k*t4P*t5+4*t5*t1P*t34P*t4*t3P*t4P*t6*t1+8*t4P
*t6*t2*t4*t3P*(t3*t3)*t5*t1P+4*t4P*t6*t6*t2*t4*t3P*(t3*t3)*t2P-36*t6*t2P*t2*t4*t7*t3P*k
*(t3*t3)*t4P*t1+4*t2*t34P*t7*t3P*t4P*t6*t2P*(t1*t1)+8*t2*t33P*t7*t3P*t4P*t6*t2P*(t1
*t1)+8*t5*t5*t1P*t2*t34P*t4*t3P*t4P*t1-8*t5*t1P*t1*(t2*t2)*t33P*t3P*t4P+4*t34P*t6*t2P
*t3P*t4P*t5*(t1*t1)+4*t34P*t6*t2P*t3P*t4P*t7*(t1*t1)+8*t2*t34P*t4P*t6*t3P*t5*t1P
+4*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*(t1*t1)*t4+4*(t2*t2)*t34P*t7*t3P*t4P*t5*t1P*t1-8*t7*t7
*t32kP*k*t4P*(t1*t1)*(t2*t2)*t3-4*t34P*t4*t6*t2P*t3P*t4P*(t1*t1)*t2+6*t7*t7*t32kP*(t1*t1)
*t2*(t3*t3)*t4P+6*t7*t7*t32kP*t1*(t2*t2)*(t3*t3)*t4P+8*t4P*t7*t32kP*k*(t2*t2)*t3-12*t7*t32kP
*t1*t2*(t3*t3)*t4P+8*t4P*t2*t3P*(t3*t3)*t5*t5*t1P*t4*t1+16*t4P*t2*t3P*t33P*t5*t5*t1P
*t1-16*t33P*t4*t6*t2P*t3P*t5*t1P*t1-8*t33P*t4*t6*t2P*t3P*t4P*(t1*t1)*t2+2*t4P*t6*t6
*t3P*k*k*(t3*t3)*t2P+4*t4P*t6*t6*t3P*k*k*t3*t2P*t4+8*t4P*t6*t3P*k*k*t3*t5*t1P*t2+4*t4P
*t6*t3P*k*k*t3*t5*t1P+4*t4P*t6*t6*t3P*k*k*t3*t2P-4*t34P*t4*t6*t2P*t3P*t4P*(t1*t1)-6
*t7*t7*t32kP*(t1*t1)*k*(t3*t3)*t4P*t4+2*t5*t1P*t1*t3P*k*t6*t2P-6*t4P*t7*t32kP*(t1*t1)*t2
*(t3*t3)+4*t4P*(t2*t2)*t3P*(t3*t3)*t5*t5*t1P*t4*t1+2*t6*t6*t2P*t2*t4*t3P*k*k*t4P+4*t7*t32kP
*t1*t2*k*t5*t1P+4*t7*t32kP*t1*t2*k*t6*t2P-4*t7*t32kP*t1*(t2*t2)*k*t4P*t6+2*t7*t32kP*(t1*t1)
*(t2*t2)*k*t4P-2*t6*t2P*t2*t4*t3P*k*k*t4P*(t3*t3)+6*t4P*t5*t7*t32kP*t1*(t2*t2)*t4*(t3*t3)
+4*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*(t1*t1)+8*t4P*t6*t6*t4*t3P*(t3*t3)*t2P*t1+4*t4P*t6*t4*t3P
*(t3*t3)*t5*t1P+4*t4P*t6*t6*t4*t3P*(t3*t3)*t2P-16*t7*t7*t32kP*k*t4P*(t1*t1)*t2*t3*t4-12*t7
*t7*t32kP*k*t4P*(t1*t1)*t2*(t3*t3)*t4+8*t33P*t4*t6*t2P*t3P*t4P*t5*(t1*t1)+2*t5*t1P*t1*t4
*t7*t3P*k*k*t4P*(t3*t3)+16*t5*t5*t1P*t2*t33P*t4*t3P*t4P+2*t6*t2P*t2*t4*t3P*k*k*t4P
*t5+3*t7*t7*t32kP*(t1*t1)*t4*(t3*t3)*t4P+8*t33P*t4*t6*t6*t2P*t3P*t4P*(t1*t1)+2*t5*t1P*t1
*t2*t3P*k*t6*t2P*(t4*t4)-4*t5*t1P*t1*t2*t3P*k*t4P*t6*t4+16*t5*t1P*t2*t33P*t4*t3P*t4P
*t6+16*t5*t1P*t2*t33P*t4*t3P*t4P*t7-16*t7*t32kP*t1*k*t3*t4P*t6+8*t4P*t1*t2*t34P*t4*t7
*t3P*t5*t1P+24*t5*t1P*t2*t3P*k*t3*t4P*t4-12*t4P*t5*t5*t3P*k*t1P*t3-2*t4P*t5*t5*t3P
*k*t1P*t4-8*t5*t1P*t2*t33P*(t4*t4)*t3P*t6*t2P-8*t5*t1P*t2*t34P*t4*t3P*t6*t2P-8*t4P
*t6*t7*t32kP*k*(t1*t1)*t4*t3-16*t5*t1P*t2*t33P*t4*t3P*t6*t2P-6*t4P*t7*t32kP*(t3*t3)*t1
+8*t5*t1P*t3P*k*t33P*t4P-32*t42kP*t2*t3P*t33P*t5*t6*t1-2*t4P*t32kP*k*k*t7*t1*t3-4*t5
*t5*t12kP*t2*t34P*t3P+8*t42kP*t2*t3P*k*t33P+8*t2*(t3*t3)*t3P*t42kP*t6-16*t4P*t1*t7
*t3P*k*t33P*t5*t1P*t2-8*t4P*t1*t7*t3P*k*t33P*t5*t1P*t4-8*t4P*(t1*t1)*t7*t3P*k*t33P
*t6*t2P+4*t7*t32kP*(t1*t1)*t2*k*t4P+4*t7*t32kP*t1*(t2*t2)*k*t4P-6*t7*t32kP*t1*t33P*t4P
+2*t5*t1P*t1*t3P*k*t4P+16*t4P*t7*t32kP*k*t4*t3*t1+8*t4P*(t2*t2)*t3P*t33P*t5*t5*t1P
+16*t6*t2P*t7*t32kP*k*(t1*t1)*t3*t4+6*t4P*t7*t32kP*k*(t1*t1)*(t3*t3)+4*t7*t32kP*t1*(t2*t2)
*k*t4P*t4+4*t7*t32kP*(t1*t1)*t2*k*t4P*t4+4*t7*t32kP*t1*t2*k*t5*t1P*(t4*t4)+6*t4P*t7*t32kP
*k*t4*(t3*t3)*(t2*t2)-4*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P*t4*t1+12*t6*t2P*t7*t32kP*k*(t1*t1)*(t3
*t3)*t4-18*t4P*(t1*t1)*t7*t3P*k*(t3*t3)*t6*t2P*t4-16*t4P*t1*t7*t3P*k*t33P*t6*t2P*t4-16
*t4P*t1*t7*t3P*k*t33P*t5*t1P*t2*t4-16*t4P*t7*t7*t32kP*k*t2*t4*t3-32*t4P*t7*t7*t32kP*k
*t2*t4*t3*t1-8*t4P*t1*t7*t3P*k*t33P*t5*t1P-18*t4P*t1*t7*t3P*k*(t3*t3)*t5*t1P*t4+8*t5*t1P
*t1*t2*t3P*(t3*t3)*t4P*t6+4*(t3*t3)*t1*t7*t3P*t4P*t5*t1P-4*t5*t1P*t1*t2*t3P*k*t4P*t6-4
*t5*t5*t1P*t1*t2*t3P*k*t4P-8*t4P*t7*t7*t32kP*k*(t2*t2)*t4*t3-16*t4P*t7*t7*t32kP*k*(t2*t2)
*t4*t3*t1-12*t4P*t7*t7*t32kP*k*t2*t4*(t3*t3)-24*t4P*t7*t7*t32kP*k*t2*t4*(t3*t3)*t1-6*t4P*t7
*t7*t32kP*k*(t2*t2)*t4*(t3*t3)-12*t4P*t7*t7*t32kP*k*(t2*t2)*t4*(t3*t3)*t1+12*t4P*t7*t32kP*k
*t4*(t3*t3)*t2+16*t4P*t7*t32kP*k*t4*t3*t2+6*t4P*t7*t32kP*k*t4*(t3*t3)+12*t4P*t7*t32kP*k*t4
*(t3*t3)*t1-8*t7*t7*t32kP*t4*k*t3*t4P-3*t4P*t7*t32kP*t4*t33P-8*(t2*t2)*t33P*t3P*t4P*t5
*t1P-4*(t2*t2)*t34P*t3P*t4P*t5*t1P-8*t2*(t3*t3)*t3P*t4P*t6*t2P*t1*t4+6*t5*t1P*t7*t32kP
*k*(t2*t2)*(t4*t4)*(t3*t3)-4*t6*t2P*(t4*t4)*t3P*k*k*t3*t5*t1P+12*t5*t1P*t3P*k*t3*t4P*t4-4
*t6*t2P*t4*t3P*k*k*(t3*t3)*t5*t1P-8*t6*t2P*t4*t3P*k*k*t3*t5*t1P-8*t4P*(t1*t1)*t7*t3P
*k*t33P*t6*t2P*t4+8*(t3*t3)*t1*t7*t3P*t4P*t6*t2P+6*t7*t7*t32kP*t2*t33P*t4*t4P*(t1*t1)
+2*t6*t2P*t2*t3P*k*t4P*(t1*t1)-2*t7*t7*t32kP*(t1*t1)*(t2*t2)*k*t4P+2*t4P*t6*t3P*k*k*(t3
*t3)*t5*t1P*(t2*t2)*t4-18*t6*t2P*t4*t3P*k*t4P*t5*(t3*t3)-8*t5*t1P*t4*t7*t3P*k*t4P*t33P-8
*t5*t1P*t4*t7*t3P*k*t4P*(t2*t2)*t33P-8*t7*t7*t32kP*t1*t2*k*t4P-8*t7*t32kP*t1*t2*k*t4P
*t6-6*t7*t32kP*(t1*t1)*k*(t3*t3)*t4P*t6-8*t4P*t5*t7*t32kP*k*(t1*t1)*t4*t3-12*t4P*t5*t7*t32kP
*k*t1*t4*(t3*t3)+6*t7*t7*t32kP*(t1*t1)*t33P*t4P*t2-2*t6*t2P*t3P*k*k*t4P*(t3*t3)+6*t7*t32kP
*(t1*t1)*t33P*t4P*t6*t2-16*t5*t1P*t4*t7*t3P*k*t4P*t2*t33P-6*t7*t32kP*(t1*t1)*t33P*t6
*t2P*t4*t2+6*t7*t32kP*(t1*t1)*t33P*t4P*t5*t2-3*t7*t32kP*t1*(t2*t2)*(t3*t3)*t5*t1P-6*t7*t32kP
*t1*t2*(t3*t3)*t5*t1P-12*t7*t32kP*t1*t2*(t3*t3)*t5*t1P*t4-6*t7*t32kP*t4*k*(t3*t3)*t4P*t6-2
*t6*t6*t2P*t4*t3P*k*t4P-2*t6*t2P*t4*t3P*k*t4P*t5+12*t5*t1P*(t2*t2)*t3P*k*t3*t4P*t4
+6*t6*t2P*t7*t32kP*k*(t1*t1)*(t4*t4)*(t3*t3)-4*t4P*t4*t3P*(t3*t3)*t5*t1P*t1-4*t4P*t4*t3P
*(t3*t3)*t6*t2P*(t1*t1)+12*t6*t2P*t7*t32kP*k*t1*(t4*t4)*(t3*t3)+6*t4P*t7*t7*t32kP*t4*(t3*t3)
*t1*(t2*t2)-4*t5*t1P*t34P*t4*t3P*t4P-4*t4P*t5*t1*t3P*k*t6*t2P*t2+2*t5*t1P*t1*(t2*t2)
*t3P*k*t4P*t4-4*t5*t5*t1P*t1*t2*t3P*k*t4P*t4+3*t7*t32kP*(t1*t1)*t33P*t4P*t5*(t2*t2)*t4
+6*t4P*t6*t7*t32kP*t1*t4*(t3*t3)+3*t4P*t6*t7*t32kP*(t1*t1)*t4*(t3*t3)+2*t5*t1P*t3P*k*t4P
*(t2*t2)-4*t6*t2P*(t1*t1)*t3P*k*k*t3*t4P*t4-12*t6*t6*t2P*t4*t3P*k*t3*t4P*(t1*t1)-12*t6*t2P
*t4*t3P*k*t3*t4P*t5*(t1*t1)+4*t4P*t6*t6*t3P*k*k*t2P*t1*t4*t2+8*t4P*t6*t6*t3P*k*k*t2P
*t1*t3*t4*t2+8*t4P*t6*t6*t3P*k*k*t2P*t1*t3*t2-6*t4P*t5*t7*t32kP*k*(t2*t2)*t4*(t3*t3)-12*t4P
*t5*t7*t32kP*k*(t2*t2)*t4*(t3*t3)*t1-4*t4P*t3P*k*k*t6*t2P*t1*t4*t2-4*t4P*t3P*k*k*t6*t2P
*t1*t2-4*t7*t32kP*(t1*t1)*t2*k*t4P*t5-8*t4P*t6*t7*t32kP*k*(t1*t1)*(t2*t2)*t4*t3-12*t4P*t6*t7
*t32kP*k*(t1*t1)*t2*t4*(t3*t3)-6*t4P*t6*t7*t32kP*k*(t1*t1)*(t2*t2)*t4*(t3*t3)+12*t4P*t6*t7*t32kP
*t1*t2*(t3*t3)+8*t33P*t4*t6*t6*t2P*t3P*t4P+4*(t3*t3)*t6*t2P*t3P*t4P*t7+4*(t3*t3)*t6*t2P
*t3P*t4P*t5*(t1*t1)+4*(t3*t3)*t6*t6*t2P*t3P*t4P+4*(t3*t3)*t6*t2P*t3P*t4P*t5-4*(t3*t3)
*t6*t2P*t3P*t5*t1P*t2-4*(t3*t3)*t6*t2P*t3P*t5*t1P+4*(t3*t3)*t6*t6*t2P*t3P*t4P*t2-6
*t7*t32kP*t1*t33P*t4P*t4+3*t7*t32kP*(t1*t1)*t33P*t4P*t5*t4-6*t7*t32kP*(t1*t1)*t33P*t4P
*t2*t4+6*t7*t32kP*t1*t33P*t4P*t6*(t2*t2)*t4-3*t7*t32kP*(t1*t1)*t33P*t4P*(t2*t2)*t4+12*t7
*t32kP*t1*t33P*t4P*t6*t2*t4-4*t7*t7*t32kP*(t1*t1)*t2*k*t4P-4*t7*t7*t32kP*t1*(t2*t2)*k*t4P-4
*t7*t32kP*(t1*t1)*t2*k*t4P*t6-4*t7*t32kP*t1*(t2*t2)*k*t4P*t5+8*t33P*t4*t6*t2P*t3P*t4P
*t7-16*t6*t2P*t2*t33P*t3P*t4P*t1+3*t7*t32kP*(t1*t1)*t33P*t4P*t6*t4+16*t4P*t2*t3P*t33P
*t5*t6*t2P*t1+8*t33P*t4*t6*t2P*t3P*t4P*t5-16*t5*t5*t1P*t2*t3P*k*t33P*t4P-18*t6*t2P
*t2*t4*t7*t3P*k*(t3*t3)*t4P*(t1*t1)+12*t7*t32kP*t1*t33P*t4P*t5*t2*t4+3*t4P*t6*t7*t32kP
*t4*t33P+16*t6*t6*t2P*t2*t33P*t3P*t4P*t1+4*t6*t6*t2P*t2*t34P*t3P*t4P-3*t4P*t7*t32kP
*(t1*t1)*(t3*t3)-16*t4P*t6*t7*t32kP*k*t2*t4*t3+4*t5*t1P*t1*t2*t3P*k*t6*t2P*t4-8*t5*t1P*t4
*t3P*k*t4P*t6*(t2*t2)*t33P-12*t6*t6*t2P*t2*t4*t3P*k*t3*t4P*(t1*t1)-12*t6*t2P*t2*t4*t3P
*k*t3*t4P*t5*(t1*t1)+8*t6*t2P*t2*t4*t3P*k*t33P*t4P*(t1*t1)-4*t7*t7*t33kP*t4*(t3*t3)*t2-8
*t7*t7*t33kP*t4*(t3*t3)*t1*t2+18*t4P*t3P*k*t6*t2P*(t3*t3)*t2+18*t4P*(t1*t1)*t3P*k*(t3*t3)
*t6*t2P*t2+16*t4P*t1*t3P*k*t33P*t6*t2P*t2-4*t4P*t2*t4*t3P*k*k*(t3*t3)*t6*t2P*t1-2*t7
*t7*t33kP*(t4*t4)*(t3*t3)*t2-4*t7*t7*t33kP*(t4*t4)*(t3*t3)*t1*t2+4*t6*t2P*t1*t3P*k*k*t4P*t5
+12*t6*t2P*t2*t4*t3P*k*t3*t4P-12*t6*t6*t2P*(t1*t1)*t3P*k*t3*t4P-24*t6*t2P*t1*t3P*k*t3
*t4P*t5*t2-36*t6*t2P*t1*t3P*k*(t3*t3)*t4P*t5-12*t6*t2P*(t1*t1)*t3P*k*t3*t4P*t5-3*t7*t32kP
*t1*t33P*t5*t1P*(t2*t2)*(t4*t4)+2*t4P*t5*t5*t3P*k*k*t1P*(t2*t2)*(t3*t3)+4*t4P*t5*t5*t3P
*k*k*t1P*(t2*t2)*t3+8*t4P*t5*t5*t3P*k*k*t1P*t2*t3+4*t4P*t5*t5*t3P*k*k*t1P*t3*t4+2*t6*t6
*t2P*t2*t4*t3P*k*k*t4P*(t3*t3)+8*t4P*t2*t3P*t34P*t5*t6*t2P*t1-6*t7*t32kP*t1*t33P*t5
*t1P*t2*(t4*t4)+3*t7*t7*t32kP*(t1*t1)*t33P*t4P*t4-12*t4P*t5*t3P*k*t6*t2P*t3-4*t4P*t5
*t5*t3P*k*t1P*t2-2*t4P*t5*t5*t3P*k*t1P-8*(t3*t3)*t6*t2P*t3P*t5*t1P*t4-8*(t3*t3)*t6*t2P
*t3P*t4P*t1+4*(t3*t3)*t6*t6*t2P*t3P*t4P*(t1*t1)-4*(t3*t3)*t6*t2P*t3P*t5*t1P*t1+8*(t3
*t3)*t6*t6*t2P*t3P*t4P*t1-4*t4P*t6*t6*t3P*k*t2P*t1*t2+2*t6*t2P*t2*t4*t3P*k*k*t4P*t5
*(t3*t3)-2*t6*t2P*(t4*t4)*t3P*k*k*(t3*t3)*t5*t1P+4*t7*t7*t33kP*k*t2*t3-3*t7*t32kP*(t1*t1)*t33P
*t6*t2P*(t4*t4)-6*t7*t32kP*t1*t33P*t6*t2P*(t4*t4)*t2+4*t5*t5*t1P*(t2*t2)*t34P*t4*t3P*t4P-8
*t33P*t3P*t4P*t5*t1P-2*t4P*t5*t3P*k*t6*t2P-18*t4P*t5*t3P*k*t6*t2P*(t3*t3)-4*t6*t2P
*t2*t3P*k*k*t3*t5*t1P+4*t4P*t6*t3P*k*k*t5*t1P*t2*t4-12*t4P*t6*t7*t32kP*k*t2*t4*(t3*t3)-4
*t34P*t3P*t4P*t5*t1P+3*t4P*t5*t7*t32kP*(t3*t3)+6*t4P*t5*t7*t32kP*(t3*t3)*t1-3*t7*t32kP
*(t1*t1)*t33P*t6*t2P*(t4*t4)*t2+3*t4P*t5*t7*t32kP*(t1*t1)*(t3*t3)+8*t7*t32kP*(t4*t4)*k*t3*t6
*t2P*t2+12*t7*t32kP*t4*k*(t3*t3)*t6*t2P*t2-16*t33P*t4*t6*t2P*t3P*t5*t1P+8*t7*t32kP*t1
*t2*k*t4P+2*t5*t1P*t1*t2*t3P*k*t6*t2P-2*t6*t6*t2P*t4*t3P*k*t4P*(t1*t1)*t2-2*t6*t2P*t4
*t3P*k*t4P*t5*(t1*t1)*t2+2*t6*t2P*(t1*t1)*t7*t3P*k*k*(t3*t3)*t4P*t2+6*t7*t32kP*t2*(t3*t3)
*t4P*t6+6*t7*t32kP*t2*(t3*t3)*t4P*t5-3*t7*t32kP*t2*t33P*t6*t2P-6*t7*t32kP*t2*(t3*t3)*t6
*t2P*t4-3*t7*t32kP*(t2*t2)*(t3*t3)*t5*t1P-6*t7*t32kP*t2*(t3*t3)*t5*t1P-3*t7*t32kP*t2*(t3
*t3)*t6*t2P+3*t7*t32kP*(t2*t2)*(t3*t3)*t4P*t6-2*t6*t2P*t2*t3P*k*k*(t3*t3)*t5*t1P+2*t5*t1P
*t1*t3P*k*t4P*t4+4*t6*t2P*t1*t7*t3P*k*k*(t3*t3)*t4P*t2-12*t7*t7*t32kP*k*t4P*(t1*t1)*t2
*(t3*t3)+4*t5*t5*t3P*(t3*t3)*t4P*t1P-4*t4P*t6*t3P*k*t5*t1P*t2*t4+8*t33P*t4*t6*t2P*t3P
*t4P*t5*(t1*t1)*t2+4*t7*t32kP*k*t6*t2P*(t1*t1)*t4-3*t7*t32kP*t33P*t5*t1P-6*t5*t1P*t7*t32kP
*t1*(t2*t2)*t4*(t3*t3)-3*t7*t32kP*(t3*t3)*t5*t1P-4*(t3*t3)*t6*t2P*t3P*t5*t1P*t2*(t4*t4)+6*t7
*t7*t32kP*t2*t33P*t4*t4P-6*t4P*t7*t32kP*t1*(t2*t2)*(t3*t3)+8*t5*t5*t3P*t33P*t4P*t1P-4
*t7*t7*t32kP*(t1*t1)*t2*k*t4P*t4+2*t7*t32kP*t1*(t2*t2)*k*t5*t1P*(t4*t4)-2*t4P*(t2*t2)*t3P
*k*k*t5*t1P-4*t4P*t2*t3P*k*k*t5*t1P-2*t4P*t2*t3P*k*k*t6*t2P-2*t4P*t2*t3P*k*k*t6*t2P
*(t3*t3)-8*t4P*t2*t3P*k*k*t5*t1P*t3+4*t5*t1P*t34P*t4*t3P*t4P*t7-8*t5*t1P*t33P*t4*t3P
*t4P+8*t2*(t3*t3)*t7*t3P*t4P*t5*t1P*t1-12*t4P*t6*(t2*t2)*t3P*k*t3*t5*t1P-3*t4P*t7*t32kP
*(t2*t2)*t4*t33P-12*t6*t2P*t7*t32kP*t1*(t3*t3)*t4+4*(t3*t3)*t6*t2P*t3P*t4P*t5*t4+4*(t3*t3)
*t6*t2P*t3P*t4P*t7*t4-4*(t3*t3)*t6*t2P*t3P*t5*t1P*(t4*t4)-16*t4P*t7*t7*t32kP*k*t2*t3
+4*t34P*t4*t6*t2P*t3P*t4P*t7*(t1*t1)-4*t7*t32kP*k*t4P*t5*t2*t4-4*t7*t32kP*k*t4P*t6*t1
*t4-4*t7*t7*t32kP*k*t4P*t2*t4-4*t7*t7*t32kP*k*t4P*t1*t4+4*t34P*t4*t6*t2P*t3P*t4P*t5*(t1
*t1)-8*t4P*t7*t3P*k*t6*t2P*t33P*t4+4*t5*t5*t3P*t34P*t4P*t1P-3*t4P*t7*t32kP*(t2*t2)
*t4*(t3*t3)-24*t4P*t6*t2*t3P*k*t3*t5*t1P+4*t34P*t4*t6*t6*t2P*t3P*t4P*(t1*t1)+16*t42kP
*t6*t2*t3P*k*t33P*t5*(t1*t1)+2*t5*t5*t12kP*t2*(t4*t4)*t3P*k+8*t2*t34P*t7*t3P*t42kP*(t1
*t1)+72*t42kP*t6*t2*t3P*k*(t3*t3)*t5*t1+32*t2*t33P*t7*t3P*t42kP*t1-t42kP*t7*t7*t3P*k*k
*(t2*t2)*(t3*t3)+2*t7*t3P*t1P*k*k*t1*t4P*t5-12*t4P*t5*t1P*k*t7*t3P*t3-16*t2*t33P*t7*t3P
*t42kP*t6+4*t7*t3P*t1P*k*k*t4P*t5*t3+2*t7*t7*t33kP*(t1*t1)*(t2*t2)*k*t4-8*t42kP*(t2*t2)*t3P
*t33P*t5*t6*(t1*t1)-4*t34P*t6*t6*t22kP*t3P*t1+8*t42kP*t5*t5*t3P*k*t2*t33P+4*t42kP*t6
*t6*(t2*t2)*t3P*k*t33P*(t1*t1)-8*t42kP*t1*(t2*t2)*t7*t3P*k*k*t3*t5-16*t2*(t3*t3)*t7*t3P*t42kP
*t5*t1+4*t4P*t3*t4*t6*t2P*k*k*t7*t3P*(t1*t1)+8*t4P*t3*t4*t6*t2P*k*k*t7*t3P*t1+8*t4P*t1
*t6*t2P*k*k*t7*t3P*t3-2*t7*t3P*t4*t2P*k*t4P*t6-2*t4P*t6*t2P*k*t2*t7*t3P*t4-12*t7*t3P
*t6*t2P*k*t2*t4P*(t1*t1)*t3-2*t7*t3P*t6*t2P*k*t2*t4P*(t1*t1)+8*t2*(t3*t3)*t7*t3P*t42kP
*(t1*t1)+2*t7*t3P*t4*t2P*k*k*t4P*t6+4*t7*t3P*t6*t2P*k*k*t2*t4P*t3*t4-12*t7*t3P*t3*t4*t6
*t2P*k*t4P*(t1*t1)*t2+4*t7*t3P*t6*t2P*k*k*t2*t4P*t1*t4+4*t7*t3P*t6*t2P*k*k*t2*t4P*(t1
*t1)*t3*t4+8*t7*t3P*t6*t2P*k*k*t2*t4P*t1*t3*t4-2*t7*t3P*t2P*k*t4P*t6-12*t7*t3P*(t1*t1)
*t4*t2P*k*t4P*t6*t3+4*t7*t3P*t6*t2P*k*k*t2*t4P*t3-12*t7*t3P*t3*t2P*k*t4P*t6-2*t5*t5*t3P
*(t3*t3)*t42kP*(t1*t1)-8*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P*t1+4*t7*t7*t33kP*k*t1*(t2*t2)*t3
+8*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P*t6+8*t4P*t1*t33P*t4*t7*t3P*t5*t1P-12*t4P*t6*t4*t3P
*k*t3*t5*t1P+8*t2*t34P*t7*t3P*t4P*t5*t1P-24*t4P*t6*t4*t3P*k*t3*t5*t1P*t2+16*t5*t1P
*t2*t33P*t4*t3P*t4P*t6*t1-8*t4P*t6*(t2*t2)*t3P*k*t33P*t5*t1P+12*t7*t32kP*t1*k*(t3*t3)
*t6*t2P-18*t4P*t6*(t2*t2)*t3P*k*(t3*t3)*t5*t1P-16*t5*t1P*t2*t33P*t4*t3P*t6*t2P*t1-8*t5
*t1P*t2*t34P*t4*t3P*t4P*t1+4*t6*t6*t2P*t2*t34P*t3P*t4P*(t1*t1)+4*t4P*t5*t5*t2*t4*t3P
*k*k*t1P-6*t4P*t7*t32kP*t33P*t2-8*t6*t2P*t2*t33P*t3P*t4P-2*t7*t7*t32kP*k*t4P+2*t7
*t32kP*k*t4P-t5*t5*t12kP*t3P*k*k*(t3*t3)*(t4*t4)+4*t4P*t5*t3P*k*k*t6*t2P*t3+2*t4P*t5
*t3P*k*k*t6*t2P*t4+2*t4P*t5*t5*t3P*k*k*t1P+2*t4P*t5*t3P*k*k*t6*t2P+18*t5*t1P*t3P
*k*(t3*t3)*t4P+3*t4P*t6*t7*t32kP*(t2*t2)*t4*(t3*t3)-6*t4P*t7*t32kP*(t3*t3)*t2-16*t5*t1P*t2
*t33P*t4*t3P*t4P*t1-4*t7*t7*t33kP*t4*(t3*t3)*(t1*t1)*t2+3*t4P*t5*t7*t32kP*t33P-18*t4P
*t1*t7*t3P*k*(t3*t3)*t5*t1P*(t2*t2)-36*t4P*t1*t7*t3P*k*(t3*t3)*t6*t2P*t2+4*t7*t32kP*(t1*t1)
*t2*k*t6*t2P*t4-4*t6*t2P*t2*t34P*t3P*t5*t1P*t1+8*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P*t7-8
*t4P*t6*t6*t3P*k*t2P*t33P-2*t7*t7*t33kP*(t4*t4)*(t3*t3)*(t1*t1)*t2+16*t7*t32kP*t4*k*t3*t6
*t2P*t2-3*t6*t2P*t7*t32kP*t2*(t4*t4)*(t3*t3)-2*t7*t7*t33kP*t4*(t3*t3)*(t1*t1)*(t2*t2)-8*t6*t2P
*t2*t4*t7*t3P*k*t33P*t4P-4*t6*t2P*t2*t34P*t3P*t4P*(t1*t1)-8*t6*t2P*t2*t33P*t3P*t5
*t1P*t1-4*t7*t7*t33kP*t4*(t3*t3)*t1*(t2*t2)+8*t5*t1P*t2*t34P*t4*t3P*t4P*t6+8*t5*t1P*t33P
*t4*t3P*t4P*t7+8*t5*t1P*t33P*t4*t3P*t4P*t6+8*t5*t5*t1P*t33P*t4*t3P*t4P+4*t7*t32kP
*k*t4P*t1*t4+8*t7*t32kP*k*t5*t1P*t2*t4+2*t7*t32kP*k*t4P*(t2*t2)+2*t7*t32kP*k*t4P*(t1*t1)
+2*t7*t32kP*k*t4P*(t2*t2)*t4+4*t7*t32kP*k*t4P*t2*t4+4*t7*t32kP*k*t5*t1P*t4*t1+8*t7*t32kP
*k*t6*t2P*t1*t4+8*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*t1+4*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*t4-2*t7
*t7*t33kP*(t4*t4)*(t3*t3)*t1*(t2*t2)+16*t7*t32kP*t1*k*t3*t6*t2P+4*t6*t2P*t1*t7*t3P*k*k*(t3
*t3)*t4P+2*t6*t2P*(t1*t1)*t7*t3P*k*k*(t3*t3)*t4P+8*t2*t33P*t7*t3P*t4P*t6*t2P-12*t4P
*t5*t5*t1*t3P*k*t3*t1P-8*t4P*t7*t3P*k*t5*t1P*t33P+8*t6*t6*t2P*t2*t33P*t3P*t4P*(t1
*t1)+12*t5*t1P*t3P*k*t3*t4P+2*t4P*t5*t3P*k*k*t6*t2P*(t3*t3)+4*t4P*t5*t5*t3P*k*k*t1P
*t3+2*t4P*t5*t5*t3P*k*k*t1P*t4-6*t6*t2P*t7*t32kP*t2*(t4*t4)*(t3*t3)*t1+8*t5*t1P*t2*t34P
*t4*t3P*t4P*t7+16*t5*t5*t1P*t2*t33P*t4*t3P*t4P*t1-t7*t7*t33kP*(t4*t4)*(t3*t3)*(t1*t1)*(t2
*t2)-2*t5*t1P*t1*(t2*t2)*t3P*k*t4P*t6+8*t2*(t3*t3)*t7*t3P*t4P*t5*t1P+4*t2*(t3*t3)*t7*t3P
*t4P*t6*t2P+3*t7*t7*t32kP*(t2*t2)*t33P*t4*t4P*(t1*t1)+4*(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P
+8*t4P*t6*t6*t2*t4*t3P*(t3*t3)*t2P*t1+4*t4P*t6*(t2*t2)*t4*t3P*(t3*t3)*t5*t1P+2*t4P*(t1
*t1)*t3P*k*t6*t2P+4*t4P*t1*t3P*k*t6*t2P+3*t4P*t5*t7*t32kP*t4*(t3*t3)+6*t4P*t5*t7*t32kP
*t4*(t3*t3)*t1+6*t4P*t5*t7*t32kP*t4*(t3*t3)*t2+3*t4P*t5*t7*t32kP*t4*t33P+6*t4P*t5*t7*t32kP
*t4*t33P*t2-18*t4P*t5*t5*t1*t3P*k*(t3*t3)*t1P+2*t4P*t5*t5*(t2*t2)*t4*t3P*k*k*t1P-8*t5*t1P
*t2*t34P*t4*t3P*t6*t2P*t1-8*t5*t1P*t2*t33P*(t4*t4)*t3P*t6*t2P*t1+2*t4P*t2*t4*t7*t3P
*k*k*(t3*t3)*t6*t2P*(t1*t1)+2*t4P*(t2*t2)*t4*t7*t3P*k*k*(t3*t3)*t5*t1P*t1+4*t4P*t1*(t2*t2)
*t34P*t4*t7*t3P*t5*t1P+8*t5*t1P*t2*t34P*t4*t3P*t4P*t6*t1-16*t6*t2P*t2*t4*t7*t3P*k*t33P
*t4P*t1+4*t5*t1P*(t2*t2)*t34P*t4*t3P*t4P*t6*t1-4*t5*t1P*t2*t34P*(t4*t4)*t3P*t6*t2P
*t1+8*t4P*t5*t5*t2*t4*t3P*k*k*t1P*t3+12*t4P*t5*t7*t32kP*t1*t2*(t3*t3)+4*t7*t32kP*t1*t2*k
*t6*t2P*(t4*t4)-8*t7*t32kP*t1*t2*k*t4P*t5*t4-8*t7*t32kP*t1*t2*k*t4P*t6*t4-8*t7*t7*t32kP*t1
*t2*k*t4P*t4+8*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P*t6*t1+4*t2*t34P*t7*t3P*t4P*t6*t2P+16
*t2*t33P*t7*t3P*t4P*t5*t1P-16*t4P*t5*t7*t32kP*k*t1*t4*t3-18*t4P*t7*t3P*k*t6*t2P*(t3
*t3)-18*t4P*t7*t3P*k*t5*t1P*(t3*t3)+3*t4P*t5*t7*t32kP*(t1*t1)*t4*(t3*t3)+8*t4P*t2*t3P*(t3
*t3)*t5*t6*t2P*t1+8*t4P*t2*t3P*t33P*t5*t6*t2P+4*t4P*t2*t3P*(t3*t3)*t5*t6*t2P*t4+4*t4P
*(t2*t2)*t3P*(t3*t3)*t5*t5*t1P+8*t2*(t3*t3)*t7*t3P*t4P*t5*t1P*t4+6*t7*t32kP*(t1*t1)*k*(t3
*t3)*t4P*t4-6*t7*t7*t32kP*k*t4P*(t1*t1)*(t2*t2)*(t3*t3)+6*t7*t32kP*(t1*t1)*t33P*t4P*t6*t2
*t4+6*t7*t32kP*(t1*t1)*t33P*t4P*t5*t2*t4-8*t7*t7*t32kP*(t1*t1)*k*t3*t4P*t4+4*t4P*(t1*t1)
*t2*t34P*t4*t7*t3P*t6*t2P-3*t6*t2P*t7*t32kP*t2*(t4*t4)*t33P-4*t34P*t4*t6*t2P*t3P*t4P
+8*t33P*t4*t6*t6*t2P*t3P*t4P*t2-12*t7*t32kP*t1*k*(t3*t3)*t4P*t6*t4+6*t4P*t5*t7*t32kP
*(t1*t1)*t2*(t3*t3)+6*t4P*t5*t7*t32kP*t1*(t2*t2)*(t3*t3)+3*t4P*t5*t7*t32kP*(t1*t1)*(t2*t2)*(t3
*t3)+8*t6*t6*t2P*t1*t2*t3P*(t3*t3)*t4P-4*t34P*t4*t6*t2P*t3P*t4P*t2-8*t34P*t4*t6*t2P
*t3P*t4P*t1-16*t33P*t4*t6*t2P*t3P*t4P*t1*t2-8*t33P*(t4*t4)*t6*t2P*t3P*t5*t1P+6*t7
*t32kP*(t1*t1)*t2*(t3*t3)*t4P*t5*t4-8*t34P*t4*t6*t2P*t3P*t5*t1P+3*t4P*t7*t7*t32kP*(t1
*t1)*(t3*t3)-18*t5*t1P*t1*t3P*k*(t3*t3)*t4P*t6+4*(t2*t2)*t34P*t4P*t6*t3P*t5*t1P+8*t7*t7
*t33kP*k*t1*t4*t3+4*t4P*t5*t5*t3P*k*k*t1P*t2*(t3*t3)+2*t4P*t5*t5*t3P*k*k*t1P*(t3*t3)*t4
+4*t4P*t5*t3P*k*k*t6*t2P*t3*t4+2*t4P*t5*t3P*k*k*t6*t2P*(t3*t3)*t4+16*t33P*t4*t6*t2P*t3P
*t4P*t7*t1-12*t7*t32kP*t1*k*(t3*t3)*t4P*t6-8*t33P*t4*t6*t2P*t3P*t4P*t2-16*t33P*t4*t6
*t2P*t3P*t4P*t1-8*t7*t32kP*(t1*t1)*k*t3*t4P*t6+2*t4P*t7*t3P*k*k*t6*t2P*(t3*t3)+16*t33P
*t4*t6*t2P*t3P*t4P*t5*t1+4*t34P*t4*t6*t2P*t3P*t4P*t5+8*t33P*t4*t6*t2P*t3P*t4P*t5
*t2+4*t34P*t4*t6*t6*t2P*t3P*t4P+16*t33P*t4*t6*t6*t2P*t3P*t4P*t1+12*t7*t7*t32kP*t2*t33P
*t4*t4P*t1+8*t33P*t4*t6*t2P*t3P*t4P*t7*t2+6*t7*t32kP*t2*t33P*t4P*t6+3*t7*t32kP*(t2
*t2)*(t3*t3)*t4P*t5+6*t7*t32kP*t2*t33P*t4P*t5+6*t7*t7*t32kP*t2*t33P*t4P+3*t7*t32kP*(t2
*t2)*(t3*t3)*t4P*t5*t4+6*t7*t32kP*t2*t33P*t4P*t6*t4+3*t7*t7*t32kP*(t2*t2)*(t3*t3)*t4P*t4
+4*t34P*t4*t6*t6*t2P*t3P*t4P*(t1*t1)*t2+4*t34P*t4*t6*t2P*t3P*t4P*t7-6*t7*t32kP*t1*t33P
*t4P*(t2*t2)*t4+4*t34P*t4*t6*t2P*t3P*t4P*t5*(t1*t1)*t2+16*t5*t1P*t7*t32kP*k*t3*(t4*t4)
*t2+2*t5*t1P*t1*(t2*t2)*t3P*k*t4P-8*t7*t32kP*t4*k*t3*t4P*t6-8*t7*t32kP*t4*k*t3*t4P*t5+16
*t5*t1P*t1*t2*t33P*t3P*t4P*t6-4*(t3*t3)*t3P*t4P*t5*t1P*t1+16*t33P*t3P*t42kP*t5*t1-t4P
*(t2*t2)*t32kP*k*k*t7*(t1*t1)*t3-18*t5*t1P*t4*t7*t3P*k*t4P*(t2*t2)*(t3*t3)+8*t4P*t2*t3P*(t3
*t3)*t5*t5*t1P*t4+4*t4P*t2*t3P*t34P*t5*t6*t2P+16*t4P*t2*t3P*t33P*t5*t5*t1P+4*t4P
*t5*t5*t2*t4*t3P*k*k*t1P*(t3*t3)+2*t4P*t7*t3P*k*k*t5*t1P*(t3*t3)-12*t4P*t6*t6*t4*t3P*k
*t3*t2P+8*t4P*t2*t3P*(t3*t3)*t5*t5*t1P+4*t4P*t2*t3P*(t3*t3)*t5*t6*t2P+4*t4P*t1*t34P
*t4*t7*t3P*t5*t1P+6*t4P*t6*t7*t32kP*(t1*t1)*t2*(t3*t3)+6*t4P*t6*t7*t32kP*t1*(t2*t2)*(t3*t3)
+3*t4P*t6*t7*t32kP*(t1*t1)*(t2*t2)*(t3*t3)+4*t7*t7*t33kP*k*(t1*t1)*t4*t3+4*t7*t7*t33kP*k*t1*(t4
*t4)*t3+2*t7*t7*t33kP*k*(t1*t1)*(t4*t4)*t3-2*t6*t2P*t3P*k*k*t4P+8*t4P*(t1*t1)*t2*t33P*t4
*t7*t3P*t6*t2P+3*t4P*t7*t7*t32kP*t4*(t3*t3)+8*t5*t1P*t1*t3P*k*t33P*t4P-t6*t6*t22kP
*(t1*t1)*t3P*k*k*(t4*t4)-2*t42kP*t6*t6*t3P*k*k*t2-8*t42kP*t5*t5*t3P*k*k*t1*t2*t3+2*t4P*t6
*t32kP*k*k*t3*t7*t2+4*t7*t3P*t4*t5*t1P*k*k*t1*t4P*(t2*t2)*t3+2*t7*t3P*t4*t5*t1P*k*k*t1*t4P
*(t2*t2)+t42kP*t5*t5*(t1*t1)*t3P*k*(t2*t2)-24*t4P*t4*t5*t1P*k*t1*t7*t3P*t2*t3+4*t7*t3P*t1P
*k*k*t1*t4P*t5*t3-12*t4P*t4*t5*t1P*k*t1*t7*t3P*(t2*t2)*t3-12*t4P*t4*t5*t1P*k*t1*t7*t3P
*t3-2*t4P*t4*t5*t1P*k*t7*t3P-2*t4P*t4*t5*t1P*k*t7*t3P*(t2*t2)+12*t42kP*(t1*t1)*t2*t3P
*k*t3-12*t4P*t4*t5*t1P*k*t7*t3P*t3-4*t4P*t4*t5*t1P*k*t7*t3P*t2+4*t7*t3P*t1P*k*k*t1*t4P
*t5*t3*t4+2*t7*t3P*t1P*k*k*t1*t4P*t5*t4+18*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t5+4*t4P*t2*t5
*t1P*k*k*t7*t3P*t1+2*t4P*(t2*t2)*t5*t1P*k*k*t7*t3P+4*t4P*t2*t5*t1P*k*k*t7*t3P*t4-12*t4P
*t3*t5*t1P*k*t1*t7*t3P-4*t42kP*t2*t3P*(t3*t3)*t5*t5*(t1*t1)-4*t42kP*(t2*t2)*t3P*(t3*t3)*t5
*t5*t1+12*t42kP*t5*t5*(t1*t1)*t3P*k*t3*t2+6*t42kP*(t1*t1)*t7*t7*t3P*k*t3+8*t42kP*t2*t3P*t34P
*t5*(t1*t1)+18*t42kP*t7*t3P*k*t5*(t2*t2)*(t3*t3)-36*t42kP*(t1*t1)*t2*t3P*k*(t3*t3)*t6-8*t42kP
*t6*t3P*k*t1*t2-t42kP*t7*t7*t3P*k*k*(t2*t2)-2*t42kP*t7*t7*t3P*k*k*t2+4*t5*t5*t12kP*t3P
*k*t33P-t7*t7*t33kP*(t3*t3)-t42kP*t7*t7*t3P*k*k-2*(t3*t3)*t42kP*t6*t6*t3P+2*t42kP*t6*t3P
*k*k-2*t5*t5*t12kP*t3P*k*k*t3*(t4*t4)-t5*t1P*t32kP*k*k*t7+4*(t2*t2)*(t3*t3)*t7*t3P*t42kP
+8*t42kP*t6*(t2*t2)*t3P*k*t33P*t5*(t1*t1)-8*t42kP*(t1*t1)*(t2*t2)*t3P*k*t33P*t5+4*(t3*t3)
*(t1*t1)*t3P*t42kP*t6+18*t5*t5*t12kP*t2*t3P*k*(t3*t3)-2*(t3*t3)*(t1*t1)*t7*t7*t3P*t42kP+t42kP
*(t1*t1)*t7*t7*t3P*k*(t2*t2)-2*t6*t2P*t1*t7*t32kP*k*k*t3*(t4*t4)+4*t7*t7*t33kP*k*t1*t4+4*t4P
*t2*t4*t7*t7*t32kP*k*k*t3*t1-t42kP*t7*t7*t3P*k*k*(t1*t1)*(t2*t2)+t4P*t5*(t1*t1)*t4*t32kP*k
*k*t7*t3+12*t42kP*t6*t3P*k*t5*t3+32*t42kP*t6*t2*t3P*k*t33P*t5*t1+4*t42kP*(t1*t1)*t7*t7*t3P
*k*t33P*(t2*t2)-16*t2*t33P*t3P*t42kP*t1-8*t33P*t3P*t42kP*t1+4*t42kP*t6*t6*t3P*k*t1
*t2-4*t42kP*t1*t2*t7*t7*t3P*k*k*(t3*t3)+8*(t2*t2)*t33P*t7*t3P*t42kP*(t1*t1)+4*t42kP*t5*t5
*(t1*t1)*t3P*k*t33P*(t2*t2)-8*t42kP*t6*(t1*t1)*t3P*k*k*t5*t2*t3-4*t34P*(t1*t1)*t7*t3P*t42kP
*t5+4*t4P*t5*t32kP*k*k*t7*t1*t2-4*t42kP*t7*t3P*k*k*t6*t1*(t3*t3)+2*t7*t7*t33kP*(t1*t1)*t2*k
*(t4*t4)-8*t6*t6*t22kP*t1*t3P*k*k*t3*t4+8*t42kP*t2*t3P*(t3*t3)*t5*(t1*t1)+12*t42kP*t7*t7*t3P
*k*t2*t3-2*t42kP*t7*t7*t3P*k*k*t1+t4P*t5*t32kP*k*k*t7*(t2*t2)-4*t42kP*t5*t3P*k*k*t6*t2+2
*t42kP*t6*t3P*k*k*(t3*t3)*(t2*t2)-2*t4P*t2*t32kP*k*k*t7*t3+4*t7*t7*t33kP*k*t2*t4+4*t42kP
*t5*t5*t1*t3P*k*t2+24*t42kP*t7*t3P*k*t5*t2*t3-4*(t2*t2)*t34P*t7*t3P*t42kP*t6*(t1*t1)-2*t42kP
*t6*(t1*t1)*t3P*k*k*t5+t4P*t5*(t2*t2)*t4*t32kP*k*k*t7*t3+t4P*t5*t32kP*k*k*t7*t4*t3-2*t42kP
*t5*t5*t3P*k*k*(t1*t1)*t3-t5*t1P*t1*(t4*t4)*t7*t32kP*k*k-36*t42kP*t2*t3P*k*(t3*t3)*t5+t4P
*t5*(t2*t2)*t4*t32kP*k*k*t7+36*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t5*t2+2*t4P*t5*t1*t4*t32kP*k
*k*t7*(t2*t2)*t3+24*t42kP*t1*t7*t3P*k*t5*t3+6*t5*t5*t12kP*t3P*k*t3+4*t42kP*(t1*t1)*t2*t7*t3P
*k*k*(t3*t3)+8*t4P*t2*t5*t1P*k*k*t7*t3P*t1*t3+4*t4P*(t2*t2)*t5*t1P*k*k*t7*t3P*t3+8*t4P
*t2*t5*t1P*k*k*t7*t3P*t4*t3-2*t4P*t4*t5*t1P*k*t1*t7*t3P*(t2*t2)-2*t4P*t5*t1P*k*t7*t3P-2
*t4P*t5*t1P*k*t7*t3P*t1-4*t4P*t5*t1P*k*t7*t3P*t2-12*t4P*t3*t5*t1P*k*t1*t7*t3P*(t2*t2)-12
*t4P*(t2*t2)*t3*t5*t1P*k*t7*t3P*t4+8*t4P*t2*t5*t1P*k*k*t7*t3P*t3-2*(t2*t2)*t34P*t7*t7*t3P
*t42kP*(t1*t1)-12*t4P*(t2*t2)*t3*t5*t1P*k*t7*t3P-24*t4P*t2*t3*t5*t1P*k*t7*t3P*t4+t4P
*(t2*t2)*t4*t7*t7*t32kP*k*k*t3*(t1*t1)+9*t6*t6*t22kP*t3P*k*(t3*t3)+2*t4P*t6*(t1*t1)*t32kP*k
*k*t7*t2*t3+2*t42kP*t5*t3P*k*k*(t2*t2)*(t3*t3)+6*t42kP*t7*t7*t3P*k*(t2*t2)*t3-16*t2*t33P*t7
*t3P*t42kP*t5*(t1*t1)-t4P*t32kP*k*k*t7*(t1*t1)*t3+24*t42kP*t1*t7*t3P*k*t6*t3+9*t42kP*t5
*t5*(t1*t1)*t3P*k*(t3*t3)*(t2*t2)-8*t5*t5*t3P*t33P*t42kP*t1-2*t42kP*t2*t3P*k*k*(t3*t3)-4
*t6*t6*t22kP*t4*t3P*k*k*t3-4*t5*t5*t12kP*t34P*t4*t3P-2*(t2*t2)*t34P*t3P*t42kP+2*t6*t6
*t22kP*(t4*t4)*t3P*k*t1-8*t42kP*t7*t3P*k*k*t5*t2*t3+2*t4P*t6*t1*t32kP*k*k*t7*t4*t3-2*t5*t5
*t12kP*t3P*(t3*t3)*(t4*t4)-t6*t2P*(t1*t1)*t7*t32kP*k*k*t3+18*t42kP*t6*t6*t2*t3P*k*(t3*t3)
*(t1*t1)-4*t34P*(t4*t4)*t6*t6*t22kP*t3P*t1-2*t42kP*t7*t7*t3P*k*k*(t2*t2)*t3-2*t6*t2P*t1*t7
*t32kP*k*k*t2-t5*t5*t12kP*t3P*k*k+8*t42kP*t6*(t1*t1)*t3P*k*k*t2*t3-4*t5*t1P*t2*t7*t32kP
*k*k*t1*t4-32*t2*t33P*t7*t3P*t42kP*t5*t1-16*t42kP*t1*(t2*t2)*t3P*k*t33P*t5+t6*t6*t22kP
*t3P*k*(t1*t1)-t42kP*t5*t5*t3P*k*k*(t1*t1)-4*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t6*(t1*t1)+2*t7*t7
*t33kP*k*(t2*t2)*t4-48*t42kP*t1*t2*t3P*k*t3*t5+2*t42kP*t5*t3P*k*k*(t1*t1)*(t2*t2)*(t3*t3)+6
*t42kP*t6*t6*(t2*t2)*t3P*k*t3+4*t4P*t7*t7*t32kP*k*k*t1*t2-4*(t3*t3)*(t1*t1)*t3P*t42kP*t6
*t5+t4P*t6*t32kP*k*k*t3*t7*t4+16*t42kP*t6*t1*t3P*k*k*t2*t3+12*t42kP*t1*t7*t7*t3P*k*(t2*t2)
*t3-4*t5*t5*t3P*t34P*t42kP*t1-4*t42kP*t6*t3P*k*k*t3*t5*(t2*t2)+4*t42kP*t5*t5*t3P*k*t33P-16
*t5*t5*t12kP*t2*t33P*t4*t3P-48*t42kP*t1*t2*t3P*k*t3*t6+2*t4P*t5*t32kP*k*k*t7*t1*t3+2*t42kP
*t3P*k*t2-4*t42kP*t2*t3P*t34P*t5*t5+18*t42kP*t6*t6*t2*t3P*k*(t3*t3)+18*t42kP*t5*t5*t1*t3P
*k*(t3*t3)*(t2*t2)-32*t2*t33P*t7*t3P*t42kP*t6*t1+4*t4P*t6*t1*t32kP*k*k*t7*t2*t3+2*t6*t6*t22kP
*t3P*k*t1-2*t42kP*t6*t3P*k-2*t42kP*t5*t5*t3P*k*k*t1+4*t42kP*t5*t3P*k*k*(t1*t1)*t2*(t3*t3)-4
*t5*t1P*t2*t32kP*k*k*t7*t4+t42kP*t6*t6*t3P*k*(t2*t2)+2*t4P*(t1*t1)*t2*t7*t7*t32kP*k*k*t3-8
*(t3*t3)*t1*t7*t3P*t42kP*t5-2*t4P*t4*t32kP*k*k*t7*t2+2*t7*t7*t33kP*t1*(t2*t2)*k*(t4*t4)+18
*t42kP*t1*t3P*k*(t3*t3)+2*t4P*t7*t7*t32kP*k*k*t2-16*t2*(t3*t3)*t7*t3P*t42kP*t6*t1-16*t42kP
*t6*t2*t3P*k*t33P-2*t42kP*t5*t5*t3P*k*k*t1*(t2*t2)*(t3*t3)-4*t42kP*t5*t5*t3P*k*k*t1*(t2*t2)
*t3-8*t33P*t6*t6*t22kP*t3P*t1-4*(t2*t2)*(t3*t3)*t3P*t42kP*t1-4*t5*t5*t12kP*(t2*t2)*t3P
*k*k*t3*t4-16*t2*t33P*t7*t3P*t42kP*t6*(t1*t1)-18*t42kP*t7*t3P*k*(t3*t3)-2*t7*t3P*(t1*t1)
*t4*t2P*k*t4P*t6-24*t7*t3P*t1*t4*t2P*k*t4P*t6*t3-4*t5*t5*t12kP*t2*(t4*t4)*t3P*(t3*t3)-4
*(t3*t3)*t6*t6*t22kP*t3P*t1*(t4*t4)-24*t42kP*t2*t3P*k*t3*t5-2*t6*t6*t22kP*t1*t3P*k*k*(t4
*t4)-2*t42kP*(t1*t1)*(t2*t2)*t7*t3P*k*k*(t3*t3)*t6-18*t42kP*(t1*t1)*(t2*t2)*t3P*k*(t3*t3)*t6-2
*t42kP*t7*t7*t3P*k*k*(t1*t1)*t2+2*t7*t3P*t6*t2P*k*k*t2*t4P*t4-12*t7*t3P*t3*t2P*k*t4P
*t6*(t1*t1)+4*t4P*(t1*t1)*t6*t2P*k*k*t7*t3P*t3-24*t7*t3P*t3*t2P*k*t4P*t6*t1+4*t4P*t3*t4
*t6*t2P*k*k*t7*t3P-t4P*t4*t32kP*k*k*t7*t3+2*t4P*(t1*t1)*t6*t2P*k*k*t7*t3P+4*t4P*t1*t6
*t2P*k*k*t7*t3P*t4-4*t7*t3P*t6*t2P*k*t2*t4P*t1*t4+36*t42kP*t7*t3P*k*t5*t2*(t3*t3)-4*t42kP
*(t1*t1)*t2*t7*t3P*k*k*(t3*t3)*t5+2*t42kP*t7*t3P*k*k*(t1*t1)*(t2*t2)-4*t42kP*t1*t7*t3P*k*(t2
*t2)+36*t42kP*t1*t7*t3P*k*(t3*t3)*t5*(t2*t2)+8*t5*t5*t12kP*t4*t3P*k*t33P+9*t6*t6*t22kP*(t4
*t4)*t3P*k*(t3*t3)*(t1*t1)-t42kP*t5*t5*t3P*k*k*(t1*t1)*(t2*t2)-2*(t2*t2)*t34P*t7*t7*t3P*t42kP-4
*t5*t5*t12kP*t3P*(t3*t3)*t4-4*t5*t3P*t34P*t42kP*t6+18*t42kP*t7*t7*t3P*k*t2*(t3*t3)+2*t42kP
*t6*(t1*t1)*t3P*k*k-2*t6*t6*t22kP*t1*t3P*k*k+72*t42kP*t1*t7*t3P*k*(t3*t3)*t5*t2-4*t42kP*(t1
*t1)*(t2*t2)*t7*t3P*k*k*t3*t6+6*t42kP*t7*t7*t3P*k*t3+2*t42kP*t6*t6*t3P*k*t2+2*t4P*(t2*t2)
*t4*t7*t7*t32kP*k*k*t3*t1-4*t5*t5*t3P*t33P*t42kP*(t1*t1)-4*t34P*t7*t3P*t42kP*t6+2*t4P
*t6*t32kP*k*k*t3*t7*t2*t4+t4P*t6*(t1*t1)*t32kP*k*k*t7*(t2*t2)*t4+t4P*t6*(t1*t1)*t32kP*k*k*t7
*t4*t3+8*t33P*t3P*t42kP*t6*(t1*t1)+4*t42kP*t5*t3P*k*k*(t1*t1)*(t2*t2)*t3+18*t42kP*t6*t6*(t2
*t2)*t3P*k*(t3*t3)*t1+4*t34P*t3P*t42kP*t6*(t1*t1)+8*t42kP*t1*(t2*t2)*t3P*k*t33P+8*t42kP
*t6*t1*t3P*k*k*(t2*t2)*t3-2*t6*t6*t22kP*(t1*t1)*t3P*k*k*(t3*t3)*t4+4*t42kP*t7*t3P*k*k*t3-16
*t42kP*t2*t3P*t33P*t5*t5*t1-16*t33P*t1*t7*t3P*t42kP*t5+t4P*(t2*t2)*t4*t7*t7*t32kP*k*k
*t3+24*t42kP*t6*t2*t3P*k*t3*t5*(t1*t1)-2*t5*t1P*(t2*t2)*t7*t32kP*k*k*t1*t4*t3-t5*t5*t12kP*t3P
*k*k*(t4*t4)-t42kP*t5*t5*t3P*k*k*(t2*t2)-2*t6*t2P*t1*t7*t32kP*k*k-4*t42kP*(t2*t2)*t3P*t34P
*t5*t5*t1+8*t33P*t3P*t42kP*t5+8*t42kP*t6*t1*t3P*k*k*t2-72*t42kP*t1*t7*t3P*k*(t3*t3)*t2-2
*t5*t1P*t2*t32kP*k*k*t7*t3-4*t42kP*t6*(t1*t1)*t3P*k*k*t5*t2*(t3*t3)+18*t5*t5*t12kP*t4*t3P
*k*(t2*t2)*(t3*t3)+36*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t6*t2+2*t7*t7*t33kP*k*t1*(t4*t4)+8*t5*t5*t12kP
*t2*t3P*k*t33P+t4P*t7*t7*t32kP*k*k*(t2*t2)*t4-4*t42kP*t6*t3P*k*k*(t3*t3)*t5*t2+2*t4P*t7
*t7*t32kP*k*k*t1*t4*t3+2*t42kP*(t2*t2)*t3P*k*k*t6-8*t2*t33P*t42kP*t6*t6*t3P*(t1*t1)-4*t5
*t5*t12kP*t33P*t3P+8*t5*t5*t12kP*t4*t3P*k*(t2*t2)*t33P+4*t42kP*t5*t3P*k*k*t1-t4P*t4
*t32kP*k*k*t7*(t1*t1)*(t2*t2)+16*t42kP*t5*t3P*k*k*t1*t2*t3+4*t42kP*t6*(t1*t1)*t3P*k*k*t2+12
*t42kP*t7*t3P*k*t5*(t2*t2)*t3+8*t42kP*(t2*t2)*t3P*t33P*t5+12*t42kP*t5*t5*t3P*k*t2*t3+24
*t42kP*(t1*t1)*t7*t3P*k*t5*t2*t3+2*t42kP*t7*t7*t3P*k*t2+t4P*t7*t7*t32kP*k*k*(t2*t2)*t3-4
*t42kP*t7*t3P*k*k*t5*t2+9*t42kP*(t2*t2)*t3P*k*(t3*t3)-t5*t1P*t32kP*k*k*t7*t3-2*t6*t6*t22kP
*t3P*k*k*t4+2*t42kP*t6*(t1*t1)*t3P*k*k*(t2*t2)*(t3*t3)-8*t33P*t1*t7*t7*t3P*t42kP-16*t42kP
*t1*t2*t7*t3P*k*k*t3*t6-4*(t2*t2)*t33P*t42kP*t6*t6*t3P+t6*t6*t22kP*(t4*t4)*t3P*k*(t1*t1)-8
*t33P*t4*t6*t6*t22kP*t3P+12*t42kP*t1*(t2*t2)*t3P*k*t3+8*t5*t5*t12kP*(t4*t4)*t3P*k*t2*t33P-2
*t5*t5*t12kP*t34P*(t4*t4)*t3P-8*(t2*t2)*t33P*t7*t3P*t42kP*t5*(t1*t1)-8*t42kP*(t1*t1)*t2
*t7*t3P*k*k*t3*t5-2*t42kP*t5*t3P*k*(t2*t2)+2*t7*t7*t33kP*k*(t1*t1)*t4-2*t42kP*t3P*k*k*t1-2
*t42kP*t7*t3P*k*k*t5*(t1*t1)*(t2*t2)-8*t42kP*t2*t3P*t34P*t5*t5*t1-2*t4P*t4*t32kP*k*k*t7
*t1*(t2*t2)-8*t42kP*(t1*t1)*t2*t7*t3P*k*k*t3*t6+9*t42kP*t3P*k*(t3*t3)+12*t42kP*t6*t6*t3P
*k*t1*t3+2*t4P*t6*t1*t32kP*k*k*t7*(t2*t2)*t4-4*t2*t34P*t7*t7*t3P*t42kP-4*t6*t6*t22kP*t1*t3P
*k*k*t3+4*t42kP*t3P*k*t33P-8*t34P*t1*t7*t3P*t42kP*t5+6*t5*t5*t12kP*(t2*t2)*t3P*k*t3*(t4
*t4)-2*t5*t1P*t1*t4*t7*t32kP*k*k*t3-8*t2*(t3*t3)*t7*t3P*t42kP*t5-4*t42kP*t6*t3P*k*t2+4*t42kP
*t7*t3P*k*k*t2-2*t42kP*t6*t3P*k*(t2*t2)+8*t42kP*t7*t3P*k*k*t2*t3-t5*t1P*t1*(t4*t4)*t7*t32kP
*k*k*t3-8*t42kP*t2*t3P*t33P*t5*t5-8*t42kP*t1*(t2*t2)*t7*t3P*k*k*t3*t6-4*t42kP*t7*t3P*k
*k*t5*t1*(t2*t2)-8*(t2*t2)*t33P*t7*t3P*t42kP*t5+18*t42kP*t7*t3P*k*t6*(t2*t2)*(t3*t3)+2*t4P
*t6*(t1*t1)*t32kP*k*k*t7*t2+9*t42kP*t6*t6*(t2*t2)*t3P*k*(t3*t3)*(t1*t1)-t42kP*(t2*t2)*t3P*k
*k*(t3*t3)+8*t42kP*t5*t3P*k*k*t1*t3+2*t4P*t5*t1*t4*t32kP*k*k*t7*(t2*t2)+8*t42kP*t1*t7*t7*t3P
*k*t33P+36*t42kP*t5*t1*t3P*k*(t3*t3)*t6+8*t6*t6*t22kP*t4*t3P*k*t33P+8*t42kP*t6*t6*(t2*t2)
*t3P*k*t33P*t1+2*t42kP*(t1*t1)*t7*t3P*k*t5*(t2*t2)-2*t4P*t4*t32kP*k*k*t7*t1*(t2*t2)*t3-2
*t4P*t2*t32kP*k*k*t7*(t1*t1)-4*t42kP*t7*t3P*k*k*t6*(t1*t1)*t3+t4P*t6*t32kP*k*k*t7*t4-4*t42kP
*t5*t5*t3P*k*k*t1*t3-4*t42kP*t3P*k*k*t1*t3-t42kP*t3P*k*k*(t1*t1)*(t3*t3)+t7*t7*t33kP*k*(t2
*t2)*(t4*t4)-24*t42kP*t1*(t2*t2)*t3P*k*t3*t5-16*t2*t34P*t7*t3P*t42kP*t5*t1+4*t42kP*(t2*t2)
*t3P*(t3*t3)*t5*(t1*t1)-t6*t2P*(t1*t1)*t7*t32kP*k*k*t2-16*t33P*t1*t7*t3P*t42kP*t6-2*t42kP
*t2*t3P*k*k*(t1*t1)*(t3*t3)-2*t42kP*t7*t3P*k*k*t5*(t2*t2)*(t3*t3)-16*t2*t34P*t7*t3P*t42kP
*t6*t1+16*t2*(t3*t3)*t3P*t42kP*t6*t1-4*t42kP*t5*t5*t3P*k*k*t2*t3-4*(t2*t2)*t34P*t42kP*t6
*t6*t3P*t1-2*t42kP*t5*t5*t3P*k*k*(t1*t1)*t2*(t3*t3)+t5*t5*t12kP*t3P*k*(t2*t2)+16*t42kP*t1
*t7*t7*t3P*k*t33P*t2-8*t33P*t4*t6*t6*t22kP*t3P*(t1*t1)-2*t34P*(t1*t1)*t3P*t42kP*t6*t6-16
*(t2*t2)*t33P*t7*t3P*t42kP*t5*t1-4*t42kP*t7*t3P*k*k*t5*t1*(t3*t3)+12*t5*t5*t12kP*t2*t3P
*k*t3+4*t42kP*t6*(t1*t1)*t3P*k*k*t3-t5*t1P*t32kP*k*k*t7*(t4*t4)-24*t42kP*t1*t3P*k*t3*t6-4
*t2*(t3*t3)*t7*t7*t3P*t42kP*(t1*t1)-4*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t6+4*t42kP*t1*t7*t3P*k
*t5+t42kP*t6*t6*t3P*k*(t1*t1)+t4P*t7*t7*t32kP*k*k*(t1*t1)*t4-4*t42kP*t6*t1*t3P*k*k*t5*(t2
*t2)*(t3*t3)+9*t42kP*t5*t5*(t1*t1)*t3P*k*(t3*t3)+9*t42kP*t7*t7*t3P*k*(t2*t2)*(t3*t3)+12*t6*t6
*t22kP*t4*t3P*k*t3*(t1*t1)-8*t5*t5*t12kP*t2*t3P*k*k*t3*t4-16*t42kP*t1*t3P*k*t33P*t6+4*t42kP
*t1*t7*t7*t3P*k*t2-2*t42kP*t5*t5*t3P*k*k*(t1*t1)*(t2*t2)*t3+4*t42kP*t7*t3P*k*k*(t2*t2)*t3+4
*t4P*t6*t1*t32kP*k*k*t7*t2*t4-8*t33P*t7*t3P*t42kP*t5+2*t42kP*t1*t7*t7*t3P*k+4*t42kP*t7
*t7*t3P*k*(t2*t2)*t33P+24*t42kP*t5*t1*t3P*k*t3*t6+36*t5*t5*t12kP*t4*t3P*k*t2*(t3*t3)-t42kP
*t6*t6*t3P*k*k*(t3*t3)*(t2*t2)-2*t42kP*t6*(t1*t1)*t3P*k*k*t5*(t2*t2)-t4P*t32kP*k*k*t7*t3+4
*t4P*t5*t1*t4*t32kP*k*k*t7*t2-2*t42kP*t7*t7*t3P*k*k*t3-4*t5*t5*t12kP*(t2*t2)*t34P*t4*t3P-4
*t6*t6*t22kP*(t1*t1)*t3P*k*k*t3*t4-8*t33P*(t1*t1)*t7*t3P*t42kP*t6-2*t42kP*t5*t3P*k*k*t6-2
*t42kP*t5*t5*t3P*k*k*(t1*t1)*t2-t5*t1P*(t2*t2)*t7*t32kP*k*k*t1-8*t2*t34P*t42kP*t6*t6*t3P
*t1-t7*t7*t33kP*(t4*t4)*(t3*t3)-t7*t7*t33kP*(t2*t2)*(t3*t3)-2*t7*t7*t33kP*t1*(t3*t3)-t7*t7*t33kP
*(t1*t1)*(t3*t3)-2*t7*t7*t33kP*t4*(t3*t3)+2*t7*t7*t33kP*k*t3+3*t7*t7*t32kP*(t3*t3)*t4P-2*t7*t7
*t33kP*t2*(t3*t3)+3*t7*t7*t32kP*t33P*t4P-3*t4P*t7*t32kP*(t3*t3)-3*t4P*t7*t32kP*t33P
+12*t6*t6*t22kP*(t4*t4)*t3P*k*t3*t1+4*(t2*t2)*(t3*t3)*t7*t3P*t42kP*(t1*t1)-16*t33P*t1*t3P
*t42kP*t6*t5+t42kP*t5*t5*(t1*t1)*t3P*k+4*t42kP*t6*t3P*k*k*(t3*t3)*t2+4*t6*t6*t22kP*t3P
*k*t33P-16*t42kP*(t2*t2)*t3P*t33P*t5*t6*t1-4*t42kP*t5*t3P*k*t2+2*t42kP*t6*(t1*t1)*t3P
*k*k*(t3*t3)+4*t42kP*t5*t3P*k*k*t2*(t3*t3)+2*t42kP*t7*t3P*k*k*(t1*t1)-18*t42kP*(t1*t1)*t7*t3P
*k*(t3*t3)-2*t5*t5*t12kP*(t2*t2)*t34P*t3P-2*(t3*t3)*t6*t6*t22kP*t3P*(t4*t4)+t4P*t6*(t1*t1)
*t32kP*k*k*t7*t4-4*t5*t5*t12kP*t33P*(t4*t4)*t3P-8*t42kP*t7*t3P*k*t33P-2*t42kP*t6*t6*(t1
*t1)*t3P*k*k*t3-4*t42kP*t6*(t1*t1)*t3P*k*k*t5*(t2*t2)*t3+2*t4P*t7*t7*t32kP*k*k*t1+36*t42kP
*t1*t7*t3P*k*(t3*t3)*t5+18*t42kP*(t1*t1)*t7*t7*t3P*k*(t3*t3)*t2-t5*t1P*(t2*t2)*t32kP*k*k*t7-2
*t6*t2P*t4*t32kP*k*k*t3*t7-8*t42kP*t1*t2*t7*t7*t3P*k*k*t3+4*t5*t5*t12kP*(t2*t2)*t3P*k*t33P-12
*t4P*t3*t4*t6*t2P*k*t7*t3P-2*t7*t3P*(t1*t1)*t2P*k*t4P*t6-2*t5*t5*t3P*(t3*t3)*t42kP+9
*t42kP*t6*t6*t3P*k*(t1*t1)*(t3*t3)+2*t42kP*t1*t3P*k+t6*t6*t22kP*t3P*k-8*t5*t5*t12kP*t2
*t33P*(t4*t4)*t3P+2*t4P*t7*t7*t32kP*k*k*t1*(t2*t2)*t4-t5*t5*t12kP*(t2*t2)*t3P*k*k*(t3*t3)-t6
*t2P*(t1*t1)*t7*t32kP*k*k*t3*(t4*t4)+8*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t1-16*t33P*t4*t6*t6*t22kP
*t3P*t1+2*t4P*t6*(t1*t1)*t32kP*k*k*t7*t2*t4*t3+4*t42kP*t6*t3P*k*k*t3-8*t33P*(t1*t1)*t7*t3P
*t42kP*t5+24*t6*t6*t22kP*t4*t3P*k*t3*t1+2*t42kP*t5*t5*t1*t3P*k+2*t4P*t6*t1*t32kP*k*k*t7
*t4+2*t42kP*t7*t3P*k*k*(t1*t1)*(t3*t3)-t5*t5*t12kP*(t2*t2)*t3P*k*k*(t3*t3)*(t4*t4)+2*t5*t5*t12kP
*(t2*t2)*t4*t3P*k-8*t33P*t7*t3P*t42kP*t6-4*t5*t5*t12kP*t3P*(t3*t3)*t2+4*t42kP*t5*t3P
*k*k*(t2*t2)*t3-18*t42kP*t7*t3P*k*(t2*t2)*(t3*t3)-2*t4P*t4*t5*t1P*k*t1*t7*t3P-2*t34P*(t4
*t4)*t6*t6*t22kP*t3P*(t1*t1)-2*t4P*t5*t1P*k*t7*t3P*(t2*t2)+4*t4P*t2*t5*t1P*k*k*t7*t3P-4
*t42kP*t1*(t2*t2)*t7*t3P*k*k*(t3*t3)*t6-24*t4P*t2*t3*t5*t1P*k*t7*t3P-8*t2*t33P*t3P*t42kP-4
*t4P*t4*t5*t1P*k*t1*t7*t3P*t2-24*t4P*t3*t5*t1P*k*t1*t7*t3P*t2-2*t4P*(t2*t2)*t5*t1P*k
*t1*t7*t3P+t4P*t5*t32kP*k*k*t7*(t1*t1)*t3-36*t42kP*t1*t7*t3P*k*(t3*t3)*(t2*t2)+8*t7*t3P*t4
*t5*t1P*k*k*t1*t4P*t2*t3+4*t7*t3P*t4*t5*t1P*k*k*t1*t4P*t2+4*t4P*(t2*t2)*t5*t1P*k*k*t7*t3P
*t1*t3+4*t4P*(t2*t2)*t5*t1P*k*k*t7*t3P*t4*t3-16*t42kP*(t1*t1)*t2*t3P*k*t33P*t5+8*t42kP
*t1*(t2*t2)*t7*t3P*k*k*t3-4*t6*t2P*t1*t7*t32kP*k*k*t4-4*t42kP*t7*t3P*k*k*t5*(t2*t2)*t3-8*t42kP
*t7*t3P*k*k*t5*t1*t3-18*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*(t2*t2)-4*(t2*t2)*(t3*t3)*t7*t3P*t42kP
*t5*(t1*t1)-2*t5*t1P*t2*t32kP*k*k*t7*(t4*t4)*t3+4*t4P*t6*t1*t32kP*k*k*t7*t2-8*t42kP*t7*t3P
*k*k*t6*t1*t2+2*t42kP*t1*t3P*k*(t2*t2)-2*t42kP*t3P*k*k*(t1*t1)*t3+12*t42kP*t1*t3P*k*t3+2
*t42kP*t7*t3P*k*k*(t3*t3)+8*(t3*t3)*t1*t3P*t42kP*t6+t6*t6*t22kP*(t4*t4)*t3P*k+18*t42kP
*t6*(t2*t2)*t3P*k*(t3*t3)*t5+8*t42kP*t5*t3P*k*k*t1*t2*(t3*t3)-4*(t3*t3)*t6*t6*t22kP*t3P*t1
+4*t42kP*t5*t3P*k*k*t1*(t2*t2)+4*t42kP*(t1*t1)*(t2*t2)*t3P*k*t33P-16*t42kP*t7*t3P*k*t2
*t33P+12*t5*t5*t12kP*t2*t3P*k*t3*(t4*t4)-8*t42kP*(t2*t2)*t3P*t33P*t5*t5*t1-2*(t2*t2)*t34P
*t42kP*t6*t6*t3P-2*t6*t2P*t1*t7*t32kP*k*k*t3*t2*(t4*t4)-2*t42kP*t7*t3P*k*k*t5*(t1*t1)*(t3
*t3)-12*t42kP*t6*(t2*t2)*t3P*k*t3-2*t42kP*t5*t5*t3P*k*k*(t2*t2)*t3-4*t42kP*t6*t3P*k*(t1*t1)
*t2-2*(t2*t2)*(t3*t3)*t7*t7*t3P*t42kP*(t1*t1)-4*t42kP*t7*t3P*k*k*t5*(t1*t1)*t2-2*t5*t5*t12kP
*(t2*t2)*(t4*t4)*t3P*(t3*t3)-4*t42kP*t7*t3P*k*k*t6*t2*(t3*t3)-4*t33P*t3P*t42kP+48*t42kP
*t6*t1*t2*t7*t3P*k*t3-4*t34P*t4*t6*t6*t22kP*t3P*(t1*t1)+8*t42kP*t1*t7*t3P*k*t5*t2+9*t6*t6
*t22kP*(t1*t1)*t3P*k*(t3*t3)-4*t34P*t1*t3P*t42kP*t6*t6+4*t42kP*t1*t7*t3P*k*t5*(t2*t2)+t4P
*t5*(t1*t1)*t4*t32kP*k*k*t7*(t2*t2)*t3-24*t42kP*t1*t7*t3P*k*t3+2*t4P*t2*t4*t7*t7*t32kP*k*k
*t3*(t1*t1)-8*(t2*t2)*t33P*t42kP*t6*t6*t3P*t1+24*t42kP*t5*t5*t1*t3P*k*t3*t2+8*t42kP*t7*t7
*t3P*k*t2*t33P+9*t5*t5*t12kP*(t4*t4)*t3P*k*(t2*t2)*(t3*t3)+18*t42kP*t5*t5*(t1*t1)*t3P*k*(t3
*t3)*t2+4*t42kP*t5*t3P*k*k*t1*(t3*t3)-4*t42kP*t7*t3P*k*k*t5*(t1*t1)*t3-t4P*t4*t32kP*k*k*t7
*(t1*t1)*t3-2*t5*t1P*t32kP*k*k*t7*t4*t3-2*t42kP*t6*t3P*k*(t1*t1)-4*t42kP*t7*t3P*k*k*t5*t1-t6
*t6*t22kP*(t4*t4)*t3P*k*k*(t3*t3)-4*t5*t5*t12kP*t2*t34P*(t4*t4)*t3P+4*(t3*t3)*(t1*t1)*t7*t3P
*t42kP-4*t42kP*(t2*t2)*t3P*t34P*t5*t6+8*t42kP*t6*t6*t2*t3P*k*t33P+18*t42kP*(t1*t1)*t2
*t3P*k*(t3*t3)-4*t6*t2P*t1*t7*t32kP*k*k*t3*t4-8*t34P*t1*t3P*t42kP*t6*t5+8*t42kP*t5*(t1
*t1)*t3P*k*t33P*t6-4*t42kP*t6*(t1*t1)*t3P*k*k*t5*t3-4*t42kP*t5*t5*t3P*k*k*(t1*t1)*t2*t3-4
*(t2*t2)*(t3*t3)*t7*t7*t3P*t42kP*t1-4*t5*t5*t12kP*(t2*t2)*t33P*(t4*t4)*t3P+4*(t2*t2)*(t3*t3)
*t3P*t42kP*t6*(t1*t1)-8*(t2*t2)*t34P*t7*t3P*t42kP*t6*t1+2*t4P*t5*(t1*t1)*t4*t32kP*k*k*t7
*t2+18*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t6*(t2*t2)-4*t4P*t2*t32kP*k*k*t7*t1*t3+2*t42kP*t5*t5
*(t1*t1)*t3P*k*t2+4*t4P*t5*t1*t4*t32kP*k*k*t7*t2*t3-12*t42kP*t6*t3P*k*t3-2*t42kP*(t1*t1)
*t7*t3P*k+2*t42kP*t5*t3P*k*k*(t1*t1)*(t3*t3)-36*t42kP*t1*(t2*t2)*t3P*k*(t3*t3)*t5+8*t2*(t3
*t3)*t7*t3P*t42kP-16*t42kP*t6*t1*t3P*k*k*t5*t2*t3-18*t42kP*t5*t3P*k*(t3*t3)-4*t42kP*t6
*t3P*k*t1-4*(t3*t3)*(t1*t1)*t7*t3P*t42kP*t5+4*t7*t7*t33kP*(t1*t1)*t2*k*t4+24*t42kP*t6*(t2*t2)
*t3P*k*t3*t5*t1+8*t42kP*t7*t3P*k*t5*t33P-16*t42kP*t2*t3P*(t3*t3)*t5*t6*t1-8*(t2*t2)*(t3*t3)
*t7*t3P*t42kP*t6*t1-2*t6*t2P*t1*t7*t32kP*k*k*(t4*t4)-2*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t5*(t1
*t1)+2*t7*t7*t33kP*(t1*t1)*t2*k-8*t42kP*t6*t1*t3P*k*k*t5*t2*(t3*t3)-16*t42kP*(t1*t1)*t7*t3P
*k*t33P*t2-t6*t6*t22kP*t3P*k*k*(t3*t3)-4*t42kP*t6*t1*t3P*k*k*t5*(t2*t2)-12*t42kP*(t1*t1)
*(t2*t2)*t3P*k*t3*t6-2*t42kP*t7*t3P*k+16*t42kP*(t1*t1)*t7*t3P*k*t33P*t5*t2-t42kP*t5*t5
*t3P*k*k*(t1*t1)*(t3*t3)-4*t6*t2P*t1*t7*t32kP*k*k*t3*t2*t4+16*t42kP*t7*t3P*k*t5*t2*t33P+24
*t42kP*t7*t3P*k*t6*t2*t3+4*t42kP*t1*t7*t3P*k*t6-8*t42kP*(t2*t2)*t3P*t33P*t5*t6-8*t42kP
*t7*t3P*k*k*t6*t1*t3+8*t42kP*(t1*t1)*t7*t3P*k*t33P*t6*(t2*t2)+18*t42kP*t6*t3P*k*t5*(t3*t3)
+2*t42kP*(t1*t1)*t3P*k*t2+8*t42kP*t5*t1*t3P*k*t6*t2+4*t5*t5*t12kP*(t4*t4)*t3P*k*(t2*t2)*t33P
+8*t2*t34P*t42kP*t6*t3P*(t1*t1)+2*t42kP*t6*t3P*k*k*(t3*t3)+4*t7*t3P*t1P*k*k*t4P*t5*t3
*t4+2*t7*t3P*t1P*k*k*t4P*t5*t4-4*t4P*t2*t5*t1P*k*t1*t7*t3P+2*t4P*(t2*t2)*t5*t1P*k*k*t7
*t3P*t1+2*t4P*(t2*t2)*t5*t1P*k*k*t7*t3P*t4-8*t42kP*t7*t3P*k*k*t5*t1*t2-4*t2*t34P*t42kP
*t6*t6*t3P-2*t5*t1P*(t2*t2)*t32kP*k*k*t7*t4-2*(t3*t3)*t6*t6*t22kP*t3P+8*t33P*t3P*t42kP
*t7-2*t6*t6*t22kP*(t1*t1)*t3P*k*k*t4-2*t42kP*t6*t6*t1*t3P*k*k*(t2*t2)+9*t42kP*t7*t7*t3P*k
*(t3*t3)-8*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t5*t1-2*t42kP*t7*t3P*k*k*t6*(t2*t2)+8*t42kP*t7*t3P
*k*t6*(t2*t2)*t33P-8*t5*t5*t12kP*t2*t4*t3P*(t3*t3)+2*t4P*t1*(t2*t2)*t7*t7*t32kP*k*k*t3-t6*t2P
*t32kP*k*k*t7*t2-t42kP*t6*t6*t3P*k*k*(t2*t2)-8*t42kP*t5*t3P*k*t33P+24*t5*t5*t12kP*t2*t3P
*k*t3*t4+24*t42kP*t1*t7*t3P*k*t5*(t2*t2)*t3+8*(t2*t2)*t34P*t7*t3P*t42kP*t1+6*t6*t6*t22kP
*(t4*t4)*t3P*k*t3*(t1*t1)-4*t42kP*(t1*t1)*t2*t7*t7*t3P*k*k*t3-t5*t1P*(t2*t2)*t7*t32kP*k*k*t1
*t3-4*t42kP*t6*t3P*k*k*t3*t5-8*t42kP*(t2*t2)*t3P*t34P*t5*t6*t1-2*t34P*(t4*t4)*t6*t6*t22kP
*t3P-16*t5*t5*t1P*t3P*k*t33P*t4P*t1*t2+4*t5*t1P*t1*t2*t3P*k*t4P*t4-16*t4P*t5*t7*t32kP
*k*t3*t1-16*t4P*t5*t7*t32kP*k*t3*t2-8*t6*t2P*t1*t3P*k*k*t3*t4P*t4+4*t6*t2P*(t1*t1)*t3P
*k*k*t3*t4P*t5*t4-2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)*t4P*t4+4*t7*t7*t33kP*k*t2*t3*(t1*t1)*(t4
*t4)+4*t7*t7*t33kP*k*(t2*t2)*t3*(t1*t1)*t4+2*t7*t7*t33kP*k*(t2*t2)*t3*(t1*t1)*(t4*t4)+6*t7*t7*t32kP
*t2*(t3*t3)*t4P+4*t4P*t6*(t2*t2)*t4*t3P*(t3*t3)*t5*t1P*t1+2*t4P*t6*t3P*k*k*t5*t1P*(t3*t3)
*t1+8*t4P*t6*t3P*k*k*t5*t1P*t2*t3*t1+4*t4P*t6*t3P*k*k*t5*t1P*t3*t4*t1+8*t4P*t6*t3P*k
*k*t5*t1P*t2*t3*t4*t1+4*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*t3*t4*t2+4*t4P*t6*t6*t3P*k*k*t2P
*(t1*t1)*t3*t2+4*t4P*t6*t3P*k*k*t5*t1P*t2*t4*t1+4*t4P*t6*t3P*k*k*t5*t1P*t2*(t3*t3)*t1+2*t4P
*t6*t3P*k*k*t5*t1P*(t3*t3)*t4*t1+2*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*t4+4*t4P*t6*t6*t3P*k*k
*t2P*(t1*t1)*t3+4*t4P*t6*t3P*k*k*(t3*t3)*t5*t1P*t2*t4+36*t5*t1P*t4*t3P*k*t4P*t2*(t3*t3)-12
*t7*t32kP*k*t4P*t5*t2*(t3*t3)*t4+12*t7*t32kP*k*t5*t1P*(t2*t2)*(t3*t3)*t4-32*t7*t32kP*k*t4P
*t6*t1*t2*t3*t4-32*t7*t32kP*k*t4P*t5*t1*t2*t3*t4-16*t7*t32kP*k*t4P*t5*(t1*t1)*t2*t3*t4-2*t5*t1P
*(t2*t2)*t3P*k*k*t4P*t1*t4-12*t5*t5*t1P*t4*t3P*k*t4P*t1*(t2*t2)*t3-2*t5*t1P*t1*(t2*t2)*t3P
*k*t4P*t6*t4-6*t7*t32kP*(t3*t3)*t5*t1P*t4-6*t4P*t5*t7*t32kP*k*(t3*t3)+4*t6*t2P*t1*t3P*k
*k*(t3*t3)*t4P*t5*t2*t4+2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)*t4P*t5*t4-8*t6*t2P*t1*t3P*k*k*t3
*t4P+16*t4P*t1*t3P*k*t33P*t5*t1P*t2+8*t4P*t1*t3P*k*t33P*t5*t1P*t4+8*t4P*(t1*t1)*t3P
*k*t33P*t6*t2P+12*t5*t1P*t3P*k*t3*t6*t2P*t2-4*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P*t4-6*t4P
*t7*t32kP*t1*t4*(t3*t3)*(t2*t2)-3*t4P*t7*t32kP*(t1*t1)*t4*(t3*t3)*(t2*t2)+8*t7*t32kP*k*t5*t1P
*(t2*t2)*t3*(t4*t4)*t1+8*t7*t32kP*k*t6*t2P*(t1*t1)*t3*(t4*t4)*t2+6*t7*t32kP*k*t4P*(t3*t3)-8*t4P
*t6*t1*(t2*t2)*t3P*k*t33P*t5*t1P*t4+12*t4P*t1*t3P*k*t3*t5*t1P+12*t4P*t1*t3P*k*t3*t5*t1P
*t4-2*t5*t5*t1P*t1*(t2*t2)*t3P*k*t4P*t4-12*t4P*t5*t7*t32kP*k*(t3*t3)*t1-12*t4P*t5*t7*t32kP
*k*(t3*t3)*t2+2*t4P*t7*t3P*k*k*t5*t1P*(t3*t3)*t4-18*t4P*(t1*t1)*t7*t3P*k*(t3*t3)*t6*t2P-16
*t4P*t1*t7*t3P*k*t33P*t6*t2P-36*t4P*t1*t7*t3P*k*(t3*t3)*t6*t2P*t4-36*t4P*t1*t7*t3P
*k*(t3*t3)*t5*t1P*t2-18*t4P*t1*t7*t3P*k*(t3*t3)*t5*t1P-36*t4P*t1*t7*t3P*k*(t3*t3)*t6*t2P-18
*t5*t1P*t4*t3P*k*t4P*t6*(t3*t3)-18*t5*t5*t1P*t4*t3P*k*t4P*(t3*t3)+2*t6*t2P*(t1*t1)*t3P
*k*k*t4P*t5*t4+4*t6*t2P*t1*t3P*k*k*t4P*t5*t4-8*t6*t2P*(t1*t1)*t3P*k*t33P*t4P*t5*t2-36
*t6*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P*t1-36*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P*t5*t1-8*t4P*t5
*t7*t32kP*k*(t2*t2)*t4*t3-16*t4P*t5*t7*t32kP*k*(t2*t2)*t4*t3*t1-4*t7*t7*t33kP*t4*(t3*t3)*t1+24
*t7*t32kP*k*t5*t1P*t2*(t3*t3)*t4*t1-12*t7*t32kP*k*t4P*t6*(t1*t1)*t2*(t3*t3)-12*t7*t32kP*k*t4P
*t5*(t1*t1)*t2*(t3*t3)+6*t7*t32kP*k*t4P*(t1*t1)*(t2*t2)*(t3*t3)+24*t4P*t1*t3P*k*t6*t2P*t3-12
*t4P*t6*t1*(t2*t2)*t3P*k*t3*t5*t1P*t4-8*t4P*t6*t1*(t2*t2)*t3P*k*t33P*t5*t1P-16*t4P*t6
*t1*t2*t3P*k*t33P*t5*t1P*t4-8*t4P*t6*t6*(t1*t1)*t2*t3P*k*t33P*t2P-2*t5*t1P*(t2*t2)*t3P
*k*k*t4P*t1-8*t5*t1P*t2*t3P*k*k*t4P*t1*t3+12*t6*t2P*t2*t4*t3P*k*t3*t4P*(t1*t1)+12*t6*t2P
*t2*(t4*t4)*t3P*k*t3*t5*t1P*t1-8*t4P*t5*t3P*k*t6*t2P*t33P-8*t5*t5*t1P*(t2*t2)*t3P*k*t33P
*t4P-18*t4P*t6*t6*(t1*t1)*t3P*k*(t3*t3)*t2P+8*t6*t2P*t1*t3P*k*k*t3*t4P*t5*t4-4*t6*t2P
*t1*t3P*k*k*(t3*t3)*t4P*t4+2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)*t4P*t5*t2+4*t6*t2P*(t1*t1)*t3P
*k*k*t3*t4P*t5*t2+4*t6*t2P*t1*t3P*k*k*(t3*t3)*t4P*t5*t2+2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)
*t4P*t5+8*t7*t32kP*k*t5*t1P*(t2*t2)*t3+16*t7*t32kP*k*t4P*t1*(t2*t2)*t3+24*t7*t32kP*k*t6*t2P
*t1*(t3*t3)*t4*t2-12*t7*t32kP*k*t4P*t6*t1*(t2*t2)*(t3*t3)-12*t7*t32kP*k*t4P*t5*t1*(t2*t2)*(t3
*t3)+12*t7*t32kP*k*t6*t2P*t1*(t3*t3)*t2+16*t7*t32kP*k*t5*t1P*(t2*t2)*t3*t4+32*t7*t32kP*k*t6
*t2P*t1*t3*t4*t2-16*t7*t32kP*k*t4P*t6*t1*(t2*t2)*t3-16*t6*t2P*t1*t3P*k*t33P*t4P*t5*t2+12
*t6*t2P*t1*t3P*k*t3*t5*t1P*t2+12*t6*t2P*t1*t3P*k*t3*t5*t1P+18*t6*t2P*t1*t3P*k*(t3*t3)
*t5*t1P+24*t6*t2P*t2*t4*t3P*k*t3*t5*t1P+8*t5*t1P*t7*t32kP*k*t3*(t4*t4)-32*t7*t32kP*k*t4P
*t6*t1*t2*t3-32*t7*t32kP*k*t4P*t5*t1*t2*t3+12*t7*t32kP*k*t4P*t1*(t3*t3)+12*t7*t32kP*k*t4P
*t2*(t3*t3)-12*t7*t32kP*k*t4P*t6*t1*(t2*t2)*(t3*t3)*t4+4*t5*t5*t1P*t2*t3P*k*k*t4P*t1*t4+18
*t4P*(t1*t1)*t3P*k*(t3*t3)*t6*t2P*t4+16*t4P*t1*t3P*k*t33P*t6*t2P*t4+16*t4P*t1*t3P*k
*t33P*t5*t1P*t2*t4-2*t7*t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t4+32*t4P*t7*t32kP*k*t2*t4*t3*t1+18
*t4P*t1*t3P*k*(t3*t3)*t5*t1P*t4+2*t4P*t3P*k*t6*t2P+3*t7*t32kP*(t3*t3)*t4P*t6*(t1*t1)
+6*t5*t1P*t7*t32kP*k*(t3*t3)*(t4*t4)-2*t4P*t6*t3P*k*t5*t1P*(t2*t2)-18*t4P*t6*t3P*k*t5*t1P
*(t3*t3)-8*t4P*t7*t3P*k*t5*t1P*(t2*t2)*t33P-8*t4P*t7*t3P*k*t6*t2P*t33P*t2-2*t5*t1P
*t1*(t4*t4)*t3P*k*k*t6*t2P+16*t7*t32kP*k*t4P*(t1*t1)*t2*t3+16*t7*t32kP*k*t5*t1P*t2*t3*t1
+32*t7*t32kP*k*t5*t1P*t2*t3*t4*t1+12*t4P*(t1*t1)*t3P*k*t6*t2P*t3+24*t4P*t1*t3P*k*t6*t2P
*t3*t4+8*t4P*t1*t3P*k*t33P*t5*t1P*(t2*t2)*t4+8*t4P*(t1*t1)*t3P*k*t33P*t6*t2P*t2-18*t5
*t1P*t4*t3P*k*t4P*t6*(t2*t2)*(t3*t3)-2*t4P*t5*t5*t1*t3P*k*t1P*t4-6*t7*t32kP*t2*t33P*t5
*t1P-12*t7*t32kP*t2*(t3*t3)*t5*t1P*t4+16*t42kP*t2*t3P*t33P*t5*(t1*t1)-4*t6*t2P*t2*(t4*t4)
*t3P*k*k*t5*t1P*t3+8*t5*t1P*t4*t3P*k*t4P*t33P-8*t5*t5*t1P*t4*t3P*k*t4P*t1*(t2*t2)*t33P
+8*t5*t1P*t4*t3P*k*t4P*(t2*t2)*t33P+16*t5*t1P*t4*t3P*k*t4P*t2*t33P-8*t5*t1P*t4*t3P
*k*t4P*t6*t33P-8*t5*t5*t1P*t4*t3P*k*t4P*t33P-12*t6*t6*t2P*t2*t4*t3P*k*t3*t4P-12*t6
*t2P*t2*t4*t3P*k*t3*t4P*t5+6*t4P*t6*t7*t32kP*t1*(t2*t2)*t4*(t3*t3)+3*t4P*t6*t7*t32kP*(t1
*t1)*(t2*t2)*t4*(t3*t3)-2*t4P*t3P*k*k*t6*t2P*(t1*t1)+2*t4P*t5*t5*t3P*k*k*(t3*t3)*t1P*t1+4
*t4P*t5*t5*t3P*k*k*t3*t1P*t4*t1-18*t4P*t6*t1*(t2*t2)*t3P*k*(t3*t3)*t5*t1P-36*t4P*t6*t1
*t2*t3P*k*(t3*t3)*t5*t1P*t4+6*t4P*t6*t7*t32kP*(t1*t1)*t2*t4*(t3*t3)-18*t4P*t6*t6*(t1*t1)*t2
*t3P*k*(t3*t3)*t2P-4*t4P*t2*t4*t3P*k*k*t3*t6*t2P*(t1*t1)+8*t6*t2P*t1*t3P*k*t33P*t5*t1P
*t2-8*t6*t2P*(t1*t1)*t3P*k*t33P*t4P*t5+8*t4P*t3P*k*t6*t2P*t33P*t2-2*t4P*t3P*k*k*t5
*t1P*t1-4*t4P*t3P*k*k*t5*t1P*t3*t1+16*t7*t7*t33kP*k*t2*t3*t1*t4+8*t7*t7*t33kP*k*(t2*t2)*t3
*t1*t4-8*t6*t2P*t2*t4*t3P*k*t33P*t4P*t5*(t1*t1)+12*t7*t32kP*k*t5*t1P*(t2*t2)*(t3*t3)*t4*t1
+6*t7*t32kP*k*t5*t1P*(t2*t2)*(t3*t3)*t1+8*t7*t32kP*k*t5*t1P*(t2*t2)*t3*t1+8*t7*t32kP*k*t4P
*(t1*t1)*(t2*t2)*t3-2*t6*t2P*t2*(t4*t4)*t3P*k*k*t5*t1P*(t3*t3)-2*t4P*t6*t3P*k*t5*t1P*t4*t1-12
*t4P*t6*t3P*k*t5*t1P*t3*t1+4*t7*t32kP*k*t5*t1P*t2*(t4*t4)-4*t7*t32kP*k*t4P*t5*t1*t4+4*t7
*t32kP*k*t6*t2P*t1*(t4*t4)-2*t6*t2P*t1*t3P*k*k*(t3*t3)*t5*t1P*(t4*t4)+6*t7*t32kP*t1*t33P
*t4P*t6+24*t4P*t1*t3P*k*t6*t2P*t3*t2+8*t7*t7*t33kP*k*t2*(t4*t4)*t3*t1+4*t7*t7*t33kP*k*(t2
*t2)*(t4*t4)*t3*t1+6*t7*t7*t32kP*t1*t33P*t4P*(t2*t2)+6*t7*t7*t32kP*t1*t33P*t4P-18*t4P*t6
*t6*t2*t3P*k*t2P*(t3*t3)-24*t7*t32kP*k*t4P*t6*t1*t2*(t3*t3)-24*t7*t32kP*k*t4P*t5*t1*t2*(t3
*t3)-16*t7*t32kP*k*t4P*t5*t2*t3*t4-18*t6*t2P*t4*t3P*k*(t3*t3)*t4P*t5*(t1*t1)+24*t6*t2P*t2
*t4*t3P*k*t3*t5*t1P*t1+18*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P*(t1*t1)-8*t2*(t3*t3)*t3P*t4P*t5
*t1P*t4*t1-4*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P*t1-16*t5*t5*t1P*t4*t3P*k*t4P*t1*t2*t33P-16
*t5*t5*t1P*t4*t3P*k*t4P*t2*t33P-8*t5*t5*t1P*t4*t3P*k*t4P*t1*t33P+12*t5*t1P*(t4*t4)
*t3P*k*t6*t2P*t1*t3+18*t5*t1P*t4*t3P*k*t4P*(t3*t3)-24*t5*t5*t1P*t4*t3P*k*t4P*t1*t2*t3
+36*t5*t1P*t4*t3P*k*t6*t2P*(t3*t3)-16*t4P*t6*t7*t32kP*k*(t1*t1)*t2*t4*t3+18*t6*t2P*t1*t3P
*k*(t3*t3)*t5*t1P*t2-2*t4P*t6*t3P*k*t5*t1P*(t2*t2)*t4-2*t5*t1P*t2*t3P*k*k*t6*t2P*t1-2*t6
*t2P*t1*t3P*k*k*t5*t1P-2*t4P*t3P*k*k*t6*t2P*(t1*t1)*t4*t2-16*t4P*t6*t6*t1*t3P*k*t33P
*t2P-36*t4P*t6*t6*t1*t3P*k*(t3*t3)*t2P*t4-36*t4P*t6*t6*t1*t3P*k*(t3*t3)*t2P-4*t5*t1P
*t1*t4*t3P*k*k*t6*t2P-4*t5*t1P*t1*t4*t3P*k*k*t4P*t3-8*t4P*t7*t7*t32kP*k*(t2*t2)*t4*t3*(t1
*t1)-6*t4P*t7*t7*t32kP*k*(t2*t2)*t4*(t3*t3)*(t1*t1)+3*t7*t32kP*(t1*t1)*t33P*t4P*t6*(t2*t2)
+4*t7*t7*t33kP*k*t1*t3+6*t7*t32kP*t1*t33P*t4P*t5+6*t7*t32kP*t1*t33P*t4P*t5*(t2*t2)-3*t7
*t32kP*(t1*t1)*t33P*t6*t2P-3*t7*t32kP*t1*t33P*t5*t1P+2*t4P*t7*t3P*k*k*t6*t2P*(t3*t3)
*t4-4*t6*t2P*t4*t3P*k*t4P*t5*t1*t2-2*t4P*t5*(t1*t1)*t3P*k*t6*t2P*t2-12*t7*t32kP*t1*t33P
*t6*t2P*t4-6*t7*t32kP*t1*t33P*t5*t1P*t2+8*t6*t6*t2P*t2*t33P*t3P*t4P-8*t6*t2P*t2*t33P
*t3P*t5*t1P-4*t6*t2P*t2*t34P*t3P*t4P-3*t7*t32kP*(t3*t3)*t5*t1P*(t4*t4)-6*t7*t32kP*(t1
*t1)*t33P*t4P*t2-6*t7*t32kP*t1*t33P*t5*t1P*t4-3*t7*t32kP*(t3*t3)*t6*t2P*(t4*t4)-6*t7*t32kP
*t1*t33P*t6*t2P+12*t7*t32kP*t1*t33P*t4P*t6*t2-18*t5*t5*t1P*(t2*t2)*t3P*k*(t3*t3)*t4P
+6*t7*t32kP*t1*t33P*t4P*t6*(t2*t2)-6*t7*t32kP*t1*t33P*t6*t2P*t2-12*t5*t5*t1P*(t2*t2)*t3P
*k*t3*t4P-36*t5*t5*t1P*t2*t3P*k*(t3*t3)*t4P+24*t5*t1P*t2*t3P*k*t3*t4P-3*t7*t32kP*(t1
*t1)*t33P*t4P*(t2*t2)-12*t7*t32kP*t1*t33P*t4P*t2+3*t7*t32kP*(t1*t1)*t33P*t4P*t5*(t2*t2)-3
*t7*t32kP*(t1*t1)*t33P*t4P-6*t7*t32kP*t33P*t5*t1P*t4+2*t7*t7*t33kP*k*(t2*t2)*t3*(t4*t4)-3
*t7*t32kP*t1*t33P*t5*t1P*(t2*t2)+3*t7*t7*t32kP*(t1*t1)*t33P*t4P+12*t7*t7*t32kP*t1*t33P
*t4P*t2-12*t7*t32kP*t1*t33P*t4P*t2*t4-3*t7*t32kP*(t1*t1)*t33P*t4P*t4-8*t5*t5*t1P*t4*t3P
*k*t4P*(t2*t2)*t33P-2*t4P*t6*t6*t3P*k*t2P*(t1*t1)*t2-2*t4P*t6*t3P*k*t5*t1P*t1-2*t4P
*t6*t6*t3P*k*t2P*(t1*t1)+4*t4P*t6*t3P*k*k*t5*t1P*(t2*t2)*t3*t1+2*t4P*t6*t6*t3P*k*k*t2P
*(t1*t1)*(t3*t3)+2*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*(t3*t3)*t4*t2+2*t4P*t6*t6*t3P*k*k*t2P*(t1
*t1)*(t3*t3)*t2+2*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*t4*t2+4*t4P*t6*t3P*k*k*t5*t1P*(t2*t2)*t3
*t4*t1+4*(t3*t3)*(t1*t1)*t7*t3P*t4P*t6*t2P+8*(t3*t3)*t1*t7*t3P*t4P*t6*t2P*t4-2*t5*t1P*t1
*t4*t3P*k*k*t4P+8*t6*t2P*t1*t3P*k*k*t3*t4P*t5+18*t4P*t3P*k*t6*t2P*(t3*t3)*t4-12*t4P
*t6*t6*t2*t3P*k*t2P*t3+8*t5*t1P*t7*t32kP*k*(t2*t2)*(t4*t4)*t3+8*t4P*t7*t32kP*k*(t1*t1)*t3
+4*t4P*(t2*t2)*t3P*(t3*t3)*t5*t5*t1P*t4-2*t6*t2P*t3P*k*k*t5*t1P*(t3*t3)-t42kP*(t2*t2)*t3P
*k*k-4*t42kP*t7*t3P*k*k*t6*(t1*t1)*t2-16*t42kP*t1*t2*t7*t3P*k*k*t3*t5+9*t42kP*(t1*t1)*t7*t7
*t3P*k*(t3*t3)*(t2*t2)-8*t42kP*t6*t3P*k*t33P-12*t42kP*t7*t3P*k*t3-4*t42kP*t6*t6*t1*t3P
*k*k*t2*(t3*t3)+2*t4P*t7*t7*t32kP*k*k*(t1*t1)*t2+16*t42kP*t6*t2*t3P*k*t33P*t5+12*t6*t6*t22kP
*t1*t3P*k*t3+8*t42kP*(t2*t2)*t3P*t34P*t5*t1+48*t42kP*t1*t7*t3P*k*t5*t2*t3-t4P*t4*t32kP
*k*k*t7*(t1*t1)*(t2*t2)*t3-2*(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)-18*t42kP*t5*(t1*t1)*t3P*k*(t3*t3)-4
*t5*t3P*(t3*t3)*t42kP*t6-2*t34P*t42kP*t6*t6*t3P-8*t2*t33P*t7*t7*t3P*t42kP*(t1*t1)+12
*t42kP*t6*(t2*t2)*t3P*k*t3*t5-2*t5*t1P*t32kP*k*k*t7*t4-t5*t1P*(t2*t2)*t32kP*k*k*t7*(t4*t4)
*t3-2*(t3*t3)*(t1*t1)*t3P*t42kP*t6*t6*(t2*t2)-t42kP*t5*t5*t3P*k*k*(t3*t3)-4*t42kP*t5*(t1*t1)
*t3P*k*t2-4*t34P*t4*t6*t6*t22kP*t3P+24*t42kP*t6*(t1*t1)*t2*t7*t3P*k*t3+18*t6*t6*t22kP*t4
*t3P*k*(t3*t3)-8*(t3*t3)*t6*t6*t22kP*t3P*t1*t4+4*t42kP*t6*t3P*k*k*t3*(t2*t2)+12*t5*t5*t12kP
*(t2*t2)*t3P*k*t3*t4-36*t42kP*t1*t3P*k*(t3*t3)*t6-4*(t2*t2)*t33P*t3P*t42kP+16*(t2*t2)*t33P
*t7*t3P*t42kP*t1-2*t5*t1P*t2*t32kP*k*k*t7-8*t2*t33P*t42kP*t6*t6*t3P+18*t42kP*(t1*t1)
*t7*t3P*k*(t3*t3)*t6-2*t34P*t3P*t42kP-4*t5*t5*t12kP*t2*t3P*k*k*t3-24*t42kP*t7*t3P*k*t2
*t3+4*t7*t7*t33kP*t1*t2*k*(t4*t4)-8*t42kP*t6*(t2*t2)*t3P*k*t33P-2*t42kP*t2*t3P*k*k*(t1*t1)
+4*t42kP*t6*(t1*t1)*t3P*k*k*(t2*t2)*t3+2*t4P*t5*(t1*t1)*t4*t32kP*k*k*t7*t2*t3+2*t5*t5*t12kP
*t3P*k*t4-2*t42kP*t6*t6*t3P*k*k*t3-2*t5*t5*t3P*t34P*t42kP+4*t42kP*t6*t6*t3P*k*(t1*t1)
*t33P+2*t4P*t5*t32kP*k*k*t7*t1*(t2*t2)+t4P*t7*t7*t32kP*k*k*t4+t4P*t7*t7*t32kP*k*k*t3+t4P
*t6*(t1*t1)*t32kP*k*k*t7*t3+4*t4P*t5*t32kP*k*k*t7*t1*t2*t3-2*t5*t5*t12kP*t3P*k*k*(t3*t3)*t4
+2*t42kP*t5*t3P*k*k*(t1*t1)-12*t42kP*(t1*t1)*t7*t3P*k*(t2*t2)*t3-8*t2*(t3*t3)*t7*t3P*t42kP
*t6*(t1*t1)-2*t4P*t32kP*k*k*t7*t1+4*t42kP*t5*t3P*k*k*(t1*t1)*t3-2*t42kP*t5*t3P*k-2*(t3*t3)
*t3P*t42kP*(t1*t1)-4*(t3*t3)*t3P*t42kP*t1-2*t5*t5*t12kP*t3P*(t3*t3)+8*t42kP*t5*t3P*k
*k*t1*t2-2*t4P*t4*t32kP*k*k*t7*t1*t3-t6*t2P*t2*(t4*t4)*t32kP*k*k*t7+2*t4P*t6*t1*t32kP*k*k
*t7*(t2*t2)*t4*t3+32*t42kP*t1*t7*t3P*k*t33P*t5*t2-4*(t2*t2)*t33P*t3P*t42kP*(t1*t1)+2*t42kP
*t5*(t1*t1)*t3P*k*t6-4*t33P*(t4*t4)*t6*t6*t22kP*t3P+8*t34P*t3P*t42kP*t5*t1+36*t42kP*t1
*t2*t3P*k*(t3*t3)+12*t42kP*t5*t5*t1*t3P*k*t3*(t2*t2)+t4P*t5*t32kP*k*k*t7*(t2*t2)*t3+t4P*t5
*t32kP*k*k*t7-2*t34P*(t1*t1)*t7*t7*t3P*t42kP-8*(t3*t3)*t1*t3P*t42kP*t6*t5-16*t2*t33P*t7
*t3P*t42kP*t5+4*t42kP*t7*t7*t3P*k*t33P-t5*t5*t12kP*t3P*k*k*(t3*t3)-4*t42kP*t6*t3P*k
*t1*(t2*t2)-8*t2*t34P*t7*t3P*t42kP*t5*(t1*t1)+9*t42kP*t6*t6*(t2*t2)*t3P*k*(t3*t3)-t42kP*t7
*t7*t3P*k*k*(t1*t1)+2*t4P*t6*t1*t32kP*k*k*t7*(t2*t2)*t3-4*t42kP*t2*t3P*(t3*t3)*t5*t5+2*t4P
*t5*t2*t4*t32kP*k*k*t7+t4P*t5*t32kP*k*k*t7*(t1*t1)*(t2*t2)-t4P*(t2*t2)*t32kP*k*k*t7*(t1*t1)-8
*t2*t34P*t3P*t42kP*t1-2*t4P*t4*t32kP*k*k*t7*(t1*t1)*t2+18*t6*t6*t22kP*t4*t3P*k*(t3*t3)
*(t1*t1)+t7*t7*t33kP*k*(t1*t1)-4*t2*(t3*t3)*t3P*t42kP-8*t5*t5*t12kP*t2*t33P*t3P-t42kP*t7
*t7*t3P*k*k*(t3*t3)+t4P*t6*t32kP*k*k*t3*t7-8*t5*t5*t12kP*(t2*t2)*t33P*t4*t3P+8*t42kP*t6
*t1*t3P*k*k*t2*(t3*t3)-2*t34P*t6*t6*t22kP*t3P*(t1*t1)-4*t42kP*t1*t7*t3P*k+16*t42kP*t1*t7
*t3P*k*t33P*t6*(t2*t2)-4*t2*t34P*t42kP*t6*t6*t3P*(t1*t1)+4*t34P*t3P*t42kP*t7+12*t42kP
*t7*t3P*k*t5*t3-2*t42kP*(t1*t1)*(t2*t2)*t7*t7*t3P*k*k*t3-2*t6*t2P*(t1*t1)*t7*t32kP*k*k*t3*t2
*t4-8*t2*(t3*t3)*t7*t7*t3P*t42kP*t1+4*t42kP*(t2*t2)*t3P*t34P*t5+72*t42kP*t1*t7*t3P*k*(t3
*t3)*t6*t2+4*t42kP*(t1*t1)*(t2*t2)*t7*t3P*k*k*t3-t6*t2P*t32kP*k*k*t7*t3+4*t34P*t3P*t42kP
*t5-t6*t6*t22kP*t3P*k*k+t42kP*t3P*k*(t2*t2)+12*t42kP*t6*(t1*t1)*(t2*t2)*t7*t3P*k*t3-4*t5
*t5*t3P*(t3*t3)*t42kP*t1-t6*t2P*t32kP*k*k*t7*(t4*t4)-2*t4P*t2*t32kP*k*k*t7-36*t42kP*(t1
*t1)*t2*t3P*k*(t3*t3)*t5-72*t42kP*t1*t2*t3P*k*(t3*t3)*t6-8*t42kP*t7*t3P*k*k*t6*t2*t3+4*t42kP
*t6*t1*t3P*k*k*(t2*t2)*(t3*t3)+18*t42kP*t2*t3P*k*(t3*t3)-4*t5*t5*t12kP*(t2*t2)*t4*t3P*(t3*t3)
+32*t42kP*t2*t3P*t33P*t5*t1+8*t42kP*t5*t5*(t1*t1)*t3P*k*t33P*t2+8*t2*t34P*t42kP*t6*t3P-2
*t42kP*t7*t3P*k*(t2*t2)+t5*t5*t12kP*(t2*t2)*(t4*t4)*t3P*k+2*t7*t3P*t1P*k*k*t4P*t5-2*t42kP
*(t2*t2)*t3P*k*k*(t1*t1)*t3-8*t42kP*t2*t3P*t34P*t5*t6*(t1*t1)-2*t5*t1P*t2*t7*t32kP*k*k*t1
*t3-t5*t1P*(t2*t2)*t7*t32kP*k*k*t1*(t4*t4)+8*t42kP*t1*t2*t7*t3P*k*k*(t3*t3)-8*t34P*t1*t7*t3P
*t42kP*t6+2*t42kP*t7*t3P*k*k*(t2*t2)-4*t34P*(t1*t1)*t3P*t42kP*t6*t5+4*t42kP*t5*t5*t3P
*k*(t2*t2)*t33P+t42kP*(t1*t1)*t7*t7*t3P*k-4*t34P*t1*t7*t7*t3P*t42kP+8*t33P*(t1*t1)*t7*t3P
*t42kP-8*t33P*(t1*t1)*t3P*t42kP*t6*t5+t4P*t7*t7*t32kP*k*k*(t1*t1)*t4*t3-8*t42kP*(t1*t1)
*t7*t3P*k*t33P+t4P*t5*(t1*t1)*t4*t32kP*k*k*t7*(t2*t2)+6*t42kP*t6*t6*(t2*t2)*t3P*k*t3*(t1
*t1)-4*t42kP*t5*t1*t3P*k+8*t42kP*t1*t7*t3P*k*t6*t2+4*t42kP*t7*t3P*k*t5*t2+4*t42kP*t7*t3P
*k*k*(t1*t1)*t3+t42kP*t5*t5*t3P*k-4*t42kP*t7*t3P*k*k*t6*t2-2*t5*t1P*(t2*t2)*t32kP*k*k*t7
*t4*t3-8*(t2*t2)*t33P*t3P*t42kP*t1-2*t42kP*(t1*t1)*(t2*t2)*t7*t3P*k*k*(t3*t3)*t5-12*t42kP
*(t1*t1)*(t2*t2)*t3P*k*t3*t5-2*t5*t5*t12kP*t2*t3P*k*k+6*t42kP*t5*t5*(t1*t1)*t3P*k*t3*(t2*t2)-2
*t6*t6*t22kP*t3P*k*k*t3-2*t42kP*t6*t6*(t1*t1)*t3P*k*k*(t2*t2)*t3-4*t2*t34P*t7*t7*t3P*t42kP
*(t1*t1)-8*t2*t34P*t7*t3P*t42kP*t6*(t1*t1)-12*t42kP*t5*(t1*t1)*t3P*k*t3+12*t42kP*(t1*t1)
*t7*t7*t3P*k*t2*t3-2*(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)*(t4*t4)-2*(t3*t3)*(t1*t1)*t3P*t42kP*t6
*t6+24*t42kP*t6*t1*(t2*t2)*t7*t3P*k*t3-t4P*t32kP*k*k*t7*(t1*t1)+t4P*t7*t7*t32kP*k*k*(t2*t2)
+16*t2*t33P*t7*t3P*t42kP+2*t42kP*t7*t3P*k*t5-4*t42kP*t6*t6*t1*t3P*k*k*(t2*t2)*t3+36*t42kP
*t6*t2*t3P*k*(t3*t3)*t5-2*t5*t1P*t2*t32kP*k*k*t7*(t4*t4)+8*t42kP*t7*t3P*k*k*t1*t2+2*t42kP
*t6*t6*t3P*k*t1-4*t42kP*t7*t3P*k*k*t5*t2*(t3*t3)+8*t42kP*t6*t3P*k*k*t3*t2-4*(t3*t3)*t7*t3P
*t42kP*t6-2*(t2*t2)*(t3*t3)*t42kP*t6*t6*t3P-18*t42kP*(t2*t2)*t3P*k*(t3*t3)*t5-2*t6*t2P*t1
*t7*t32kP*k*k*t3+4*t42kP*(t2*t2)*t3P*(t3*t3)*t5-16*t42kP*t2*t3P*t33P*t5*t6*(t1*t1)+16*t2
*t33P*t7*t3P*t42kP*(t1*t1)+36*t42kP*t1*t7*t7*t3P*k*(t3*t3)*t2-t42kP*t3P*k*k*(t1*t1)+4*(t3
*t3)*t3P*t42kP*t6+t42kP*t6*t6*t3P*k*(t1*t1)*(t2*t2)+2*t7*t7*t33kP*k*t4+t4P*t6*(t1*t1)*t32kP
*k*k*t7*(t2*t2)*t3+18*t42kP*t1*t7*t7*t3P*k*(t3*t3)-4*(t3*t3)*(t1*t1)*t3P*t42kP*t6*t6*t2-2*t6
*t6*t22kP*(t1*t1)*t3P*k*k*t3+2*t4P*t7*t7*t32kP*k*k*t1*t4-t5*t1P*(t2*t2)*t32kP*k*k*t7*(t4
*t4)+2*t4P*t2*t4*t7*t7*t32kP*k*k*t3+8*t42kP*(t1*t1)*t2*t3P*k*t33P-4*(t3*t3)*t1*t3P*t42kP
*t6*t6*(t2*t2)+18*t42kP*t6*t6*t3P*k*t1*(t3*t3)+36*t42kP*t5*t5*t1*t3P*k*(t3*t3)*t2+4*t42kP*t6
*t6*t3P*k*t33P+16*t42kP*t2*t3P*t33P*t5+6*t42kP*t6*t6*t3P*k*(t1*t1)*t3-2*t5*t1P*t2*t7
*t32kP*k*k*t1*(t4*t4)*t3-4*(t3*t3)*t1*t7*t7*t3P*t42kP-24*t42kP*t5*t1*t3P*k*t3+32*t42kP*t1
*t7*t3P*k*t33P*t6*t2+8*t42kP*t7*t3P*k*t5*(t2*t2)*t33P+t4P*t6*t32kP*k*k*t3*t7*(t2*t2)*t4-8
*t2*(t3*t3)*t7*t3P*t42kP*t6-2*t42kP*t6*(t1*t1)*t3P*k*k*t5*(t2*t2)*(t3*t3)+t7*t7*t33kP*(t1*t1)
*(t2*t2)*k-2*t42kP*(t1*t1)*t7*t3P*k*(t2*t2)+4*t42kP*t5*t3P*k*k*t2-18*t42kP*(t1*t1)*(t2*t2)
*t3P*k*(t3*t3)*t5+8*t42kP*t1*t3P*k*t33P-t5*t5*t12kP*(t2*t2)*t3P*k*k-2*t6*t6*t22kP*t4*t3P
*k*k*(t3*t3)-2*t42kP*(t1*t1)*t2*t7*t7*t3P*k*k*(t3*t3)+12*t42kP*t7*t3P*k*t6*(t2*t2)*t3-t42kP
*t5*t5*t3P*k*k*(t1*t1)*(t2*t2)*(t3*t3)+4*t4P*t1*t2*t7*t7*t32kP*k*k*t3+16*t42kP*t2*t3P*t34P
*t5*t1+24*t42kP*t6*t6*t2*t3P*k*t3*t1-4*t2*(t3*t3)*t3P*t42kP*(t1*t1)-2*t42kP*t7*t7*t3P*k*k
*t2*(t3*t3)-2*t6*t2P*t2*t4*t32kP*k*k*t7*t3+8*t42kP*(t1*t1)*t7*t7*t3P*k*t33P*t2-2*t42kP*t6
*t3P*k*(t1*t1)*(t2*t2)+4*t42kP*t5*t3P*k*k*t3-2*t42kP*t7*t3P*k*k*t5*(t2*t2)-2*t6*t2P*t32kP
*k*k*t7*t4-t4P*t4*t32kP*k*k*t7*(t2*t2)+t7*t7*t33kP*k-8*t42kP*t7*t3P*k*(t2*t2)*t33P-2*t4P
*(t2*t2)*t32kP*k*k*t7*t1+8*t6*t6*t22kP*(t4*t4)*t3P*k*t33P*t1+4*t42kP*t1*(t2*t2)*t7*t3P*k
*k*(t3*t3)-t6*t6*t22kP*(t1*t1)*t3P*k*k-t5*t1P*t7*t32kP*k*k*t1-2*t5*t5*t12kP*t3P*(t3*t3)*(t2
*t2)-8*t2*t34P*t7*t3P*t42kP*t5-4*(t3*t3)*t1*t3P*t42kP*t6*t6-4*(t2*t2)*t34P*t3P*t42kP
*t1-4*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t5-2*t6*t6*t22kP*t1*t3P*k*k*(t3*t3)+24*t42kP*t1*t7*t7*t3P
*k*t2*t3-2*t42kP*t7*t3P*k*k*t5-16*t2*t33P*t42kP*t6*t6*t3P*t1+8*t7*t7*t33kP*t1*t2*k*t4-16
*t42kP*t2*t3P*t34P*t5*t6*t1-4*(t3*t3)*t7*t3P*t42kP*t5-2*t42kP*t7*t3P*k*k*t5*(t1*t1)-8*t42kP
*(t1*t1)*t3P*k*t33P*t6-t42kP*t6*t6*(t1*t1)*t3P*k*k*(t2*t2)+6*t6*t6*t22kP*(t4*t4)*t3P*k*t3-t42kP
*(t2*t2)*t3P*k*k*(t1*t1)*(t3*t3)+4*t42kP*(t1*t1)*t3P*k*t33P+12*t42kP*t6*t6*t2*t3P*k*t3-4
*t42kP*t7*t7*t3P*k*k*t2*t3-2*t6*t2P*t2*t4*t32kP*k*k*t7-4*(t2*t2)*t34P*t7*t3P*t42kP*t5-4
*t42kP*(t1*t1)*(t2*t2)*t7*t3P*k*k*t3*t5+2*t4P*t7*t7*t32kP*k*k*t2*t3-8*t42kP*t6*t6*t1*t3P
*k*k*t2*t3-24*t42kP*t1*t7*t3P*k*(t2*t2)*t3+2*t42kP*t7*t3P*k*t6+36*t42kP*t6*t6*t2*t3P*k*(t3
*t3)*t1-8*t5*t3P*t33P*t42kP*t6+36*t42kP*t1*t7*t3P*k*(t3*t3)*t6*(t2*t2)+2*t5*t5*t12kP*t3P
*k*t2+8*t42kP*(t1*t1)*t7*t3P*k*t33P*t5-4*t34P*t3P*t42kP*t1+8*t34P*t3P*t42kP*t6*t1-2
*(t3*t3)*t3P*t42kP-t6*t2P*t2*(t4*t4)*t32kP*k*k*t7*t3+4*t42kP*t6*t1*t3P*k*k-4*t42kP*t7*t7
*t3P*k*k*t1*t3+8*t42kP*t5*t3P*k*k*t2*t3-4*t42kP*t7*t3P*k*k*t5*t3-4*(t2*t2)*t33P*t7*t7*t3P
*t42kP+2*t4P*t6*t32kP*k*k*t7*t2*t4+9*t42kP*(t1*t1)*t3P*k*(t3*t3)+6*t42kP*(t1*t1)*t3P*k
*t3+4*t7*t7*t33kP*t1*(t2*t2)*k*t4+18*t42kP*t6*(t2*t2)*t3P*k*(t3*t3)*t5*(t1*t1)-8*t42kP*t2*t3P
*t34P*t5*t6-2*t42kP*(t2*t2)*t3P*k*k*t1*(t3*t3)-2*t42kP*t6*(t1*t1)*t3P*k*k*t5*(t3*t3)+t4P
*t6*(t1*t1)*t32kP*k*k*t7*(t2*t2)+2*t42kP*t6*t6*t3P*k*(t1*t1)*t2-t5*t5*t12kP*(t2*t2)*t3P*k*k
*(t4*t4)-2*t5*t5*t12kP*(t2*t2)*t3P*k*k*(t3*t3)*t4+4*t34P*t3P*t42kP*t6-4*t33P*t42kP*t6*t6
*t3P-t42kP*t6*t6*t3P*k*k+16*t42kP*t5*t5*t1*t3P*k*t33P*t2+2*t7*t7*t33kP*k*t2*(t4*t4)-4*t2
*(t3*t3)*t42kP*t6*t6*t3P-2*t42kP*t6*t6*t3P*k*k*(t3*t3)*t2-2*t42kP*t7*t3P*k*k*t6*(t1*t1)*(t3
*t3)+12*t42kP*t5*t5*t1*t3P*k*t3+8*(t2*t2)*(t3*t3)*t3P*t42kP*t6*t1-4*t42kP*(t2*t2)*t3P*(t3
*t3)*t5*t6-8*t42kP*(t1*t1)*(t2*t2)*t3P*k*t33P*t6-24*t42kP*(t1*t1)*t2*t3P*k*t3*t5+16*t42kP
*t6*(t2*t2)*t3P*k*t33P*t5*t1+18*t5*t5*t12kP*(t4*t4)*t3P*k*t2*(t3*t3)-t42kP*t3P*k*k-8*t34P
*t4*t6*t6*t22kP*t3P*t1-4*(t3*t3)*(t1*t1)*t7*t3P*t42kP*t6+8*t2*t34P*t7*t3P*t42kP-t6*t2P
*t32kP*k*k*t7+9*t42kP*t6*t6*t3P*k*(t3*t3)+8*(t3*t3)*t1*t7*t3P*t42kP+16*t42kP*t1*t7*t3P
*k*t33P*t6+4*t42kP*(t1*t1)*t7*t3P*k*t6*t2-2*t5*t5*t12kP*(t2*t2)*t3P*k*k*t4+2*t4P*t5*t32kP
*k*k*t7*t2*t3-4*t42kP*(t2*t2)*t3P*t33P*t5*t5-8*t42kP*t1*t7*t3P*k*t2+4*t42kP*t5*t3P*k*k
*(t1*t1)*t2-2*t42kP*t7*t7*t3P*k*k*t1*(t2*t2)-2*t42kP*(t2*t2)*t3P*k*k*t3-t42kP*t5*t5*t3P*k
*k*(t2*t2)*(t3*t3)-2*t6*t2P*(t1*t1)*t7*t32kP*k*k*t4+16*(t2*t2)*t33P*t42kP*t6*t3P*t1-2*t6*t2P
*(t1*t1)*t7*t32kP*k*k*t3*t4-t5*t1P*t1*t7*t32kP*k*k*t3-2*t5*t1P*t1*t4*t7*t32kP*k*k+16*t42kP
*t5*t1*t3P*k*t33P*t6+2*t42kP*(t1*t1)*t7*t7*t3P*k*t2-4*t42kP*(t2*t2)*t3P*t34P*t5*t6*(t1
*t1)+8*t42kP*(t1*t1)*t7*t3P*k*t33P*t6+2*t4P*t5*t1*t4*t32kP*k*k*t7*t3+18*t42kP*t7*t3P*k
*t5*(t3*t3)-2*t6*t2P*t1*t7*t32kP*k*k*t3*t2-2*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t5+9*t6*t6*t22kP
*(t4*t4)*t3P*k*(t3*t3)-4*t42kP*t1*(t2*t2)*t7*t7*t3P*k*k*t3+2*t42kP*t7*t3P*k*t6*(t2*t2)-4*t42kP
*(t2*t2)*t3P*t33P*t5*t5*(t1*t1)-2*t42kP*t6*t6*t3P*k*k*t3*(t2*t2)+4*t42kP*t6*t6*(t2*t2)*t3P
*k*t33P+8*(t2*t2)*t33P*t7*t3P*t42kP-8*t42kP*t6*t1*t3P*k*k*t5*t3-16*t42kP*t2*t3P*k*t33P
*t5+16*t42kP*t1*t7*t3P*k*t33P*t5*(t2*t2)+9*t42kP*(t1*t1)*t7*t7*t3P*k*(t3*t3)+24*t42kP*t6
*t2*t3P*k*t3*t5-2*t6*t6*t22kP*t1*t3P*k*k*(t3*t3)*(t4*t4)-t5*t1P*(t2*t2)*t32kP*k*k*t7*t3+2*t6
*t6*t22kP*t4*t3P*k*(t1*t1)-2*t5*t5*t12kP*t2*t3P*k*k*(t3*t3)-4*t42kP*t2*t3P*k*k*t1*(t3*t3)-4
*t5*t5*t12kP*(t2*t2)*t33P*t3P-8*t42kP*t5*t1*t3P*k*t2+9*t5*t5*t12kP*t3P*k*(t3*t3)+4*t42kP
*t7*t3P*k*t6*t2+6*t5*t5*t12kP*t3P*k*t3*(t4*t4)-18*t42kP*(t1*t1)*t3P*k*(t3*t3)*t6+2*t42kP
*t6*(t1*t1)*t3P*k*k*(t2*t2)-32*t42kP*t1*t7*t3P*k*t33P*t2-t6*t6*t22kP*(t1*t1)*t3P*k*k*(t3
*t3)+t4P*t7*t7*t32kP*k*k*t4*t3+t5*t5*t12kP*t3P*k+8*t42kP*t2*t3P*t34P*t5-t6*t6*t22kP*(t1
*t1)*t3P*k*k*(t3*t3)*(t4*t4)+4*t42kP*t5*t5*(t1*t1)*t3P*k*t33P+18*t42kP*t5*t5*t3P*k*t2*(t3
*t3)-8*(t2*t2)*t34P*t7*t3P*t42kP*t5*t1-12*t42kP*(t1*t1)*t7*t3P*k*t3+2*t4P*t6*t32kP*k*k
*t7*t2+16*t42kP*t7*t3P*k*t6*t2*t33P-32*t42kP*t1*t2*t3P*k*t33P*t5+4*t42kP*t2*t3P*k*k*t6
+t4P*t6*(t1*t1)*t32kP*k*k*t7*(t2*t2)*t4*t3-t6*t2P*(t1*t1)*t7*t32kP*k*k*t3*t2*(t4*t4)+16*t42kP
*t1*t2*t7*t3P*k*k*t3+2*t42kP*(t1*t1)*(t2*t2)*t7*t3P*k*k*(t3*t3)+16*t33P*t3P*t42kP*t6*t1-4
*t5*t1P*t2*t32kP*k*k*t7*t4*t3+8*t42kP*t5*t3P*k*k*(t1*t1)*t2*t3+9*t42kP*(t1*t1)*(t2*t2)*t3P
*k*(t3*t3)+t5*t5*t12kP*t3P*k*(t4*t4)-4*t42kP*t7*t3P*k*k*t6*t1*(t2*t2)-4*t42kP*t6*t6*t1*t3P
*k*k*t3-12*t42kP*(t2*t2)*t3P*k*t3*t5-2*t5*t5*t12kP*t3P*k*k*t3-4*(t2*t2)*t33P*t42kP*t6*t6
*t3P*(t1*t1)+2*t42kP*t7*t3P*k*t5*(t2*t2)-8*(t3*t3)*t1*t7*t3P*t42kP*t6-4*t34P*(t1*t1)*t7*t3P
*t42kP*t6-2*t42kP*t5*t5*t3P*k*k*t3+8*t42kP*t6*t3P*k*t5*t33P+8*(t3*t3)*t3P*t42kP*t5*t1-8
*t2*(t3*t3)*t3P*t42kP*t1-t42kP*(t2*t2)*t3P*k*k*(t1*t1)+18*t42kP*t7*t3P*k*t6*(t3*t3)-36*t42kP
*t1*t7*t3P*k*(t3*t3)+2*t42kP*t6*t3P*k*t5+18*t6*t6*t22kP*(t4*t4)*t3P*k*(t3*t3)*t1-4*t33P*(t1
*t1)*t7*t7*t3P*t42kP+2*t42kP*t5*t3P*k*k*(t1*t1)*(t2*t2)+8*t42kP*t5*t5*t1*t3P*k*t33P-2*t42kP
*t7*t3P*k*k*t6*(t1*t1)-4*(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)*t4-4*t2*t34P*t3P*t42kP*(t1*t1)+2
*t7*t7*t33kP*k*t1+t4P*t6*t32kP*k*k*t7*(t2*t2)-2*t5*t1P*t2*t7*t32kP*k*k*t1*(t4*t4)-36*t42kP
*t5*t1*t3P*k*(t3*t3)-8*t42kP*t2*t3P*(t3*t3)*t5*t6*(t1*t1)-2*t4P*t4*t32kP*k*k*t7*t2*t3+16*t6
*t6*t22kP*t4*t3P*k*t33P*t1-2*t42kP*t2*t3P*k*k-2*t42kP*t5*t5*t3P*k*k*t2*(t3*t3)+4*t4P
*t6*t1*t32kP*k*k*t7*t2*t4*t3+2*t42kP*(t1*t1)*t7*t3P*k*t6+6*t42kP*t5*t5*(t1*t1)*t3P*k*t3-8*(t2
*t2)*t33P*t7*t3P*t42kP*t6*(t1*t1)-8*t33P*t1*t3P*t42kP*t6*t6-2*t6*t2P*(t1*t1)*t7*t32kP
*k*k*t2*t4-8*t42kP*t6*t1*t3P*k*k*t5*(t2*t2)*t3-4*t33P*t6*t6*t22kP*t3P*(t1*t1))
if (k > 0) test <- abs(A33/a[3,3])
a[3,3] <- a[3,3] + A33
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A34
test <- 100.0
k <- 0
while (test > Criteria & k < maxIter)
{
t1P <- pow((t1/(1+t1)),k)
t2P <- pow((t2/(1+t2)),k)
t3P <- pow((t3/(1+t3)),k)
t4P <- pow((t4/(1+t4)),k)
A34 <- -1/(1+t3)/(1+t4)/(t7*t3P+t6*t2P+t5*t1P+t4P-t4P*t5*t1*t2*t3+t5*t1P*t2+t6*t2P*t4+t6*t2P
*t3+t6*t2P*t1+t7*t3P*t4+t7*t3P*t2+t7*t3P*t1-t4P*t6*t2-t4P*t7*t3-t4P*t5*t1+t4P*t2*t3-t4P
*t5*t3-t4P*t5*t2+t4P*t1*t3-t4P*t6*t3-t4P*t6*t1+t4P*t1*t2-t4P*t7*t2-t4P*t7*t1+t5*t1P*t4
+t5*t1P*t3+t4P*t3-t4P*t5-t4P*t6-t4P*t7+t4P*t2+t4P*t1+t5*t1P*t2*t4+t5*t1P*t3*t4+t5*t1P
*t2*t3+t6*t2P*t1*t4+t6*t2P*t3*t4+t6*t2P*t1*t3+t7*t3P*t2*t4+t7*t3P*t1*t2+t7*t3P*t1*t4-t4P
*t7*t1*t2-t4P*t6*t2*t3-t4P*t6*t1*t2-t4P*t7*t2*t3-t4P*t7*t1*t3-t4P*t6*t1*t3-t4P*t5*t1*t2-t4P
*t5*t1*t3-t4P*t5*t2*t3+t4P*t1*t2*t3-t4P*t6*t1*t2*t3+t5*t1P*t2*t3*t4+t6*t2P*t1*t3*t4+t7*t3P
*t1*t2*t4-t4P*t7*t1*t2*t3)/t3/t4*(1+t1)*(1+t2)*t7*t3P*t4P*(-k*k+t5*k*k+k*k*t6+k*k*t7+k*t4-t5*k
*t4-k*t6*t4-k*t7*t4+k*t3-t5*k*t3-k*t6*t3-t7*k*t3-(t3*t4)+t5*t3*t4+t6*t3*t4+t7*t3*t4)
if (k > 0) test <- abs(A34/a[3,4])
a[3,4] <- a[3,4] + A34
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A35
test <- 100.0
k <- 0
while (test > Criteria & k < maxIter)
{
t1P <- pow((t1/(1+t1)),k)
t2P <- pow((t2/(1+t2)),k)
t3P <- pow((t3/(1+t3)),k)
t4P <- pow((t4/(1+t4)),k)
A35 <- (1+t2)*t7*t3P*(k*t1P+k*t1P*t4-t4P*k-k*t4P*t1-t1P*t3-t1P*t3*t4+t4P*t3+t4P*t1*t3)/(1
+t3)/t3/(t7*t3P+t6*t2P+t5*t1P+t4P-t4P*t5*t1*t2*t3+t5*t1P*t2+t6*t2P*t4+t6*t2P*t3+t6*t2P
*t1+t7*t3P*t4+t7*t3P*t2+t7*t3P*t1-t4P*t6*t2-t4P*t7*t3-t4P*t5*t1+t4P*t2*t3-t4P*t5*t3-t4P
*t5*t2+t4P*t1*t3-t4P*t6*t3-t4P*t6*t1+t4P*t1*t2-t4P*t7*t2-t4P*t7*t1+t5*t1P*t4+t5*t1P*t3
+t4P*t3-t4P*t5-t4P*t6-t4P*t7+t4P*t2+t4P*t1+t5*t1P*t2*t4+t5*t1P*t3*t4+t5*t1P*t2*t3+t6
*t2P*t1*t4+t6*t2P*t3*t4+t6*t2P*t1*t3+t7*t3P*t2*t4+t7*t3P*t1*t2+t7*t3P*t1*t4-t4P*t7*t1*t2-t4P
*t6*t2*t3-t4P*t6*t1*t2-t4P*t7*t2*t3-t4P*t7*t1*t3-t4P*t6*t1*t3-t4P*t5*t1*t2-t4P*t5*t1*t3-t4P
*t5*t2*t3+t4P*t1*t2*t3-t4P*t6*t1*t2*t3+t5*t1P*t2*t3*t4+t6*t2P*t1*t3*t4+t7*t3P*t1*t2*t4-t4P
*t7*t1*t2*t3)
if (k > 0) test <- abs(A35/a[3,5])
a[3,5] <- a[3,5] + A35
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A36
test <- 100.0
k <- 0
while (test > Criteria & k < maxIter)
{
t1P <- pow((t1/(1+t1)),k)
t2P <- pow((t2/(1+t2)),k)
t3P <- pow((t3/(1+t3)),k)
t4P <- pow((t4/(1+t4)),k)
A36 <- -(1+t1)*t7*t3P*(-k*t2P-k*t2P*t4+t4P*k+t4P*k*t2+t2P*t3+t2P*t3*t4-t4P*t3-t4P*t2*t3)/(1
+t3)/t3/(t7*t3P+t6*t2P+t5*t1P+t4P-t4P*t5*t1*t2*t3+t5*t1P*t2+t6*t2P*t4+t6*t2P*t3+t6*t2P
*t1+t7*t3P*t4+t7*t3P*t2+t7*t3P*t1-t4P*t6*t2-t4P*t7*t3-t4P*t5*t1+t4P*t2*t3-t4P*t5*t3-t4P
*t5*t2+t4P*t1*t3-t4P*t6*t3-t4P*t6*t1+t4P*t1*t2-t4P*t7*t2-t4P*t7*t1+t5*t1P*t4+t5*t1P*t3
+t4P*t3-t4P*t5-t4P*t6-t4P*t7+t4P*t2+t4P*t1+t5*t1P*t2*t4+t5*t1P*t3*t4+t5*t1P*t2*t3+t6
*t2P*t1*t4+t6*t2P*t3*t4+t6*t2P*t1*t3+t7*t3P*t2*t4+t7*t3P*t1*t2+t7*t3P*t1*t4-t4P*t7*t1*t2-t4P
*t6*t2*t3-t4P*t6*t1*t2-t4P*t7*t2*t3-t4P*t7*t1*t3-t4P*t6*t1*t3-t4P*t5*t1*t2-t4P*t5*t1*t3-t4P
*t5*t2*t3+t4P*t1*t2*t3-t4P*t6*t1*t2*t3+t5*t1P*t2*t3*t4+t6*t2P*t1*t3*t4+t7*t3P*t1*t2*t4-t4P
*t7*t1*t2*t3)
if (k > 0) test <- abs(A36/a[3,6])
a[3,6] <- a[3,6] + A36
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A37
test <- 100.0
k <- 0
while (test > Criteria & k < maxIter)
{
t1P <- pow((t1/(1+t1)),k)
t2P <- pow((t2/(1+t2)),k)
t3P <- pow((t3/(1+t3)),k)
t4P <- pow((t4/(1+t4)),k)
t12kP <- pow((t1/(1+t1)),(2*k))
t22kP <- pow((t2/(1+t2)),(2*k))
t32kP <- pow((t3/(1+t3)),(2*k))
t42kP <- pow((t4/(1+t4)),(2*k))
A37 <- -1/(1+t3)*pow(t7*t3P+t6*t2P+t5*t1P+t4P-t4P*t5*t1*t2*t3+t5*t1P*t2+t6*t2P*t4+t6*t2P
*t3+t6*t2P*t1+t7*t3P*t4+t7*t3P*t2+t7*t3P*t1-t4P*t6*t2-t4P*t7*t3-t4P*t5*t1+t4P*t2*t3-t4P
*t5*t3-t4P*t5*t2+t4P*t1*t3-t4P*t6*t3-t4P*t6*t1+t4P*t1*t2-t4P*t7*t2-t4P*t7*t1+t5*t1P*t4
+t5*t1P*t3+t4P*t3-t4P*t5-t4P*t6-t4P*t7+t4P*t2+t4P*t1+t5*t1P*t2*t4+t5*t1P*t3*t4+t5*t1P
*t2*t3+t6*t2P*t1*t4+t6*t2P*t3*t4+t6*t2P*t1*t3+t7*t3P*t2*t4+t7*t3P*t1*t2+t7*t3P*t1*t4-t4P
*t7*t1*t2-t4P*t6*t2*t3-t4P*t6*t1*t2-t4P*t7*t2*t3-t4P*t7*t1*t3-t4P*t6*t1*t3-t4P*t5*t1*t2-t4P
*t5*t1*t3-t4P*t5*t2*t3+t4P*t1*t2*t3-t4P*t6*t1*t2*t3+t5*t1P*t2*t3*t4+t6*t2P*t1*t3*t4+t7*t3P
*t1*t2*t4-t4P*t7*t1*t2*t3,-2)/t3*(t4P*t6*t32kP*t3*t7*(t1*t1)*(t2*t2)-t6*t6*t22kP*(t1*t1)*t3P
*t3+2*t42kP*t5*t5*t3P*k*t2+t4P*t5*(t1*t1)*t32kP*t3*t7*(t2*t2)+t42kP*(t1*t1)*t7*t3P*k*t5*(t2
*t2)*t3+2*t42kP*t6*t3P*t3*(t2*t2)-t5*t5*t12kP*t3P*t3*(t2*t2)+4*t42kP*t2*t3P*(t3*t3)*t5+2
*t4P*t6*t4*t32kP*t3*t7*t1+2*t42kP*t5*(t1*t1)*t3P*k*t6*(t2*t2)+2*t6*t6*t22kP*t4*t3P*k*t3+t42kP
*(t1*t1)*t7*t3P*k*t6*t3-4*t42kP*(t1*t1)*t2*t3P*k*t3*t6+2*t42kP*t6*t6*t3P*k*t1*(t2*t2)+2*t42kP
*t6*t3P*t3+2*t42kP*t6*t6*t2*t3P*k*t3*(t1*t1)+t42kP*t3P*k-(t2*t2)*(t3*t3)*t3P*t42kP+t42kP
*(t1*t1)*t3P*k-2*t42kP*t7*t3P*k*t2-4*t42kP*t2*t3P*(t3*t3)*t5*t5*t1+8*t42kP*t6*t3P*t3*t1
*t2-4*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t6*t1+2*t42kP*t2*t3P*k*t3-t42kP*t3P*t3*(t1*t1)-2*t42kP
*t6*t3P*t3*t5*(t1*t1)+2*t6*t2P*(t1*t1)*t3P*t3*t4P*t5*t2-4*t5*t1P*t3P*t3*t4*t4P*t2+2*t5
*t5*t12kP*t3P*k*t3*t4-2*t6*t6*t22kP*(t4*t4)*t3P*t3*t1-(t2*t2)*(t3*t3)*t7*t3P*t42kP*t6*(t1
*t1)+4*t42kP*t6*t3P*t3*t2+4*t2*(t3*t3)*t3P*t42kP*t6*(t1*t1)-4*t5*t5*t12kP*t3P*t3*t2*t4+(t3
*t3)*t7*t3P*t42kP+t42kP*t3P*k*t3+4*t2*(t3*t3)*t7*t3P*t42kP*t1+t42kP*(t1*t1)*t7*t3P*k
*t6*(t2*t2)-2*t5*t1P*t3P*t3*t4P+4*t4P*t6*t4*t3P*t3*t5*t1P*t2-2*t2*(t3*t3)*t7*t3P*t42kP
*t5*(t1*t1)-2*(t3*t3)*t6*t6*t22kP*t3P*t4-4*t6*t2P*t4*t3P*t3*t5*t1P*t2-t4P*t3*t4*t6*t2P
*k*t2*t7*t3P-2*t7*t3P*t1*t2P*k*t4P*t6-2*t7*t3P*t6*t2P*k*t2*t4P*t1*t3-2*t7*t3P*t6*t2P
*k*t2*t4P*t1-t7*t3P*t6*t2P*k*t2*t4P*(t1*t1)*t4+2*t5*t5*t1P*t3P*t3*t4*t4P*t1*(t2*t2)+t5
*t1P*t3P*t3*t4P*t7+t42kP*(t1*t1)*t7*t3P*k*t5*t3-2*t42kP*t6*t2*t7*t3P*t3+2*t6*t2P*t4*t3P
*t3*t4P*t5*t2+2*t6*t2P*t4*t3P*t3*t4P*t7*t1+4*t6*t6*t2P*t4*t3P*t3*t4P*t1-4*t6*t2P*t4*t3P
*t3*t5*t1P*t2*t1-2*t42kP*t5*t5*t3P*t3*t2-t6*t2P*(t4*t4)*t32kP*t3*t7*t2-2*t5*t1P*t32kP*t3
*t7*t2-2*t5*t1P*t32kP*t3*t7*t1*t2+4*t4P*t6*t32kP*t3*t7*t1*t2-4*t6*t2P*t1*t3P*t3*t4P*t2-t42kP
*t6*(t2*t2)*t7*t3P*t3-t4P*t32kP*t3*t7+2*t6*t6*t22kP*t4*t3P*k+2*t42kP*t5*(t1*t1)*t3P*k*t3
*t6+2*t42kP*(t1*t1)*t7*t3P*k*t5*t2-2*t5*t1P*t32kP*t3*t7*t1*(t2*t2)*t4+t42kP*(t1*t1)*t3P*k
*(t2*t2)+t42kP*(t1*t1)*t7*t3P*k*t5+2*(t3*t3)*t3P*t42kP*t5*(t1*t1)-2*t5*t1P*t32kP*t3*t7*t4
+4*t6*t6*t22kP*t4*t3P*k*t1-t5*t1P*t32kP*t3*t7*t1+t42kP*t6*t6*t3P*k+2*t4P*t6*t4*t32kP
*t3*t7*t1*(t2*t2)-(t2*t2)*(t3*t3)*t3P*t42kP*(t1*t1)+4*t42kP*t5*t1*t3P*k*t6-2*t42kP*t5*(t1*t1)
*t3P*k+8*t42kP*t2*t3P*(t3*t3)*t5*t1+4*t4P*t6*t4*t32kP*t3*t7*t1*t2+4*t5*t5*t12kP*t2*t4*t3P
*k+2*t4P*t5*(t1*t1)*t4*t32kP*t3*t7*t2+2*t4P*t5*t1*t4*t32kP*t3*t7+2*t6*t2P*t4*t3P*t3*t4P
*t5*(t1*t1)*t2-2*t5*t5*t12kP*t3P*t3*t4+4*t42kP*t1*t3P*k*t2+2*t4P*t5*t32kP*t3*t7*t2-2*t42kP
*t3P*t3*t2-t42kP*t5*t5*t3P*t3*(t2*t2)+8*t42kP*t6*t2*t3P*k*t3*t5*t1+2*t4P*t6*t32kP*t3*t7
*t1+2*(t3*t3)*t3P*t42kP*t5-2*t42kP*t3P*t3*t1*(t2*t2)-4*t42kP*t1*(t2*t2)*t3P*k*t3*t6-t4P
*t32kP*t3*t7*(t1*t1)-2*t42kP*(t1*t1)*t3P*k*t3*t6+2*t42kP*t6*t3P*k*t5*(t2*t2)-t42kP*t7*t3P
*k*(t2*t2)*t3-t42kP*t5*(t2*t2)*t7*t3P*t3-2*t42kP*t5*(t2*t2)*t7*t3P*t3*t1+2*t4P*t6*t6*t3P
*t3*t2P*(t1*t1)+2*t4P*t5*t2*t3*t1P*t1*t7*t3P+t6*t6*t22kP*(t1*t1)*t3P*k*t3-t5*t5*t12kP*t3P
*t3*(t4*t4)-4*t4P*t1*t2*t4*t32kP*t3*t7+4*t42kP*t5*(t1*t1)*t3P*k*t6*t2+t42kP*t5*t5*t3P*k*(t2
*t2)-4*t42kP*t6*t3P*t3*t5*t1+4*t4P*t5*t1*t4*t32kP*t3*t7*t2-2*t5*t1P*t3P*t3*t4*t4P*t1*(t2
*t2)+t5*t1P*t3P*t3*t4*t4P*t7*(t2*t2)+t42kP*t5*t5*t3P*k*t3+4*t42kP*t1*t2*t3P*k*t3+t7*t3P
*t3*t4*t5*t1P*t4P*t1+2*t42kP*t1*t7*t3P*k*t6*(t2*t2)-t42kP*t5*t5*(t1*t1)*t3P*t3*(t2*t2)+t7
*t3P*t4*t2P*t2*t4P*t6*(t1*t1)*t3+t5*t5*t12kP*(t2*t2)*t3P*k*t3+2*t42kP*t6*t6*(t2*t2)*t3P
*k*t3*t1-4*t5*t1P*t3P*t3*t4*t4P*t1*t2+4*t5*t5*t1P*t3P*t3*t4*t4P*t1*t2+2*(t2*t2)*(t3*t3)*t3P
*t42kP*t6+t6*t6*t22kP*t3P*k*t3+t42kP*(t2*t2)*t3P*k*t3+2*t42kP*t5*t5*t1*t3P*k*(t2*t2)+2
*t7*t3P*t4*t2P*t2*t4P*t6*t1*t3+4*t6*t6*t2P*t4*t3P*t3*t4P*t1*t2-2*t42kP*t5*t3P*k*t3-2
*t42kP*(t1*t1)*t7*t3P*k*t2*t3-2*t6*t2P*(t4*t4)*t3P*t3*t5*t1P-4*t6*t2P*t4*t3P*t3*t4P*t1
*t2+2*t6*t2P*t2*t3P*t3*t4P*t5+2*t6*t6*t2P*t4*t3P*t3*t4P*t2-2*t6*t2P*t4*t3P*t3*t4P*(t1
*t1)*t2+2*t4P*t6*t3P*t3*t5*t1P*(t2*t2)*t1+2*t7*t3P*t2*t3*t4*t1P*t1*t4P*t5+2*t4P*t6*t4*t32kP
*t3*t7*t2-4*t42kP*t1*t7*t3P*k*t2*t3+4*t42kP*t6*t3P*k*t5*t2+t42kP*t7*t3P*k*t6*t3+4*t42kP
*t5*t1*t3P*k*t6*(t2*t2)-2*t42kP*t5*(t1*t1)*t3P*k*(t2*t2)-4*(t3*t3)*t1*t3P*t42kP*t6*t6*t2+2
*t4P*t6*t4*t32kP*t3*t7*(t1*t1)*t2+t7*t3P*t1P*t1*t4P*t5*t3-4*t5*t1P*t32kP*t3*t7*t2*t4-4
*t6*t2P*t4*t32kP*t3*t7*t1+2*t5*t1P*t3P*(t3*t3)*t4P*t6-2*t4P*t6*t4*t3P*k*t3*t5*t1P*t1-4
*t4P*t6*t6*t3P*k*t2P*t1-2*t4P*t6*t6*t3P*k*t2P*t3-4*t4P*t6*t3P*k*t5*t1P*t2+4*t6*t2P
*t4*t3P*k*t5*t1P*t2+4*t6*t2P*t4*t3P*k*t5*t1P+2*t2*(t3*t3)*t7*t3P*t4P*t5*t1P*t4*t1+2*t5
*t1P*t3P*k*t6*t2P+2*t6*t2P*(t4*t4)*t3P*k*t5*t1P*t2+(t3*t3)*t7*t3P*t4P*t5*t1P*t4+4*t7
*t32kP*t1*t2*k*t5*t1P*t4-2*t7*t32kP*k*t4P*t6*t2*t4+t7*t32kP*k*t5*t1P*(t2*t2)*(t4*t4)-t7*t32kP
*k*t4P*t6*(t2*t2)*t4+t7*t32kP*k*t4P*(t1*t1)*t4+2*t7*t32kP*k*t4P*t1+2*t7*t32kP*k*t4P*t2-t7
*t32kP*k*t4P*t6*(t1*t1)+2*t6*t2P*(t4*t4)*t3P*k*t5*t1P*t1-4*t2*(t3*t3)*t3P*t4P*t5*t1P
*t4-2*t6*t2P*t2*t3P*k*t3*t4P*t5+t7*t32kP*k*t6*t2P*(t4*t4)*t2+2*t5*t1P*t4*t3P*k*t4P*t1
*(t2*t2)*t3+2*t4P*(t1*t1)*t3P*k*t6*t2P*t3*t4-4*t2*(t3*t3)*t3P*t4P*t5*t1P*t1-2*t2*(t3*t3)
*t3P*t4P*t6*t2P*(t1*t1)-2*t4P*t5*(t1*t1)*t3P*k*t6*t2P-2*t4P*t5*t5*t4*t3P*k*t3*t1P+2
*t5*t1P*(t2*t2)*t3P*k*t3*t4P+2*t6*t2P*t4*t3P*k*t4P*(t1*t1)+2*t6*t2P*(t4*t4)*t3P*k*t5
*t1P*t3-2*t4P*t6*t6*(t1*t1)*t2*t3P*k*t3*t2P-2*t4P*t6*t1*(t2*t2)*t3P*k*t3*t5*t1P-4*t4P
*t6*t1*t2*t3P*k*t3*t5*t1P-4*t4P*t6*t6*t1*t2*t3P*k*t3*t2P-2*t6*t2P*(t1*t1)*t3P*k*t3*t4P
*t5*t2-2*t5*t5*t1P*t4*t3P*k*t4P*(t2*t2)*t3-2*t4P*t5*t5*t1*t3P*k*t1P-4*t4P*t5*t1*t3P*k
*t6*t2P-2*t4P*t6*t3P*k*t5*t1P-2*t4P*t6*t6*t3P*k*t2P+4*t4P*t2*t3P*(t3*t3)*t5*t5*t1P
*t1-2*t4P*t6*t3P*k*t5*t1P*t3-2*t4P*t6*t3P*k*t5*t1P*t4+2*t4P*t6*t4*t3P*(t3*t3)*t5*t1P
*t1+2*t4P*t6*t6*t4*t3P*(t3*t3)*t2P*(t1*t1)-2*t5*t5*t1P*t3P*k*t3*t4P*t1*(t2*t2)-4*t6*t6*t2P
*t4*t3P*k*t4P*t1*t2-2*(t3*t3)*t6*t2P*t3P*t5*t1P*(t4*t4)*t1-2*t4P*t6*t6*t3P*k*t2P*t2-4
*t4P*t6*t1*t2*t3P*k*t3*t5*t1P*t4-4*t6*t6*t2P*t1*t3P*k*t3*t4P-4*t6*t2P*t1*t3P*k*t3*t4P
*t5+2*t4P*t2*t3P*(t3*t3)*t5*t6*t2P*(t1*t1)+2*t4P*t6*t3P*t3*t5*t1P*(t2*t2)+t42kP*t5*t5*t3P
*k*(t2*t2)*t3-4*t42kP*t6*t2*t3P*k*t3+t42kP*(t1*t1)*(t2*t2)*t3P*k*t3-4*t42kP*t6*t2*t7*t3P
*t3*t1+t42kP*t6*t6*t3P*k*t3+2*t42kP*(t1*t1)*t7*t3P*t3*t2+2*t42kP*t1*t7*t3P*t3+4*t42kP*t1
*t7*t3P*t3*t2+2*t42kP*t6*(t2*t2)*t3P*k*t3*t5*(t1*t1)-t4P*t6*t2P*k*t2*t7*t3P-2*t7*t3P*t1
*t4*t2P*k*t4P*t6-2*t7*t3P*t3*t4*t6*t2P*k*t4P*t1*t2-t4P*t6*t2P*k*t2*t7*t3P*t3+4*t4P
*t6*t3P*t3*t5*t1P*t2*t1+(t3*t3)*t7*t3P*t4P*t5*t1P-2*t7*t32kP*(t1*t1)*t2*k*t4P*t5*t4-2*t7
*t32kP*t1*(t2*t2)*k*t4P*t5*t4-2*t7*t32kP*(t1*t1)*t2*k*t4P*t6*t4-4*t2*(t3*t3)*t3P*t4P*t6*t2P
*t1-2*t2*(t3*t3)*t3P*t4P*t6*t2P*t4-2*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P-4*t2*(t3*t3)*t3P*t4P
*t5*t1P-2*t2*(t3*t3)*t3P*t4P*t6*t2P+2*t4P*(t2*t2)*t4*t3P*k*t5*t1P+4*t4P*t2*t4*t3P*k
*t5*t1P+2*t4P*(t2*t2)*t3P*(t3*t3)*t5*t5*t1P*t1+t7*t32kP*(t1*t1)*t2*k*t6*t2P+4*t7*t32kP
*t1*t2*k*t6*t2P*t4+t7*t32kP*t1*(t2*t2)*k*t5*t1P+4*t4P*t6*t2*t4*t3P*(t3*t3)*t5*t1P*t1+2*t4P
*t6*t6*t2*t4*t3P*(t3*t3)*t2P*(t1*t1)-t7*t32kP*k*t4P*t5*(t1*t1)-t7*t32kP*k*t4P*t6-t7*t32kP
*k*t4P*t5-t7*t32kP*k*t4P*t5*(t2*t2)-2*t6*t6*t2P*t4*t3P*k*t4P*t2+2*t6*t2P*t4*t3P*k*t4P
*t3+4*t6*t2P*t4*t3P*k*t5*t1P*t3+2*t6*t2P*(t4*t4)*t3P*k*t5*t1P-t7*t32kP*(t1*t1)*(t2*t2)
*k*t4P*t5-4*t5*t5*t1P*t3P*k*t3*t4P*t1*t2-t7*t32kP*k*t4P*t5*(t2*t2)*t4+2*t7*t32kP*k*t6*t2P
*t1+2*t7*t32kP*k*t6*t2P*t4+2*t7*t32kP*k*t5*t1P*t2+t7*t32kP*k*t5*t1P+t7*t32kP*k*t6*t2P
+2*t7*t32kP*k*t5*t1P*(t2*t2)*t4-2*t7*t32kP*k*t4P*t6*t2+2*t7*t32kP*k*t5*t1P*t4+2*t6*t2P
*t2*t3P*k*t4P-2*t4P*t6*t4*t3P*k*t3*t5*t1P*(t2*t2)-t42kP*t6*t6*t3P*t3*(t1*t1)+4*t42kP
*t5*(t1*t1)*t3P*t3*t2-t5*t1P*t32kP*t3*t7*t1*(t2*t2)*(t4*t4)+t5*t1P*t4*t7*t3P*t4P*t3-2*t4P
*t32kP*t3*t7*t1+2*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t1-2*t5*t1P*t3P*t3*t6*t2P-2*t5*t5*t12kP
*t3P*t3*(t2*t2)*t4-2*t6*t2P*t4*t3P*t3*t4P*(t1*t1)-t42kP*t6*t7*t3P*t3+t4P*t6*t32kP*t3
*t7*(t2*t2)-4*t42kP*t5*t1*t3P*k*(t2*t2)-4*t5*t1P*t1*t2*t3P*(t3*t3)*t6*t2P*t4-2*t5*t1P*t1
*t2*t3P*(t3*t3)*t6*t2P+2*t5*t1P*t1*(t2*t2)*t3P*(t3*t3)*t4P*t6+2*t4P*t2*t3P*(t3*t3)*t5*t6
*t2P*(t1*t1)*t4+2*t6*t6*t2P*(t1*t1)*t2*t3P*(t3*t3)*t4P-4*t5*t5*t1P*t2*t3P*k*t3*t4P+2*t6
*t2P*t4*t3P*k*t4P*(t1*t1)*t2+4*t6*t2P*t4*t3P*k*t5*t1P*t1+4*t5*t1P*t3P*k*t4P*t2+2*t5
*t1P*t3P*k*t4P+2*t7*t32kP*t1*(t2*t2)*k*t5*t1P*t4-2*t5*t1P*t1*t2*t3P*(t3*t3)*t6*t2P*(t4
*t4)+2*t7*t32kP*k*t6*t2P*t4*t2+4*t6*t2P*t4*t3P*k*t4P*t1*t2+2*(t3*t3)*t1*t3P*t4P*t6*t5*t1P-4
*(t3*t3)*t6*t2P*t3P*t5*t1P*t2*t4-2*(t3*t3)*t6*t2P*t3P*t4P*(t1*t1)-4*(t3*t3)*t6*t2P*t3P
*t5*t1P*t4*t1+(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P*t4+4*t6*t2P*t4*t3P*k*t4P*t1+2*t6*t2P
*t4*t3P*k*t4P*t2-4*t6*t6*t2P*t4*t3P*k*t4P*t1-2*t6*t2P*t4*t3P*k*t4P*t5*t2-2*t6*t2P*t4
*t3P*k*t4P*t5*t3-4*t6*t2P*t4*t3P*k*t4P*t5*t1+2*t6*t2P*t4*t3P*k*t4P-2*t6*t2P*t4*t3P
*k*t4P*t5*(t1*t1)-2*t6*t6*t2P*t4*t3P*k*t4P*(t1*t1)+t7*t32kP*k*t6*t2P*(t1*t1)*(t4*t4)-t7*t32kP
*k*t4P*t5*(t1*t1)*t4-t7*t32kP*k*t4P*t6*(t1*t1)*t4+t7*t32kP*k*t5*t1P*(t4*t4)*t1+2*t6*t2P*t3P
*k*t3*t4P+2*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*t1*t4+2*t4P*t5*(t1*t1)*t4*t3P*(t3*t3)*t6*t2P+2
*t4P*t5*t5*t1*t4*t3P*(t3*t3)*t1P+4*t4P*t5*t1*t4*t3P*(t3*t3)*t6*t2P-2*t2*(t3*t3)*t3P*t4P
*t6*t2P*(t1*t1)*t4-4*t4P*t4*t3P*(t3*t3)*t6*t2P*t1-2*t4P*t4*t3P*(t3*t3)*t5*t1P-2*t4P*t4
*t3P*(t3*t3)*t6*t2P+4*t6*t2P*t2*t3P*k*t4P*t1-4*t42kP*t2*t3P*(t3*t3)*t5*t6-2*t42kP*(t1
*t1)*t7*t3P*k*t2+2*t42kP*t5*(t1*t1)*t3P*t3+2*t6*t2P*t2*t3P*k*t5*t1P+2*t5*t1P*t3P*k*t4P
*t4+4*t4P*t1*t3P*k*t5*t1P*t2*t3+2*(t2*t2)*(t3*t3)*t4P*t6*t3P*t5*t1P+4*t2*(t3*t3)*t4P*t6
*t3P*t5*t1P+2*t5*t1P*t3P*k*t3*t6*t2P+2*t6*t2P*t2*(t4*t4)*t3P*k*t3*t5*t1P+2*t4P*(t1
*t1)*t3P*k*t6*t2P*t3*t2+t7*t32kP*(t1*t1)*t2*k*t6*t2P*(t4*t4)+4*t5*t1P*t4*t3P*k*t6*t2P*t1
*t3+4*t5*t1P*t4*t3P*k*t4P*t1*t2*t3+t7*t32kP*k*t4P*t4+(t3*t3)*(t1*t1)*t7*t3P*t4P*t6*t2P
*t4-2*(t3*t3)*t3P*t4P*t5*t1P+(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P*t1-2*t4P*t5*t3P*k*t6*t2P
*t2-2*t4P*t5*t5*t3P*k*t1P*(t2*t2)-2*t5*t5*t1P*t1*(t2*t2)*t3P*k*t4P+4*(t3*t3)*t6*t2P*t3P
*t4P*t5*t1-2*(t3*t3)*t6*t2P*t3P*t4P+(t3*t3)*t1*t7*t3P*t4P*t5*t1P*t4+4*t4P*t2*t3P*(t3
*t3)*t5*t6*t2P*t1*t4-t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t5*t4+2*t4P*t3P*k*t6*t2P*t3*t2-4*t5*t5
*t1P*t4*t3P*k*t4P*t2*t3-2*t5*t5*t1P*t4*t3P*k*t4P*t1*t3-4*t4P*t5*t5*t3P*k*t1P*t2*t4-2
*t4P*t5*t5*t3P*k*t1P*(t2*t2)*t4+t7*t32kP*k*t6*t2P*(t4*t4)-t7*t32kP*k*t4P*t5*t4-t7*t32kP
*k*t4P*t6*t4+t7*t32kP*k*t5*t1P*(t4*t4)-t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t6*t4-4*t6*t6*t2P*t4
*t3P*k*t3*t4P*t1-4*t6*t2P*t4*t3P*k*t3*t4P*t5*t1+4*t6*t2P*t2*t4*t3P*k*t3*t4P*t1-4*t6*t6
*t2P*t2*t4*t3P*k*t3*t4P*t1-4*t6*t2P*t2*t4*t3P*k*t3*t4P*t5*t1+2*t4P*t1*t3P*k*t5*t1P
*(t2*t2)*t3+2*t5*t5*t1P*t1*t3P*(t3*t3)*t4P-t7*t32kP*k*t4P*t6*(t2*t2)+t7*t32kP*k*t6*t2P
*t2+t7*t32kP*k*t5*t1P*(t2*t2)+t7*t32kP*k*t5*t1P*t1+t7*t32kP*k*t6*t2P*(t1*t1)-2*t7*t32kP
*k*t4P*t6*t1-2*t7*t32kP*k*t4P*t5*t2-2*t7*t32kP*k*t4P*t5*t1+(t2*t2)*(t3*t3)*t7*t3P*t4P*t5
*t1P*t4*t1+2*t5*t5*t3P*(t3*t3)*t4P*t1P*t4+4*t5*t1P*t1*t2*t3P*k*t4P-2*t7*t32kP*t1*(t2
*t2)*k*t4P*t6*t4+t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t4+4*t7*t32kP*t1*t2*k*t4P*t4-t7*t32kP*(t1
*t1)*(t2*t2)*k*t4P*t6-4*t7*t32kP*t1*t2*k*t4P*t5+4*t4P*t6*t2*t4*t3P*(t3*t3)*t5*t1P+2*t4P
*t6*t6*t2*t4*t3P*(t3*t3)*t2P+t2*(t3*t3)*t7*t3P*t4P*t6*t2P*(t1*t1)*t4+4*t4P*t2*t3P*(t3*t3)
*t5*t5*t1P*t4*t1+2*t5*t1P*t1*t3P*k*t6*t2P+2*t4P*(t2*t2)*t3P*(t3*t3)*t5*t5*t1P*t4*t1+2*t7
*t32kP*t1*t2*k*t5*t1P+2*t7*t32kP*t1*t2*k*t6*t2P-2*t7*t32kP*t1*(t2*t2)*k*t4P*t6+t7*t32kP
*(t1*t1)*(t2*t2)*k*t4P+t2*(t3*t3)*t7*t3P*t4P*t6*t2P*(t1*t1)+4*t4P*t6*t6*t4*t3P*(t3*t3)*t2P
*t1+2*t4P*t6*t4*t3P*(t3*t3)*t5*t1P+2*t4P*t6*t6*t4*t3P*(t3*t3)*t2P+2*t5*t1P*t1*t2*t3P
*k*t6*t2P*(t4*t4)-4*t5*t1P*t1*t2*t3P*k*t4P*t6*t4+4*t5*t1P*t2*t3P*k*t3*t4P*t4-2*t4P*t5
*t5*t3P*k*t1P*t3-2*t4P*t5*t5*t3P*k*t1P*t4-t4P*t32kP*t3*t7*(t2*t2)+4*t2*(t3*t3)*t3P*t42kP
*t6+4*t42kP*t6*t3P*t3*(t1*t1)*t2+2*t7*t32kP*(t1*t1)*t2*k*t4P+2*t7*t32kP*t1*(t2*t2)*k*t4P
+2*t5*t1P*t1*t3P*k*t4P+2*t7*t32kP*t1*(t2*t2)*k*t4P*t4+2*t7*t32kP*(t1*t1)*t2*k*t4P*t4+2
*t7*t32kP*t1*t2*k*t5*t1P*(t4*t4)-2*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P*t4*t1+4*t5*t1P*t1*t2*t3P
*(t3*t3)*t4P*t6+(t3*t3)*t1*t7*t3P*t4P*t5*t1P-4*t5*t1P*t1*t2*t3P*k*t4P*t6-4*t5*t5*t1P
*t1*t2*t3P*k*t4P-4*t2*(t3*t3)*t3P*t4P*t6*t2P*t1*t4+2*t5*t1P*t3P*k*t3*t4P*t4+2*(t3*t3)
*t1*t7*t3P*t4P*t6*t2P+2*t6*t2P*t2*t3P*k*t4P*(t1*t1)-4*t7*t32kP*t1*t2*k*t4P*t6-2*t6*t6
*t2P*t4*t3P*k*t4P-2*t6*t2P*t4*t3P*k*t4P*t5+2*t5*t1P*(t2*t2)*t3P*k*t3*t4P*t4-2*t4P
*t4*t3P*(t3*t3)*t5*t1P*t1-2*t4P*t4*t3P*(t3*t3)*t6*t2P*(t1*t1)-4*t4P*t5*t1*t3P*k*t6*t2P
*t2+2*t5*t1P*t1*(t2*t2)*t3P*k*t4P*t4-4*t5*t5*t1P*t1*t2*t3P*k*t4P*t4+2*t5*t1P*t3P*k*t4P
*(t2*t2)-2*t6*t6*t2P*t4*t3P*k*t3*t4P*(t1*t1)-2*t6*t2P*t4*t3P*k*t3*t4P*t5*(t1*t1)-2*t7*t32kP
*(t1*t1)*t2*k*t4P*t5+(t3*t3)*t6*t2P*t3P*t4P*t7+2*(t3*t3)*t6*t2P*t3P*t4P*t5*(t1*t1)+2*(t3
*t3)*t6*t6*t2P*t3P*t4P+2*(t3*t3)*t6*t2P*t3P*t4P*t5-2*(t3*t3)*t6*t2P*t3P*t5*t1P*t2-2
*(t3*t3)*t6*t2P*t3P*t5*t1P+2*(t3*t3)*t6*t6*t2P*t3P*t4P*t2-2*t7*t32kP*(t1*t1)*t2*k*t4P
*t6-2*t7*t32kP*t1*(t2*t2)*k*t4P*t5+4*t5*t1P*t1*t2*t3P*k*t6*t2P*t4-2*t6*t6*t2P*t2*t4*t3P
*k*t3*t4P*(t1*t1)-2*t6*t2P*t2*t4*t3P*k*t3*t4P*t5*(t1*t1)+2*t6*t2P*t2*t4*t3P*k*t3*t4P-2
*t6*t6*t2P*(t1*t1)*t3P*k*t3*t4P-4*t6*t2P*t1*t3P*k*t3*t4P*t5*t2-2*t6*t2P*(t1*t1)*t3P*k
*t3*t4P*t5-2*t4P*t5*t3P*k*t6*t2P*t3-4*t4P*t5*t5*t3P*k*t1P*t2-2*t4P*t5*t5*t3P*k*t1P-4
*(t3*t3)*t6*t2P*t3P*t5*t1P*t4-4*(t3*t3)*t6*t2P*t3P*t4P*t1+2*(t3*t3)*t6*t6*t2P*t3P*t4P
*(t1*t1)-2*(t3*t3)*t6*t2P*t3P*t5*t1P*t1+4*(t3*t3)*t6*t6*t2P*t3P*t4P*t1-4*t4P*t6*t6*t3P
*k*t2P*t1*t2-2*t4P*t5*t3P*k*t6*t2P+4*t7*t32kP*t1*t2*k*t4P+2*t5*t1P*t1*t2*t3P*k*t6*t2P-2
*t6*t6*t2P*t4*t3P*k*t4P*(t1*t1)*t2-2*t6*t2P*t4*t3P*k*t4P*t5*(t1*t1)*t2+2*t5*t1P*t1*t3P
*k*t4P*t4+2*t5*t5*t3P*(t3*t3)*t4P*t1P-4*t4P*t6*t3P*k*t5*t1P*t2*t4+2*t7*t32kP*k*t6*t2P
*(t1*t1)*t4-2*(t3*t3)*t6*t2P*t3P*t5*t1P*t2*(t4*t4)+t7*t32kP*t1*(t2*t2)*k*t5*t1P*(t4*t4)+2*t2
*(t3*t3)*t7*t3P*t4P*t5*t1P*t1-2*t4P*t6*(t2*t2)*t3P*k*t3*t5*t1P+2*(t3*t3)*t6*t2P*t3P*t4P
*t5*t4+(t3*t3)*t6*t2P*t3P*t4P*t7*t4-2*(t3*t3)*t6*t2P*t3P*t5*t1P*(t4*t4)-2*t7*t32kP*k*t4P
*t5*t2*t4-2*t7*t32kP*k*t4P*t6*t1*t4-4*t4P*t6*t2*t3P*k*t3*t5*t1P+2*t5*t5*t12kP*t2*(t4*t4)
*t3P*k-t4P*t5*t1P*k*t7*t3P*t3-4*t2*(t3*t3)*t7*t3P*t42kP*t5*t1-t7*t3P*t4*t2P*k*t4P*t6-t4P
*t6*t2P*k*t2*t7*t3P*t4-t7*t3P*t6*t2P*k*t2*t4P*(t1*t1)*t3-t7*t3P*t6*t2P*k*t2*t4P*(t1*t1)
+2*t2*(t3*t3)*t7*t3P*t42kP*(t1*t1)-t7*t3P*t3*t4*t6*t2P*k*t4P*(t1*t1)*t2-t7*t3P*t2P*k*t4P
*t6-t7*t3P*(t1*t1)*t4*t2P*k*t4P*t6*t3-t7*t3P*t3*t2P*k*t4P*t6-t5*t5*t3P*(t3*t3)*t42kP
*(t1*t1)-2*t4P*t6*t4*t3P*k*t3*t5*t1P-4*t4P*t6*t4*t3P*k*t3*t5*t1P*t2+t7*t32kP*k*t4P+2
*t7*t32kP*(t1*t1)*t2*k*t6*t2P*t4+2*t7*t32kP*k*t4P*t1*t4+4*t7*t32kP*k*t5*t1P*t2*t4+t7*t32kP
*k*t4P*(t2*t2)+t7*t32kP*k*t4P*(t1*t1)+t7*t32kP*k*t4P*(t2*t2)*t4+2*t7*t32kP*k*t4P*t2*t4
+2*t7*t32kP*k*t5*t1P*t4*t1+4*t7*t32kP*k*t6*t2P*t1*t4+2*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*t1
+t2*(t3*t3)*t7*t3P*t4P*t6*t2P*t4-2*t4P*t5*t5*t1*t3P*k*t3*t1P+2*t5*t1P*t3P*k*t3*t4P-2
*t5*t1P*t1*(t2*t2)*t3P*k*t4P*t6+2*t2*(t3*t3)*t7*t3P*t4P*t5*t1P+t2*(t3*t3)*t7*t3P*t4P
*t6*t2P+(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P+4*t4P*t6*t6*t2*t4*t3P*(t3*t3)*t2P*t1+2*t4P
*t6*(t2*t2)*t4*t3P*(t3*t3)*t5*t1P+2*t4P*(t1*t1)*t3P*k*t6*t2P+4*t4P*t1*t3P*k*t6*t2P+2
*t7*t32kP*t1*t2*k*t6*t2P*(t4*t4)-4*t7*t32kP*t1*t2*k*t4P*t5*t4-4*t7*t32kP*t1*t2*k*t4P*t6*t4
+4*t4P*t2*t3P*(t3*t3)*t5*t6*t2P*t1+2*t4P*t2*t3P*(t3*t3)*t5*t6*t2P*t4+2*t4P*(t2*t2)*t3P
*(t3*t3)*t5*t5*t1P+2*t2*(t3*t3)*t7*t3P*t4P*t5*t1P*t4+4*t6*t6*t2P*t1*t2*t3P*(t3*t3)*t4P
+2*t5*t1P*t1*(t2*t2)*t3P*k*t4P-2*(t3*t3)*t3P*t4P*t5*t1P*t1-2*t5*t1P*t32kP*t3*t7*t1*t4
+4*t4P*t2*t3P*(t3*t3)*t5*t5*t1P*t4-2*t4P*t6*t6*t4*t3P*k*t3*t2P+4*t4P*t2*t3P*(t3*t3)*t5
*t5*t1P+2*t4P*t2*t3P*(t3*t3)*t5*t6*t2P+2*t5*t1P*t3P*t3*t4P*t7*t2+4*t5*t5*t1P*t3P*t3
*t4P*t2+2*t5*t5*t1P*t3P*t3*t4P*t1-2*t5*t5*t12kP*t3P*t3*t2*(t4*t4)+t42kP*t5*t5*(t1*t1)*t3P
*k*(t2*t2)-2*t4P*t4*t5*t1P*k*t1*t7*t3P*t2*t3-t4P*t4*t5*t1P*k*t1*t7*t3P*(t2*t2)*t3-t4P*t4
*t5*t1P*k*t1*t7*t3P*t3-t4P*t4*t5*t1P*k*t7*t3P-t4P*t4*t5*t1P*k*t7*t3P*(t2*t2)+2*t42kP
*(t1*t1)*t2*t3P*k*t3-t4P*t4*t5*t1P*k*t7*t3P*t3-2*t4P*t4*t5*t1P*k*t7*t3P*t2-t4P*t3*t5
*t1P*k*t1*t7*t3P-2*t42kP*t2*t3P*(t3*t3)*t5*t5*(t1*t1)-2*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t5*t1
+2*t42kP*t5*t5*(t1*t1)*t3P*k*t3*t2+2*t4P*t6*t4*t3P*t3*t5*t1P+2*t42kP*t2*t7*t3P*t3+t42kP
*(t2*t2)*t7*t3P*t3+2*t42kP*(t2*t2)*t7*t3P*t3*t1-t42kP*t5*(t1*t1)*(t2*t2)*t7*t3P*t3+t4P*t5
*t32kP*t3*t7*(t2*t2)-2*t5*t1P*t3P*t3*t6*t2P*t2+4*t5*t5*t1P*t3P*t3*t4P*t1*t2-2*t6*t6*t22kP
*t4*t3P*t3-8*t42kP*t6*t3P*k*t1*t2-(t3*t3)*t42kP*t6*t6*t3P+(t2*t2)*(t3*t3)*t7*t3P*t42kP
+2*(t3*t3)*(t1*t1)*t3P*t42kP*t6-4*t4P*t32kP*t3*t7*t1*t2+2*t42kP*t6*t3P*k*t5*t3+4*t42kP
*t6*t6*t3P*k*t1*t2-4*t5*t1P*t3P*t3*t4P*t1*t2+4*t42kP*t2*t3P*(t3*t3)*t5*(t1*t1)-2*t6*t2P
*(t4*t4)*t3P*t3*t5*t1P*t2*t1+4*t6*t2P*t4*t3P*t3*t4P*t5*t1*t2-2*t5*t1P*t32kP*t3*t7*(t2*t2)
*t4+4*t42kP*t5*t5*t1*t3P*k*t2+2*t42kP*t7*t3P*k*t5*t2*t3-4*t42kP*t3P*t3*t1*t2-t6*t6*t22kP
*(t4*t4)*t3P*t3*(t1*t1)-2*t6*t2P*t4*t32kP*t3*t7*(t1*t1)*t2+2*t42kP*t1*t7*t3P*k*t5*t3+t5*t5
*t12kP*t3P*k*t3-t4P*t4*t5*t1P*k*t1*t7*t3P*(t2*t2)-t4P*t5*t1P*k*t7*t3P-t4P*t5*t1P
*k*t7*t3P*t1-2*t4P*t5*t1P*k*t7*t3P*t2-t4P*t3*t5*t1P*k*t1*t7*t3P*(t2*t2)-t4P*(t2*t2)*t3
*t5*t1P*k*t7*t3P*t4-t4P*(t2*t2)*t3*t5*t1P*k*t7*t3P-2*t4P*t2*t3*t5*t1P*k*t7*t3P*t4+2*t4P
*t5*t32kP*t3*t7*t2*t4+t4P*t6*t3*t2P*t2*t7*t3P*(t1*t1)+2*t4P*t5*t1*t4*t32kP*t3*t7*(t2*t2)
+4*t42kP*t6*t3P*t3*t1+2*t42kP*t1*t7*t3P*k*t6*t3-t42kP*t5*t5*t3P*t3+t42kP*(t1*t1)*(t2*t2)
*t7*t3P*t3-2*t6*t2P*t4*t3P*t3*t4P*t2-t42kP*t3P*t3-t42kP*t6*t6*t3P*t3*(t1*t1)*(t2*t2)
+2*t6*t6*t22kP*(t4*t4)*t3P*k*t1-t5*t5*t12kP*t3P*(t3*t3)*(t4*t4)+t6*t6*t22kP*t3P*k*(t1*t1)-2
*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t6*(t1*t1)-8*t42kP*t1*t2*t3P*k*t3*t5+t42kP*t6*t6*(t2*t2)*t3P
*k*t3-2*t6*t2P*t1*t32kP*t3*t7*t2-2*(t3*t3)*(t1*t1)*t3P*t42kP*t6*t5+t42kP*t7*t3P*t3-4*t6*t6
*t22kP*t4*t3P*t3*t1-8*t42kP*t1*t2*t3P*k*t3*t6+2*t42kP*t3P*k*t2+2*t6*t6*t22kP*t3P*k*t1-2
*t42kP*t6*t3P*k+t42kP*t6*t6*t3P*k*(t2*t2)-2*(t3*t3)*t1*t7*t3P*t42kP*t5-4*t2*(t3*t3)*t7*t3P
*t42kP*t6*t1-2*(t2*t2)*(t3*t3)*t3P*t42kP*t1-t7*t3P*(t1*t1)*t4*t2P*k*t4P*t6-2*t7*t3P*t1
*t4*t2P*k*t4P*t6*t3-2*t5*t5*t12kP*t2*(t4*t4)*t3P*(t3*t3)-2*(t3*t3)*t6*t6*t22kP*t3P*t1*(t4
*t4)-4*t42kP*t2*t3P*k*t3*t5-t7*t3P*t3*t2P*k*t4P*t6*(t1*t1)-2*t7*t3P*t3*t2P*k*t4P*t6*t1-t42kP
*t5*t5*(t1*t1)*t3P*t3-2*t7*t3P*t6*t2P*k*t2*t4P*t1*t4-2*t42kP*t1*t7*t3P*k*(t2*t2)-2*t5*t5
*t12kP*t3P*(t3*t3)*t4+2*t4P*t6*t6*t3P*t3*t2P*(t1*t1)*t2+2*t42kP*t6*t6*t3P*k*t2-t5*t5*t12kP
*t3P*t3*(t2*t2)*(t4*t4)+t7*t3P*t4P*t3*t6*t2P-2*t5*t5*t12kP*t3P*t3*t2-2*t5*t1P*t3P*t3
*t4P*t1*(t2*t2)-2*t42kP*t6*(t1*t1)*t7*t3P*t3*t2+4*t42kP*t6*t2*t3P*k*t3*t5*(t1*t1)+4*t4P*t6
*t4*t3P*t3*t5*t1P*t2*t1-t42kP*t6*(t1*t1)*t7*t3P*t3*(t2*t2)+2*t5*t1P*t4*t7*t3P*t4P*t3*t2-t42kP
*t5*t7*t3P*t3-2*t5*t1P*t3P*t3*t4P*t1-4*t5*t1P*t3P*t3*t4P*t2-2*t42kP*t3P*t3*(t1*t1)
*t2-t5*t1P*t32kP*t3*t7*t1*(t2*t2)+2*t4P*t6*t4*t3P*t3*t5*t1P*(t2*t2)*t1+t42kP*t7*t3P*k*t5
*(t2*t2)*t3+2*t42kP*t5*t5*t3P*k*t2*t3+2*t4P*t6*t4*t3P*t3*t5*t1P*(t2*t2)+2*t42kP*(t1*t1)*t7
*t3P*k*t5*t2*t3+t4P*t6*t4*t32kP*t3*t7*(t1*t1)*(t2*t2)+t6*t6*t22kP*(t4*t4)*t3P*k*(t1*t1)+2*t42kP
*t1*(t2*t2)*t3P*k*t3-2*t42kP*t5*t3P*k*(t2*t2)-2*t42kP*t6*t3P*t3*t5*(t1*t1)*(t2*t2)+2*t42kP
*t6*t6*t3P*k*t1*t3-2*t4P*t32kP*t3*t7*(t1*t1)*t2+2*t6*t6*t2P*t4*t3P*t3*t4P*(t1*t1)*t2+2*t6
*t2P*t3P*t3*t4P*t5-t42kP*t5*t7*t3P*t3*(t1*t1)-2*t4P*t3P*t3*t6*t2P-2*t42kP*t6*t6*t3P
*t3*(t1*t1)*t2-2*t6*t2P*t4*t3P*t3*t4P-2*t5*t1P*t32kP*t3*t7*t2*(t4*t4)-2*t6*t2P*(t1*t1)*t3P
*t3*t4P+t5*t5*t12kP*(t2*t2)*t3P*k*t3*(t4*t4)+t4P*t6*t4*t32kP*t3*t7*(t2*t2)-2*t2*(t3*t3)*t7
*t3P*t42kP*t5-4*t42kP*t6*t3P*k*t2-2*t42kP*t6*t3P*k*(t2*t2)-4*t5*t1P*t32kP*t3*t7*t1*t2
*t4+2*t5*t5*t1P*t3P*t3*t4*t4P*t1+4*t5*t5*t1P*t3P*t3*t4*t4P*t2+t6*t2P*t4*t3P*t3*t4P
*t7+t42kP*(t1*t1)*t7*t3P*k*t5*(t2*t2)-4*t42kP*t1*(t2*t2)*t3P*k*t3*t5+2*t42kP*(t2*t2)*t3P
*(t3*t3)*t5*(t1*t1)+8*t2*(t3*t3)*t3P*t42kP*t6*t1+2*t4P*t5*(t1*t1)*t32kP*t3*t7*t2+t5*t5*t12kP
*t3P*k*(t2*t2)+2*t5*t5*t12kP*t2*t3P*k*t3-4*t42kP*t1*t3P*k*t3*t6-(t2*t2)*(t3*t3)*t7*t3P*t42kP
*t6+2*t42kP*t1*t7*t3P*k*t5+t42kP*t6*t6*t3P*k*(t1*t1)-t4P*t4*t32kP*t3*t7*(t1*t1)-2*t42kP
*t6*t3P*t3*t5*(t2*t2)+2*t6*t6*t22kP*t4*t3P*k*t3*(t1*t1)-t42kP*t3P*t3*(t2*t2)-t5*t1P*t32kP
*t3*t7*(t4*t4)+4*t42kP*t5*t1*t3P*k*t3*t6+2*t42kP*t3P*t3*t5-t5*t1P*t32kP*t3*t7*(t2*t2)*(t4
*t4)+2*t5*t5*t1P*t3P*t3*t4P+2*t6*t6*t22kP*(t4*t4)*t3P*k*t3*t1+(t2*t2)*(t3*t3)*t7*t3P*t42kP
*(t1*t1)-2*t6*t2P*t1*t3P*t3*t5*t1P*t2-2*t6*t2P*t1*t3P*t3*t5*t1P-t6*t6*t22kP*t3P*t3-t6
*t2P*(t4*t4)*t32kP*t3*t7*(t1*t1)*t2-t6*t2P*(t4*t4)*t32kP*t3*t7+t42kP*t5*t5*(t1*t1)*t3P*k-2
*t6*t2P*t4*t32kP*t3*t7*t2-4*t42kP*t5*t3P*k*t2+2*t6*t2P*t4*t3P*t3*t4P*t5-t6*t6*t22kP*(t4
*t4)*t3P*t3-(t3*t3)*t6*t6*t22kP*t3P*(t4*t4)-2*t6*t2P*t4*t32kP*t3*t7*(t1*t1)-t4P*t3*t4*t6
*t2P*k*t7*t3P-t7*t3P*(t1*t1)*t2P*k*t4P*t6-t5*t5*t3P*(t3*t3)*t42kP+2*t42kP*t1*t3P*k
+t6*t6*t22kP*t3P*k-2*t42kP*t6*t6*t3P*t3*t1*(t2*t2)+4*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t1-t42kP
*t3P*t3*(t1*t1)*(t2*t2)-2*t4P*(t1*t1)*t2*t4*t32kP*t3*t7+4*t6*t6*t22kP*t4*t3P*k*t3*t1+2*t42kP
*t5*t5*t1*t3P*k-2*t6*t6*t22kP*t1*t3P*t3-t4P*(t1*t1)*(t2*t2)*t4*t32kP*t3*t7-t42kP*t6*t6*t3P
*t3*(t2*t2)+2*t5*t5*t12kP*(t2*t2)*t4*t3P*k-2*t5*t5*t12kP*t3P*(t3*t3)*t2-t6*t2P*(t1*t1)*t32kP
*t3*t7-t4P*t4*t5*t1P*k*t1*t7*t3P-t4P*t5*t1P*k*t7*t3P*(t2*t2)-2*t4P*t2*t3*t5*t1P*k*t7
*t3P-2*t4P*t4*t5*t1P*k*t1*t7*t3P*t2-2*t4P*t3*t5*t1P*k*t1*t7*t3P*t2-t4P*(t2*t2)*t5*t1P
*k*t1*t7*t3P-t4P*t32kP*t3*t7*(t1*t1)*(t2*t2)-(t2*t2)*(t3*t3)*t7*t3P*t42kP*t5*(t1*t1)+2*t4P
*t6*t32kP*t3*t7*t1*(t2*t2)+2*t42kP*t1*t3P*k*(t2*t2)+2*t42kP*t1*t3P*k*t3+4*(t3*t3)*t1*t3P
*t42kP*t6+t6*t6*t22kP*(t4*t4)*t3P*k-2*(t3*t3)*t6*t6*t22kP*t3P*t1-2*t6*t2P*(t1*t1)*t3P*t3
*t4P*t2+2*t5*t5*t12kP*t2*t3P*k*t3*(t4*t4)-4*t42kP*t5*t5*t1*t3P*t3*t2-2*t42kP*t6*(t2*t2)*t3P
*k*t3-4*t42kP*t6*t3P*k*(t1*t1)*t2-2*t4P*t4*t32kP*t3*t7*t2-t5*t5*t12kP*(t2*t2)*(t4*t4)*t3P
*(t3*t3)+4*t42kP*t6*t1*t2*t7*t3P*k*t3+4*t42kP*t1*t7*t3P*k*t5*t2+2*t42kP*t1*t7*t3P*k*t5*(t2
*t2)-2*t42kP*t1*t7*t3P*k*t3+4*t42kP*t5*t5*t1*t3P*k*t3*t2-2*t42kP*t6*t3P*k*(t1*t1)-2*t4P
*t4*t32kP*t3*t7*t1+(t3*t3)*(t1*t1)*t7*t3P*t42kP-2*t6*t2P*(t4*t4)*t32kP*t3*t7*t1+2*(t2*t2)*(t3
*t3)*t3P*t42kP*t6*(t1*t1)+2*t42kP*t5*t5*(t1*t1)*t3P*k*t2-2*t42kP*t6*t3P*k*t3-t42kP*(t1
*t1)*t7*t3P*k+2*t2*(t3*t3)*t7*t3P*t42kP-4*t42kP*t6*t3P*k*t1-(t3*t3)*(t1*t1)*t7*t3P*t42kP
*t5-2*t42kP*t6*t6*t3P*t3*t1+4*t4P*t6*t3P*t3*t5*t1P*t2+2*t4P*t6*t3P*t3*t5*t1P+4*t4P
*t6*t6*t3P*t3*t2P*t1+4*t42kP*t6*(t2*t2)*t3P*k*t3*t5*t1-8*t42kP*t2*t3P*(t3*t3)*t5*t6*t1+2
*t6*t2P*t1*t3P*t3*t4P*t7-2*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t6*t1-4*t6*t2P*t1*t3P*t3*t4P-2
*t5*t1P*t3P*t3*t4*t4P+2*t5*t5*t1P*t3P*t3*t4P*(t2*t2)+t5*t1P*t3P*t3*t4P*t7*(t2*t2)-2
*t5*t1P*t3P*t3*t4*t4P*(t2*t2)+t4P*t5*t32kP*t3*t7-t42kP*(t2*t2)*t3P*(t3*t3)*t5*t5*(t1*t1)-t6
*t2P*t32kP*t3*t7-2*t42kP*(t1*t1)*(t2*t2)*t3P*k*t3*t6-t42kP*t7*t3P*k+4*t42kP*t6*t3P*t3
*t1*(t2*t2)-8*t42kP*t6*t3P*t3*t5*t1*t2+2*t42kP*t7*t3P*k*t6*t2*t3+2*t42kP*t1*t7*t3P*k*t6-4
*t6*t2P*t4*t3P*t3*t5*t1P*t1+2*t42kP*(t1*t1)*t3P*k*t2+8*t42kP*t5*t1*t3P*k*t6*t2+2*t4P
*t6*t3*t2P*t2*t7*t3P*t1-2*t4P*t2*t5*t1P*k*t1*t7*t3P-(t3*t3)*t6*t6*t22kP*t3P-2*t42kP*t6
*t3P*t3*t5+t7*t3P*(t2*t2)*t3*t4*t1P*t1*t4P*t5-2*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t5*t1-4*t5*t5
*t12kP*t2*t4*t3P*(t3*t3)+4*t5*t5*t12kP*t2*t3P*k*t3*t4+2*t42kP*t1*t7*t3P*k*t5*(t2*t2)*t3+t6
*t6*t22kP*(t4*t4)*t3P*k*t3*(t1*t1)+4*t5*t1P*t1*t2*t3P*k*t4P*t4+2*t4P*t6*(t2*t2)*t4*t3P
*(t3*t3)*t5*t1P*t1-2*t5*t5*t1P*t4*t3P*k*t4P*t1*(t2*t2)*t3-2*t5*t1P*t1*(t2*t2)*t3P*k*t4P
*t6*t4+2*t5*t1P*t3P*k*t3*t6*t2P*t2-2*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P*t4+2*t4P*t1*t3P*k
*t3*t5*t1P+2*t4P*t1*t3P*k*t3*t5*t1P*t4-2*t5*t5*t1P*t1*(t2*t2)*t3P*k*t4P*t4+4*t4P*t1*t3P
*k*t6*t2P*t3-2*t4P*t6*t1*(t2*t2)*t3P*k*t3*t5*t1P*t4+2*t6*t2P*t2*t4*t3P*k*t3*t4P*(t1*t1)
+2*t6*t2P*t2*(t4*t4)*t3P*k*t3*t5*t1P*t1+2*t6*t2P*t1*t3P*k*t3*t5*t1P*t2+2*t6*t2P*t1*t3P
*k*t3*t5*t1P+4*t6*t2P*t2*t4*t3P*k*t3*t5*t1P+2*t4P*t3P*k*t6*t2P-2*t4P*t6*t3P*k*t5*t1P
*(t2*t2)+2*t4P*(t1*t1)*t3P*k*t6*t2P*t3+4*t4P*t1*t3P*k*t6*t2P*t3*t4-2*t4P*t5*t5*t1*t3P
*k*t1P*t4-2*t6*t6*t2P*t2*t4*t3P*k*t3*t4P-2*t6*t2P*t2*t4*t3P*k*t3*t4P*t5-2*t4P*t6*t3P
*k*t5*t1P*t4*t1-2*t4P*t6*t3P*k*t5*t1P*t3*t1+2*t7*t32kP*k*t5*t1P*t2*(t4*t4)-2*t7*t32kP*k
*t4P*t5*t1*t4+2*t7*t32kP*k*t6*t2P*t1*(t4*t4)+4*t4P*t1*t3P*k*t6*t2P*t3*t2+4*t6*t2P*t2*t4
*t3P*k*t3*t5*t1P*t1-4*t2*(t3*t3)*t3P*t4P*t5*t1P*t4*t1-2*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P
*t1+2*t5*t1P*(t4*t4)*t3P*k*t6*t2P*t1*t3-4*t5*t5*t1P*t4*t3P*k*t4P*t1*t2*t3-2*t4P*t6*t3P
*k*t5*t1P*(t2*t2)*t4-4*t6*t2P*t4*t3P*k*t4P*t5*t1*t2-2*t4P*t5*(t1*t1)*t3P*k*t6*t2P*t2-2
*t5*t5*t1P*(t2*t2)*t3P*k*t3*t4P+4*t5*t1P*t2*t3P*k*t3*t4P-2*t4P*t6*t6*t3P*k*t2P*(t1
*t1)*t2-2*t4P*t6*t3P*k*t5*t1P*t1-2*t4P*t6*t6*t3P*k*t2P*(t1*t1)+(t3*t3)*(t1*t1)*t7*t3P*t4P
*t6*t2P+2*(t3*t3)*t1*t7*t3P*t4P*t6*t2P*t4-2*t4P*t6*t6*t2*t3P*k*t2P*t3+2*t4P*(t2*t2)*t3P
*(t3*t3)*t5*t5*t1P*t4-4*t6*t2P*t4*t3P*t3*t4P*t1+4*t4P*t6*t6*t3P*t3*t2P*t1*t2+4*t6*t2P
*t4*t3P*t3*t4P*t5*t1-t42kP*t7*t3P*k*t3+2*t6*t6*t22kP*t1*t3P*k*t3+4*t42kP*t1*t7*t3P*k
*t5*t2*t3-(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)-t5*t5*t12kP*t3P*t3-2*t5*t3P*(t3*t3)*t42kP*t6+2
*t42kP*t6*(t2*t2)*t3P*k*t3*t5-(t3*t3)*(t1*t1)*t3P*t42kP*t6*t6*(t2*t2)-4*t42kP*t5*(t1*t1)*t3P
*k*t2+2*t42kP*t6*(t1*t1)*t2*t7*t3P*k*t3-4*(t3*t3)*t6*t6*t22kP*t3P*t1*t4+2*t5*t5*t12kP*(t2*t2)
*t3P*k*t3*t4-2*t42kP*t7*t3P*k*t2*t3+2*t5*t5*t12kP*t3P*k*t4+4*t6*t2P*t1*t3P*t3*t4P*t5
+2*t6*t6*t2P*t4*t3P*t3*t4P+t42kP*(t1*t1)*t7*t3P*t3+t4P*t5*(t1*t1)*t4*t32kP*t3*t7-t42kP
*(t1*t1)*t7*t3P*k*(t2*t2)*t3-2*t2*(t3*t3)*t7*t3P*t42kP*t6*(t1*t1)+2*t6*t2P*(t1*t1)*t3P*t3*t4P
*t5-2*t6*t2P*t2*t3P*t3*t4P+2*t6*t2P*t4*t3P*t3*t4P*t5*(t1*t1)-2*t42kP*t5*t3P*k-(t3*t3)
*t3P*t42kP*(t1*t1)-2*(t3*t3)*t3P*t42kP*t1-t5*t5*t12kP*t3P*(t3*t3)+2*t42kP*t5*(t1*t1)*t3P
*k*t6+2*t42kP*t5*t5*t1*t3P*k*t3*(t2*t2)-4*(t3*t3)*t1*t3P*t42kP*t6*t5+2*t42kP*t6*t3P*t3*(t1
*t1)-4*t42kP*t6*t3P*k*t1*(t2*t2)+t4P*t5*t32kP*t3*t7*t4-2*t4P*t32kP*t3*t7*t2-2*t42kP*t2
*t3P*(t3*t3)*t5*t5-2*t2*(t3*t3)*t3P*t42kP-2*t42kP*t1*t7*t3P*k+t42kP*t7*t3P*k*t5*t3+t42kP
*t3P*k*(t2*t2)+t42kP*t6*(t1*t1)*(t2*t2)*t7*t3P*k*t3-2*t5*t5*t3P*(t3*t3)*t42kP*t1-t5*t1P*t32kP
*t3*t7*t1*(t4*t4)-2*t5*t5*t12kP*(t2*t2)*t4*t3P*(t3*t3)-t42kP*t7*t3P*k*(t2*t2)+t5*t5*t12kP*(t2
*t2)*(t4*t4)*t3P*k-t42kP*t6*t6*t3P*t3+t42kP*t6*t6*(t2*t2)*t3P*k*t3*(t1*t1)-4*t42kP*t5*t1
*t3P*k+4*t42kP*t1*t7*t3P*k*t6*t2+2*t42kP*t7*t3P*k*t5*t2-2*t4P*t1*(t2*t2)*t4*t32kP*t3*t7-4
*t42kP*t6*t3P*t3*t5*t1*(t2*t2)+t42kP*t5*t5*t3P*k-2*t42kP*(t1*t1)*(t2*t2)*t3P*k*t3*t5+t42kP
*t5*t5*(t1*t1)*t3P*k*t3*(t2*t2)-2*t42kP*t6*t6*t3P*t3*t2+8*t42kP*t5*t1*t3P*t3*t2-2*t42kP*t3P
*t3*t1-4*t42kP*t6*t3P*t3*t5*(t1*t1)*t2-2*t6*t2P*(t4*t4)*t32kP*t3*t7*t1*t2-2*t42kP*t5*(t1*t1)
*t3P*k*t3-(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)*(t4*t4)-(t3*t3)*(t1*t1)*t3P*t42kP*t6*t6+2*t42kP
*t6*t1*(t2*t2)*t7*t3P*k*t3+t42kP*t7*t3P*k*t5+2*t5*t5*t1P*t3P*t3*t4P*t1*(t2*t2)+2*t5*t5*t1P
*t3P*t3*t4*t4P*(t2*t2)+t4P*t5*t32kP*t3*t7*(t2*t2)*t4+2*t42kP*t6*t6*t3P*k*t1-(t3*t3)*t7*t3P
*t42kP*t6-(t2*t2)*(t3*t3)*t42kP*t6*t6*t3P+2*t42kP*(t2*t2)*t3P*(t3*t3)*t5+2*(t3*t3)*t3P*t42kP
*t6+t42kP*t6*t6*t3P*k*(t1*t1)*(t2*t2)-2*(t3*t3)*(t1*t1)*t3P*t42kP*t6*t6*t2-2*t6*t6*t22kP*t4
*t3P*t3*(t1*t1)-2*(t3*t3)*t1*t3P*t42kP*t6*t6*(t2*t2)+t4P*t6*t3*t2P*t2*t7*t3P-2*t5*t1P*t3P
*t3*t4*t4P*t1-2*t42kP*t6*t1*t7*t3P*t3-2*t42kP*t6*(t2*t2)*t7*t3P*t3*t1+t6*t2P*(t1*t1)*t3P
*t3*t4P*t7+4*t6*t2P*t1*t3P*t3*t4P*t5*t2+t4P*t6*t32kP*t3*t7+t42kP*t6*t6*t3P*k*(t1*t1)
*t3-4*t42kP*t5*t1*t3P*k*t3+4*t4P*t5*t1*t32kP*t3*t7*t2-2*t2*(t3*t3)*t7*t3P*t42kP*t6-2*t42kP
*t5*t7*t3P*t3*(t1*t1)*t2-4*t6*t2P*t4*t3P*t3*t5*t1P-t42kP*(t1*t1)*t7*t3P*k*(t2*t2)+2*t4P
*t6*t4*t3P*t3*t5*t1P*t1+t42kP*t7*t3P*k*t6*(t2*t2)*t3+4*t42kP*t6*t6*t2*t3P*k*t3*t1-2*t2*(t3
*t3)*t3P*t42kP*(t1*t1)+2*t42kP*t5*(t1*t1)*t3P*t3*(t2*t2)-2*t42kP*t6*t3P*k*(t1*t1)*(t2*t2)-2
*t42kP*t5*t5*t1*t3P*t3*(t2*t2)-t5*t5*t12kP*t3P*(t3*t3)*(t2*t2)-2*(t3*t3)*t1*t3P*t42kP*t6
*t6-(t2*t2)*(t3*t3)*t7*t3P*t42kP*t5-t4P*t4*t32kP*t3*t7-(t3*t3)*t7*t3P*t42kP*t5-4*t42kP
*t6*t3P*t3*t5*t2+t6*t6*t22kP*(t4*t4)*t3P*k*t3+2*t4P*t5*t1*t32kP*t3*t7+2*t42kP*t3P*t3*t5
*(t2*t2)+2*t42kP*t6*t6*t2*t3P*k*t3-2*t42kP*t1*t7*t3P*k*(t2*t2)*t3-t5*t1P*t32kP*t3*t7+t42kP
*t7*t3P*k*t6-2*t42kP*t5*t7*t3P*t3*t2-2*t42kP*t5*t7*t3P*t3*t1-4*t42kP*t5*t7*t3P*t3*t1*t2
+2*t5*t5*t12kP*t3P*k*t2-2*t4P*t32kP*t3*t7*t1*(t2*t2)+2*t42kP*t6*t3P*t3*(t1*t1)*(t2*t2)-(t3
*t3)*t3P*t42kP+t42kP*(t1*t1)*t3P*k*t3+2*t6*t6*t2P*t4*t3P*t3*t4P*(t1*t1)+t6*t2P*t4*t3P
*t3*t4P*t7*(t1*t1)-2*t6*t2P*(t4*t4)*t3P*t3*t5*t1P*t2+t4P*t5*(t2*t2)*t3*t1P*t1*t7*t3P+2
*t42kP*t6*t6*t3P*k*(t1*t1)*t2-2*t6*t2P*t1*t32kP*t3*t7+t4P*t6*t32kP*t3*t7*(t1*t1)-2*t2*(t3
*t3)*t42kP*t6*t6*t3P+2*t42kP*t5*t5*t1*t3P*k*t3+4*(t2*t2)*(t3*t3)*t3P*t42kP*t6*t1-2*t42kP
*(t2*t2)*t3P*(t3*t3)*t5*t6-4*t42kP*(t1*t1)*t2*t3P*k*t3*t5+2*t4P*t6*t32kP*t3*t7*t2-(t3*t3)*(t1
*t1)*t7*t3P*t42kP*t6+2*(t3*t3)*t1*t7*t3P*t42kP+2*t42kP*(t1*t1)*t7*t3P*k*t6*t2-4*t42kP*t1
*t7*t3P*k*t2-2*t6*t2P*t4*t32kP*t3*t7+t4P*t6*t4*t32kP*t3*t7*(t1*t1)-2*t42kP*t5*t5*t1*t3P
*t3-t42kP*(t2*t2)*t3P*(t3*t3)*t5*t5+t42kP*t7*t3P*k*t6*(t2*t2)+4*t42kP*t5*t1*t3P*t3-t6*t2P
*(t1*t1)*t32kP*t3*t7*t2+2*t4P*t6*t32kP*t3*t7*(t1*t1)*t2-4*t6*t2P*t4*t32kP*t3*t7*t1*t2+2*t4P
*t5*t1*t32kP*t3*t7*(t2*t2)+t4P*t6*t4*t32kP*t3*t7+4*t42kP*t6*t2*t3P*k*t3*t5+t4P*t5*(t1*t1)
*t32kP*t3*t7+2*t6*t6*t22kP*t4*t3P*k*(t1*t1)-t5*t1P*t32kP*t3*t7*(t2*t2)-8*t42kP*t5*t1*t3P
*k*t2+2*t42kP*t7*t3P*k*t6*t2+t5*t5*t12kP*t3P*k*t3*(t4*t4)-2*t42kP*t5*t5*(t1*t1)*t3P*t3*t2
+2*t4P*t6*t6*t3P*t3*t2P+2*t4P*t6*t6*t3P*t3*t2P*t2-t4P*t4*t32kP*t3*t7*(t2*t2)+t5*t5*t12kP
*t3P*k-4*t42kP*t6*t6*t3P*t3*t1*t2+4*t42kP*t3P*t3*t5*t2-t6*t2P*t2*t32kP*t3*t7-t42kP*(t1
*t1)*t7*t3P*k*t3-2*t5*t1P*t3P*t3*t4P*(t2*t2)-2*t5*t1P*t32kP*t3*t7*t1*t2*(t4*t4)+4*t42kP
*t5*t1*t3P*t3*(t2*t2)+t5*t5*t12kP*t3P*k*(t4*t4)-2*t42kP*(t2*t2)*t3P*k*t3*t5+t4P*t5*(t1*t1)
*t4*t32kP*t3*t7*(t2*t2)+t42kP*t7*t3P*k*t5*(t2*t2)-2*(t3*t3)*t1*t7*t3P*t42kP*t6+4*(t3*t3)*t3P
*t42kP*t5*t1-4*t2*(t3*t3)*t3P*t42kP*t1+2*t5*t5*t1P*t3P*t3*t4*t4P+2*t4P*t6*t3P*t3*t5*t1P
*t1+2*t42kP*t6*t3P*k*t5+t7*t3P*t4*t2P*t2*t4P*t6*t3-t6*t2P*(t4*t4)*t32kP*t3*t7*(t1*t1)-2
*(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)*t4-4*t42kP*t2*t3P*(t3*t3)*t5*t6*(t1*t1)+t42kP*(t1*t1)*t7*t3P
*k*t6+t42kP*t5*t5*(t1*t1)*t3P*k*t3-2*t6*t2P*(t4*t4)*t3P*t3*t5*t1P*t1-t42kP*t6*(t1*t1)*t7
*t3P*t3)
if (k > 0) test <- abs(A37/a[3,7])
a[3,7] <- a[3,7] + A37
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
a
}
adw96/CatchAll documentation built on May 28, 2019, 3:55 p.m.
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Defines functions SEFourMixedExpA3
SEFourMixedExpA3 <- function(t1, t2, t3, t4, t5, t6, t7, a, sHatSubset) {
Criteria <- 0.0000000000000001
maxIter <- 100000
test <- 100.0
k <- 0
t33P <- pow(t3,3)
t34P <- pow(t3,4)
t3aP <- pow((1+t3),(-3))
t3bP <- pow(t3,(-2))
##A33
while (test > criteria & k < maximumIteration) {
t1P <- pow((t1/(1+t1)),k)
t2P <- pow((t2/(1+t2)),k)
t3P <- pow((t3/(1+t3)),k)
t4P <- pow((t4/(1+t4)),k)
t12kP <- pow((t1/(1+t1)),(2*k))
t22kP <- pow((t2/(1+t2)),(2*k))
t32kP <- pow((t3/(1+t3)),(2*k))
t42kP <- pow((t4/(1+t4)),(2*k))
t33kP <- pow((t3/(1+t3)),(3*k))
A33 <- t3aP*t3bP*pow(t7*t3P+t6*t2P+t5*t1P+t4P-t4P*t5*t1*t2*t3+t5*t1P*t2+t6*t2P*t4+t6*t2P
*t3+t6*t2P*t1+t7*t3P*t4+t7*t3P*t2+t7*t3P*t1-t4P*t6*t2-t4P*t7*t3-t4P*t5*t1+t4P*t2*t3-t4P
*t5*t3-t4P*t5*t2+t4P*t1*t3-t4P*t6*t3-t4P*t6*t1+t4P*t1*t2-t4P*t7*t2-t4P*t7*t1+t5*t1P*t4
+t5*t1P*t3+t4P*t3-t4P*t5-t4P*t6-t4P*t7+t4P*t2+t4P*t1+t5*t1P*t2*t4+t5*t1P*t3*t4+t5*t1P
*t2*t3+t6*t2P*t1*t4+t6*t2P*t3*t4+t6*t2P*t1*t3+t7*t3P*t2*t4+t7*t3P*t1*t2+t7*t3P*t1*t4-t4P
*t7*t1*t2-t4P*t6*t2*t3-t4P*t6*t1*t2-t4P*t7*t2*t3-t4P*t7*t1*t3-t4P*t6*t1*t3-t4P*t5*t1*t2-t4P
*t5*t1*t3-t4P*t5*t2*t3+t4P*t1*t2*t3-t4P*t6*t1*t2*t3+t5*t1P*t2*t3*t4+t6*t2P*t1*t3*t4+t7*t3P
*t1*t2*t4-t4P*t7*t1*t2*t3,-2)*t7*(-4*(t2*t2)*t34P*t7*t7*t3P*t42kP*t1+4*t34P*(t1*t1)*t7*t3P
*t42kP+8*t33P*t3P*t42kP*t5*(t1*t1)-2*(t2*t2)*t34P*t3P*t42kP*(t1*t1)-4*t42kP*t2*t3P
*k*k*(t1*t1)*t3+2*t42kP*t5*t5*t3P*k*t2-t6*t6*t22kP*t3P*k*k*(t4*t4)+16*t42kP*t1*t2*t3P*k*t33P-4
*t42kP*t6*t6*t3P*k*k*t3*t2-8*t42kP*t6*t3P*k*k*t3*t5*t2+8*t42kP*t6*t6*t3P*k*t1*t33P+12*t42kP
*(t1*t1)*t7*t3P*k*t5*(t2*t2)*t3+t4P*t7*t7*t32kP*k*k*(t1*t1)*(t2*t2)*t4-2*t34P*t6*t6*t22kP*t3P
+t42kP*t7*t7*t3P*k+t7*t7*t33kP*k*(t2*t2)+8*t42kP*t2*t3P*(t3*t3)*t5+4*t7*t7*t33kP*t1*t2*k-2
*t42kP*t7*t3P*k*k*t6*(t2*t2)*(t3*t3)-2*t4P*t4*t32kP*k*k*t7*t1-t6*t2P*t2*t32kP*k*k*t3*t7-4
*(t2*t2)*t33P*t7*t7*t3P*t42kP*(t1*t1)+18*t42kP*t5*t5*t1*t3P*k*(t3*t3)+2*t42kP*t5*(t1*t1)
*t3P*k*t6*(t2*t2)-2*t5*t5*t12kP*(t2*t2)*t3P*k*k*t3*(t4*t4)-t6*t2P*(t4*t4)*t32kP*k*k*t3*t7+2
*t4P*t5*t1*t4*t32kP*k*k*t7+12*t6*t6*t22kP*t4*t3P*k*t3+18*t6*t6*t22kP*t1*t3P*k*(t3*t3)+8*t42kP
*t7*t3P*k*k*t1*t3-18*t42kP*t6*t3P*k*(t3*t3)-16*t2*t33P*t7*t7*t3P*t42kP*t1+12*t42kP*(t1
*t1)*t7*t3P*k*t6*t3-24*t42kP*(t1*t1)*t2*t3P*k*t3*t6-2*t42kP*t7*t3P*k*k*t6-36*t42kP*t7*t3P
*k*t2*(t3*t3)-4*t34P*t7*t3P*t42kP*t5+2*t42kP*t6*t6*t3P*k*t1*(t2*t2)+12*t42kP*t6*t6*t2*t3P
*k*t3*(t1*t1)-2*t4P*(t2*t2)*t32kP*k*k*t7*t1*t3-t4P*(t2*t2)*t32kP*k*k*t7+t42kP*t3P*k+8*t42kP
*(t2*t2)*t3P*t33P*t5*(t1*t1)+t4P*t5*t32kP*k*k*t7*t4-2*t5*t5*t12kP*t3P*k*k*t4-2*(t2*t2)*(t3
*t3)*t3P*t42kP-t4P*t32kP*k*k*t7+t42kP*(t1*t1)*t3P*k-4*t42kP*t7*t3P*k*t2-2*t42kP*t5
*t5*t3P*k*k*t1*(t3*t3)-8*t42kP*t2*t3P*(t3*t3)*t5*t5*t1+36*t42kP*t6*t2*t3P*k*(t3*t3)*t5*(t1
*t1)-2*t42kP*t6*t6*t1*t3P*k*k+16*t33P*t1*t7*t3P*t42kP-16*t42kP*(t1*t1)*t2*t3P*k*t33P
*t6-2*t42kP*t7*t7*t3P*k*k*t1*(t3*t3)-4*t5*t5*t12kP*t2*t3P*k*k*t3*(t4*t4)-2*t42kP*t6*t6*(t1
*t1)*t3P*k*k*t2*(t3*t3)-2*t42kP*t3P*k*k*t3-8*t5*t5*t12kP*t33P*t4*t3P-8*t42kP*(t2*t2)*t3P
*(t3*t3)*t5*t6*t1+4*(t2*t2)*t34P*t7*t3P*t42kP*(t1*t1)+8*t42kP*t6*t1*t3P*k*k*t3-t6*t2P*(t1
*t1)*t7*t32kP*k*k*(t4*t4)-t5*t1P*(t2*t2)*t7*t32kP*k*k*t1*(t4*t4)*t3+12*t42kP*t2*t3P*k*t3-t4P
*(t2*t2)*t32kP*k*k*t7*t3-16*t42kP*t2*t3P*t33P*t5*t6-4*t6*t2P*t1*t7*t32kP*k*k*t2*t4-4*t42kP
*t1*(t2*t2)*t7*t3P*k*k*(t3*t3)*t5-t5*t1P*t32kP*k*k*t7*(t4*t4)*t3-2*t42kP*t6*t6*t1*t3P*k*k*(t3
*t3)-4*t42kP*t7*t7*t3P*k*k*t1*t2+t7*t7*t33kP*k*(t1*t1)*(t4*t4)+16*t2*t34P*t42kP*t6*t3P*t1-36
*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t2+t4P*t7*t7*t32kP*k*k*(t1*t1)*(t2*t2)+2*t42kP*t7*t3P*k*k
*(t2*t2)*(t3*t3)+4*t42kP*t6*(t1*t1)*t3P*k*k*t2*(t3*t3)+12*t5*t5*t12kP*t3P*k*t3*t4-t4P*t4*t32kP
*k*k*t7*(t1*t1)+2*t4P*t5*t2*t4*t32kP*k*k*t7*t3+2*t4P*t5*t32kP*k*k*t7*t1*(t2*t2)*t3+4*t42kP
*(t2*t2)*t3P*t34P*t5*(t1*t1)+t4P*t6*(t1*t1)*t32kP*k*k*t7-4*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t6
*(t1*t1)+16*t2*t34P*t7*t3P*t42kP*t1+18*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t5*(t2*t2)-2*(t2*t2)
*t34P*t42kP*t6*t6*t3P*(t1*t1)+4*t42kP*t7*t3P*k*k*t2*(t3*t3)+18*t42kP*t1*(t2*t2)*t3P*k*(t3
*t3)-4*t42kP*t6*t1*t3P*k*k*t5*(t3*t3)+8*t2*(t3*t3)*t3P*t42kP*t6*(t1*t1)+4*t4P*t7*t7*t32kP
*k*k*t1*t2*t4-2*t42kP*(t2*t2)*t3P*t34P*t5*t5+8*(t2*t2)*t33P*t42kP*t6*t3P-2*t5*t5*t12kP
*t34P*t3P+4*(t3*t3)*t7*t3P*t42kP+6*t42kP*t3P*k*t3+2*t42kP*t7*t3P*k*k+16*t2*(t3*t3)*t7
*t3P*t42kP*t1+2*t42kP*(t1*t1)*t7*t3P*k*t6*(t2*t2)+16*t42kP*t1*t7*t3P*k*t33P*t5+8*t42kP
*t5*t3P*k*k*t1*(t2*t2)*t3-8*t2*(t3*t3)*t7*t3P*t42kP*t5*(t1*t1)-4*t42kP*t6*t6*(t1*t1)*t3P*k
*k*t2*t3-4*(t3*t3)*t6*t6*t22kP*t3P*t4-12*t4P*t3*t4*t6*t2P*k*t2*t7*t3P-4*t7*t3P*t1*t2P*k
*t4P*t6+2*t4P*t6*t2P*k*k*t7*t3P-24*t7*t3P*t6*t2P*k*t2*t4P*t1*t3-8*t42kP*(t1*t1)*t7*t3P
*k*t33P*(t2*t2)-4*t4P*t2*t32kP*k*k*t7*t1-4*t7*t3P*t6*t2P*k*t2*t4P*t1-2*t7*t3P*t6*t2P
*k*t2*t4P*(t1*t1)*t4-16*t42kP*t5*t1*t3P*k*t33P+2*t7*t7*t33kP*k*t2+t4P*t7*t7*t32kP*k*k+12
*t42kP*(t1*t1)*t7*t3P*k*t5*t3-8*t2*t34P*t7*t3P*t42kP*t6+8*t6*t6*t22kP*t1*t3P*k*t33P-2
*t42kP*t7*t7*t3P*k*k*(t1*t1)*t3-8*(t2*t2)*t33P*t7*t3P*t42kP*t6-2*t6*t6*t22kP*(t4*t4)*t3P
*k*k*t3-2*t42kP*t5*t5*t3P*k*k*t2-4*t5*t5*t12kP*t2*t3P*k*k*(t3*t3)*t4-4*t33P*(t1*t1)*t3P*t42kP
*t6*t6-8*(t2*t2)*t33P*t7*t7*t3P*t42kP*t1-4*t5*t5*t12kP*t2*t3P*k*k*t4+8*t42kP*t6*(t2*t2)*t3P
*k*t33P*t5-t42kP*t6*t6*(t1*t1)*t3P*k*k+16*t2*t33P*t42kP*t6*t3P*(t1*t1)-4*t33P*t6*t6*t22kP
*t3P+2*t4P*t5*t32kP*k*k*t7*(t1*t1)*t2*t3-4*t42kP*t2*t3P*k*k*t3-8*t42kP*t1*t2*t7*t3P*k*k
*(t3*t3)*t5-4*t33P*(t4*t4)*t6*t6*t22kP*t3P*(t1*t1)+4*t42kP*(t1*t1)*t7*t7*t3P*k*t33P+32*t2
*t33P*t42kP*t6*t3P*t1-t6*t2P*(t1*t1)*t7*t32kP*k*k*t3*t2+2*t6*t6*t22kP*t4*t3P*k+12*t42kP
*t5*(t1*t1)*t3P*k*t3*t6-4*t42kP*t7*t3P*k*k*t6*t3+4*t42kP*(t1*t1)*t7*t3P*k*t5*t2+t4P*t5*t32kP
*k*k*t7*(t1*t1)-t42kP*t6*t6*(t1*t1)*t3P*k*k*(t2*t2)*(t3*t3)+t42kP*(t1*t1)*t3P*k*(t2*t2)+2*t7
*t7*t33kP*t1*(t2*t2)*k+2*t42kP*(t1*t1)*t7*t3P*k*t5-4*t42kP*t6*t6*t1*t3P*k*k*t2-2*t42kP*t1
*(t2*t2)*t7*t7*t3P*k*k*(t3*t3)+4*(t3*t3)*t3P*t42kP*t5*(t1*t1)-4*t33P*t7*t7*t3P*t42kP+4*t6
*t6*t22kP*t4*t3P*k*t1+18*t5*t5*t12kP*t4*t3P*k*(t3*t3)+4*t34P*t3P*t42kP*t5*(t1*t1)+t42kP
*t6*t6*t3P*k+t7*t7*t33kP*k*(t4*t4)+9*t5*t5*t12kP*(t4*t4)*t3P*k*(t3*t3)-2*(t2*t2)*(t3*t3)*t3P
*t42kP*(t1*t1)+4*t42kP*t5*t1*t3P*k*t6-36*t42kP*t1*(t2*t2)*t3P*k*(t3*t3)*t6-2*t42kP*t5*(t1
*t1)*t3P*k+16*t42kP*t2*t3P*(t3*t3)*t5*t1+4*t42kP*t7*t3P*k*k*t1+4*t5*t5*t12kP*t2*t4*t3P
*k+8*t6*t6*t22kP*t4*t3P*k*t33P*(t1*t1)+16*t42kP*(t2*t2)*t3P*t33P*t5*t1+8*(t2*t2)*t34P*t42kP
*t6*t3P*t1-2*t42kP*(t2*t2)*t3P*t34P*t5*t5*(t1*t1)-8*t2*t33P*t3P*t42kP*(t1*t1)+4*t42kP
*t7*t3P*k*k*t1*(t3*t3)-t42kP*t7*t7*t3P*k*k*(t1*t1)*(t3*t3)+4*t42kP*t7*t3P*k*k*t1*(t2*t2)-4
*t2*(t3*t3)*t7*t7*t3P*t42kP+2*t42kP*t5*t3P*k*k*(t3*t3)+8*t42kP*t6*t6*t2*t3P*k*t33P*(t1
*t1)+2*t4P*t6*t1*t32kP*k*k*t7*t3-4*(t2*t2)*t34P*t7*t3P*t42kP*t6+36*t42kP*t6*(t2*t2)*t3P
*k*(t3*t3)*t5*t1-t42kP*t5*t5*t3P*k*k+9*t42kP*t5*t5*t3P*k*(t3*t3)+2*t4P*t6*(t1*t1)*t32kP*k
*k*t7*t2*t4-16*t42kP*t1*t7*t3P*k*t33P+t4P*t6*t32kP*k*k*t7*(t2*t2)*t4+4*t42kP*t1*t3P*k*t2
+18*t42kP*t1*t7*t7*t3P*k*(t3*t3)*(t2*t2)-4*t42kP*t2*t3P*k*k*t1+t4P*t5*(t1*t1)*t4*t32kP*k
*k*t7+8*t42kP*(t1*t1)*t7*t3P*k*t33P*t5*(t2*t2)-2*t42kP*t6*t3P*k*k*(t3*t3)*t5*(t2*t2)+48*t42kP
*t6*t2*t3P*k*t3*t5*t1+2*t42kP*t5*t3P*k*k+4*(t3*t3)*t3P*t42kP*t5+8*t33P*t3P*t42kP*t6-2
*t34P*t3P*t42kP*(t1*t1)-4*t2*t34P*t3P*t42kP-24*t42kP*t1*(t2*t2)*t3P*k*t3*t6-4*t5*t5*t12kP
*t3P*k*k*t3*t4-12*t42kP*(t1*t1)*t3P*k*t3*t6+4*(t2*t2)*t34P*t7*t3P*t42kP+2*t42kP*t6*t3P
*k*t5*(t2*t2)-8*t42kP*(t2*t2)*t3P*k*t33P*t5-12*t42kP*t7*t3P*k*(t2*t2)*t3+4*(t2*t2)*t34P*t42kP
*t6*t3P*(t1*t1)-8*t42kP*t6*t1*t3P*k*k*t5*t2-4*t6*t6*t22kP*t1*t3P*k*k*t3*(t4*t4)-8*t2*t33P
*t7*t7*t3P*t42kP+2*t4P*t6*t1*t32kP*k*k*t7-2*t4P*t4*t32kP*k*k*t7*(t1*t1)*t2*t3-8*t42kP*t2
*t3P*t33P*t5*t5*(t1*t1)+4*t5*t5*t12kP*(t4*t4)*t3P*k*t33P+2*t4P*t5*t32kP*k*k*t7*(t1*t1)
*t2+6*t6*t6*t22kP*(t1*t1)*t3P*k*t3-4*t33P*t3P*t42kP*(t1*t1)-2*t34P*t7*t7*t3P*t42kP+2
*t4P*t7*t7*t32kP*k*k*t2*t4+2*t4P*t7*t7*t32kP*k*k*t1*(t2*t2)-8*t2*t34P*t7*t7*t3P*t42kP*t1
+4*t42kP*t5*(t1*t1)*t3P*k*t6*t2-2*t42kP*t7*t3P*k*k*t5*(t3*t3)-2*t4P*t2*t32kP*k*k*t7*(t1*t1)
*t3+36*t42kP*t1*t7*t3P*k*(t3*t3)*t6+4*t6*t6*t22kP*(t1*t1)*t3P*k*t33P-18*t42kP*t6*(t2*t2)
*t3P*k*(t3*t3)+2*t4P*t5*t32kP*k*k*t7*t2+4*t42kP*t6*t1*t3P*k*k*(t2*t2)+2*t42kP*t5*t3P*k
*k*(t2*t2)+8*t34P*t1*t7*t3P*t42kP-2*t5*t5*t12kP*t2*t3P*k*k*(t3*t3)*(t4*t4)-2*t6*t2P*t1*t7
*t32kP*k*k*t2*(t4*t4)-16*t42kP*t1*(t2*t2)*t3P*k*t33P*t6+t42kP*t5*t5*t3P*k*(t2*t2)+2*t4P
*t6*t1*t32kP*k*k*t7*(t2*t2)-t6*t2P*(t1*t1)*t7*t32kP*k*k*t2*(t4*t4)-36*t42kP*t6*t2*t3P*k*(t3
*t3)+t4P*t5*t32kP*k*k*t7*t3+6*t42kP*(t1*t1)*t7*t7*t3P*k*(t2*t2)*t3-2*(t2*t2)*(t3*t3)*t7*t7*t3P
*t42kP-4*(t2*t2)*t34P*t7*t3P*t42kP*t5*(t1*t1)-2*t42kP*t5*t5*t3P*k*k*t1*(t2*t2)+6*t42kP
*t5*t5*t3P*k*t3+24*t42kP*t1*t2*t3P*k*t3-16*(t2*t2)*t33P*t7*t3P*t42kP*t6*t1-4*t42kP*t5*t5
*t3P*k*k*t1*t2-4*t42kP*t7*t3P*k*k*t6*(t2*t2)*t3+4*t42kP*t1*t7*t3P*k*t6*(t2*t2)+6*t5*t5*t12kP
*(t2*t2)*t3P*k*t3+2*t4P*t7*t7*t32kP*k*k*t1*t3+t7*t7*t33kP*(t1*t1)*(t2*t2)*k*(t4*t4)-4*t42kP
*t5*t5*t3P*k*k*t1*t2*(t3*t3)-32*t42kP*t1*t2*t3P*k*t33P*t6-2*t42kP*t6*t6*(t1*t1)*t3P*k*k*t2
+12*t42kP*t6*t6*(t2*t2)*t3P*k*t3*t1+4*(t2*t2)*(t3*t3)*t3P*t42kP*t6+4*t6*t6*t22kP*(t4*t4)*t3P
*k*t33P*(t1*t1)-4*t4P*t4*t32kP*k*k*t7*t1*t2+6*t6*t6*t22kP*t3P*k*t3-8*t42kP*t5*(t1*t1)*t3P
*k*t33P+8*t42kP*t7*t3P*k*t6*t33P-4*t42kP*(t2*t2)*t3P*k*k*t1*t3-t6*t2P*(t1*t1)*t7*t32kP
*k*k+6*t42kP*(t2*t2)*t3P*k*t3+t4P*(t1*t1)*(t2*t2)*t7*t7*t32kP*k*k*t3-4*t6*t6*t22kP*t1*t3P
*k*k*(t3*t3)*t4+4*t42kP*t7*t3P*k*k*(t1*t1)*t2-2*t6*t6*t22kP*(t1*t1)*t3P*k*k*t3*(t4*t4)+8*t42kP
*(t1*t1)*t2*t7*t3P*k*k*t3+t4P*t5*t32kP*k*k*t7*(t1*t1)*(t2*t2)*t3+2*t4P*t5*t32kP*k*k*t7*t1-2
*t5*t1P*t2*t7*t32kP*k*k*t1+2*t42kP*t5*t5*t1*t3P*k*(t2*t2)+4*t6*t6*t22kP*(t4*t4)*t3P*k*t33P-12
*t42kP*t5*t3P*k*t3-8*t5*t5*t12kP*t2*t34P*t4*t3P-24*t42kP*(t1*t1)*t7*t3P*k*t2*t3-2*t5*t5
*t12kP*(t2*t2)*t3P*k*k*t3+4*t42kP*t6*t1*t3P*k*k*(t3*t3)-t4P*t4*t32kP*k*k*t7*(t2*t2)*t3-48
*t42kP*t1*t7*t3P*k*t2*t3+4*t42kP*t6*t3P*k*t5*t2-t42kP*t3P*k*k*(t3*t3)+12*t42kP*t7*t3P
*k*t6*t3-t42kP*t6*t6*(t1*t1)*t3P*k*k*(t3*t3)-t42kP*(t1*t1)*(t2*t2)*t7*t7*t3P*k*k*(t3*t3)+4*t42kP
*t5*t1*t3P*k*t6*(t2*t2)-2*t42kP*(t2*t2)*t3P*k*k*t1+2*t4P*t7*t7*t32kP*k*k*(t1*t1)*t2*t4+t42kP
*t7*t7*t3P*k*(t2*t2)-2*t42kP*t5*(t1*t1)*t3P*k*(t2*t2)-8*(t3*t3)*t1*t3P*t42kP*t6*t6*t2-8*t42kP
*t2*t3P*k*k*t1*t3+t4P*t7*t7*t32kP*k*k*(t1*t1)*t3-2*(t3*t3)*t7*t7*t3P*t42kP+9*t5*t5*t12kP
*(t2*t2)*t3P*k*(t3*t3)-t4P*t4*t32kP*k*k*t7-8*t33P*(t4*t4)*t6*t6*t22kP*t3P*t1-16*t42kP*t1
*t7*t3P*k*t33P*(t2*t2)-8*t42kP*t1*t2*t7*t3P*k*k*(t3*t3)*t6+8*t4P*(t2*t2)*t3P*t33P*t5*t5
*t1P*t1-8*t4P*t7*t3P*k*t6*t2P*t33P+4*t5*t1P*t3P*(t3*t3)*t4P*t6+4*t34P*t4*t6*t6*t2P
*t3P*t4P*t2+18*t5*t1P*t4*t3P*k*t4P*(t2*t2)*(t3*t3)-18*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P
*t5*(t1*t1)-18*t4P*t6*t6*(t1*t1)*t3P*k*(t3*t3)*t2P*t4-8*t4P*t6*t6*(t1*t1)*t3P*k*t33P*t2P-16
*t4P*t6*t6*t1*t3P*k*t33P*t2P*t4-8*t4P*t6*t6*(t1*t1)*t3P*k*t33P*t2P*t4+2*t4P*t6*t6*t3P
*k*k*t2P*t4+4*t4P*t6*t3P*k*k*t5*t1P*t2+2*t4P*t6*t3P*k*k*t5*t1P+2*t4P*t6*t6*t3P*k*k
*t2P+8*t4P*t2*t3P*t34P*t5*t5*t1P-8*t4P*t5*t5*t1*t3P*k*t33P*t1P-6*t7*t32kP*(t1*t1)
*t33P*t6*t2P*t4+8*t6*t2P*t7*t32kP*k*(t1*t1)*(t4*t4)*t3-12*t4P*t6*t4*t3P*k*t3*t5*t1P*t1-6
*t6*t2P*t7*t32kP*(t1*t1)*t2*(t3*t3)*t4+2*t7*t7*t33kP*k*(t4*t4)*t3-4*t4P*t6*t6*t3P*k*t2P*t1-12
*t4P*t6*t6*t3P*k*t2P*t3-4*t4P*t6*t3P*k*t5*t1P*t2-4*t7*t7*t33kP*t1*t2*(t3*t3)+2*t4P*t5
*t3P*k*k*t6*t2P*t2+2*t4P*t5*t5*t3P*k*k*t1P*(t2*t2)+2*t4P*t5*t5*t3P*k*k*t1P*(t3*t3)+4
*t6*t2P*t4*t3P*k*t5*t1P*t2+4*t6*t2P*t4*t3P*k*t5*t1P+8*t2*(t3*t3)*t7*t3P*t4P*t5*t1P
*t4*t1-6*t4P*t5*t7*t32kP*k*(t1*t1)*t4*(t3*t3)+8*t6*t6*t2P*t2*t34P*t3P*t4P*t1+2*t5*t1P*t3P
*k*t6*t2P+4*t4P*t5*t3P*k*k*t6*t2P*t3*t2-12*t7*t7*t32kP*k*t4P*t1*(t2*t2)*(t3*t3)+2*t5*t1P
*(t2*t2)*t7*t3P*k*k*t4P*t1*(t3*t3)+8*t7*t7*t33kP*k*t4*t3*t2+2*t6*t2P*(t4*t4)*t3P*k*t5*t1P
*t2+4*t6*t2P*t2*t4*t3P*k*k*t4P*t5*t3+8*t33P*t7*t3P*t4P*t5*t1P+4*(t3*t3)*t7*t3P*t4P
*t5*t1P*t4+4*t34P*t7*t3P*t4P*t5*t1P+4*t6*t2P*t1*t3P*k*k*t4P*t5*t2+2*t6*t2P*(t1*t1)
*t3P*k*k*t4P*t5-8*t5*t5*t1P*t3P*k*t33P*t4P*t1*(t2*t2)+8*t7*t32kP*t1*t2*k*t5*t1P*t4+4
*t4P*t6*t6*t3P*k*k*t2P*t1+4*t4P*t6*t3P*k*k*t5*t1P*t2*t1+4*t4P*t6*t3P*k*k*t5*t1P*t3
*t1+2*t4P*t6*t3P*k*k*t5*t1P*t4*t1+4*t4P*t6*t6*t3P*k*k*t2P*t1*(t3*t3)-8*t4P*t2*t4*t3P
*k*k*t3*t5*t1P*t1+18*t5*t1P*(t2*t2)*t3P*k*(t3*t3)*t4P+8*t34P*t6*t6*t2P*t3P*t4P*t1+8*t34P
*t6*t2P*t3P*t4P*t7*t1-3*t4P*t7*t32kP*(t3*t3)*(t2*t2)-3*t6*t2P*t7*t32kP*(t3*t3)-6*t6*t2P
*t7*t32kP*(t3*t3)*t4-3*t6*t2P*t7*t32kP*t33P-6*t6*t2P*t7*t32kP*t33P*t4-4*t7*t32kP*k*t4P
*t6*t2*t4+2*t7*t32kP*k*t5*t1P*(t2*t2)*(t4*t4)-2*t7*t32kP*k*t4P*t6*(t2*t2)*t4+2*t7*t32kP*k*t4P
*(t1*t1)*t4+4*t7*t32kP*k*t4P*t1+4*t7*t32kP*k*t4P*t2-2*t7*t32kP*k*t4P*t6*(t1*t1)-8*t33P
*t6*t2P*t3P*t4P-2*t7*t7*t33kP*(t2*t2)*t4*(t3*t3)-t7*t7*t33kP*(t2*t2)*(t4*t4)*(t3*t3)+2*t6*t2P
*(t4*t4)*t3P*k*t5*t1P*t1+4*t4P*t6*t6*t3P*k*k*t2P*t1*(t3*t3)*t4-18*t6*t2P*t2*t3P*k*(t3*t3)
*t4P*t5-4*t6*t2P*t1*t3P*k*k*(t3*t3)*t5*t1P*t4-16*t7*t32kP*k*t4P*t5*t1*(t2*t2)*t3+16*t7*t32kP
*k*t6*t2P*t1*t3*t2-16*t2*t33P*t3P*t4P*t5*t1P-8*t2*(t3*t3)*t3P*t4P*t5*t1P*t4+16*t7*t32kP
*k*t5*t1P*t2*t3*(t4*t4)*t1+16*t7*t32kP*k*t5*t1P*(t2*t2)*t3*t4*t1+16*t7*t32kP*k*t6*t2P*(t1*t1)
*t3*t4*t2-8*t7*t32kP*k*t4P*t6*(t1*t1)*(t2*t2)*t3-8*t7*t32kP*k*t4P*t5*(t1*t1)*(t2*t2)*t3+8*t7
*t32kP*k*t6*t2P*(t1*t1)*t3*t2+12*t7*t32kP*k*t5*t1P*t2*(t3*t3)*t1+16*t7*t32kP*k*t4P*(t1*t1)
*t2*t3*t4+12*t7*t32kP*k*t4P*(t1*t1)*t2*(t3*t3)*t4-2*t5*t1P*t1*t4*t3P*k*k*t4P*(t3*t3)-12*t6
*t2P*t2*t3P*k*t3*t4P*t5+2*t4P*t6*t6*t3P*k*k*t2P*t2+2*t4P*t6*t3P*k*k*t5*t1P*(t2*t2)
+2*t7*t32kP*k*t6*t2P*(t4*t4)*t2+12*t5*t1P*t4*t3P*k*t4P*t1*(t2*t2)*t3-18*t5*t5*t1P*t4*t3P
*k*t4P*t1*(t2*t2)*(t3*t3)+12*t4P*(t1*t1)*t3P*k*t6*t2P*t3*t4+18*t4P*(t1*t1)*t3P*k*(t3*t3)
*t6*t2P+16*t4P*t1*t3P*k*t33P*t6*t2P+36*t4P*t1*t3P*k*(t3*t3)*t6*t2P*t4+36*t4P*t1*t3P
*k*(t3*t3)*t5*t1P*t2+36*t4P*t1*t3P*k*(t3*t3)*t6*t2P+8*t2*t34P*t7*t3P*t4P*t6*t2P*t1-3
*t5*t1P*t7*t32kP*t1*(t3*t3)-6*t5*t1P*t7*t32kP*t1*(t3*t3)*t4+8*(t2*t2)*t33P*t4P*t6*t3P*t5
*t1P+16*t2*t33P*t4P*t6*t3P*t5*t1P+2*t7*t7*t33kP*k*(t2*t2)*t3+8*t34P*t6*t2P*t3P*t4P
*t5*t1-2*t6*t2P*t3P*k*k*t5*t1P*(t4*t4)-2*t6*t2P*t3P*k*k*t5*t1P*t2-2*t6*t2P*t3P*k*k*t5
*t1P-4*t6*t2P*t3P*k*k*t4P*t3-4*t6*t2P*t3P*k*k*t5*t1P*t3-4*t6*t2P*t3P*k*k*t5*t1P*t4-8
*t2*(t3*t3)*t3P*t4P*t5*t1P*t1-4*t2*(t3*t3)*t3P*t4P*t6*t2P*(t1*t1)-2*t4P*t5*(t1*t1)*t3P
*k*t6*t2P+18*t6*t2P*t3P*k*(t3*t3)*t4P-12*t4P*t5*t5*t4*t3P*k*t3*t1P+3*t4P*t6*t7*t32kP
*t4*(t3*t3)+6*t4P*t7*t7*t32kP*t4*(t3*t3)*t1+6*t4P*t7*t7*t32kP*t4*(t3*t3)*t2+12*t4P*t7*t7*t32kP
*t4*(t3*t3)*t1*t2+3*t4P*t7*t7*t32kP*t4*t33P+6*t4P*t7*t7*t32kP*t4*t33P*t1+8*t4P*t6*t3P
*k*k*t3*t5*t1P*t2*t4+12*t5*t1P*(t2*t2)*t3P*k*t3*t4P-6*t5*t1P*t7*t32kP*t1*t2*(t4*t4)*(t3*t3)-16
*t7*t7*t32kP*k*t4P*(t1*t1)*t2*t3-2*t4P*t4*t3P*k*k*t5*t1P*(t2*t2)-6*t4P*t7*t32kP*t1*t4*(t3
*t3)-6*t6*t2P*t7*t32kP*t1*t2*(t3*t3)-12*t4P*t7*t32kP*t1*t4*(t3*t3)*t2+4*t5*t1P*t1*t34P*t3P
*t4P*t6+4*t5*t5*t1P*t1*t34P*t3P*t4P+4*t5*t1P*t1*t34P*t3P*t4P*t7-8*t5*t1P*t1*t33P
*t3P*t4P+8*t5*t1P*(t2*t2)*t3P*k*t33P*t4P+16*t5*t1P*t4*t3P*k*t6*t2P*t1*t33P+2*t6*t2P
*t4*t3P*k*t4P*(t1*t1)+12*t6*t2P*(t4*t4)*t3P*k*t5*t1P*t3-2*t4P*t3P*k*k*t6*t2P*(t1*t1)
*t2+8*t4P*t6*t6*t3P*k*k*t2P*t1*t3*t4-4*t4P*t3P*k*k*t6*t2P*t1*t4+8*t6*t2P*t2*(t4*t4)*t3P
*k*t33P*t5*t1P-4*t4P*(t2*t2)*t4*t3P*k*k*t3*t5*t1P*t1-4*t4P*t2*t4*t3P*k*k*(t3*t3)*t5*t1P
*t1-2*t4P*t4*t3P*k*k*t5*t1P*(t3*t3)-3*t4P*t7*t32kP*(t1*t1)*t4*(t3*t3)+2*t4P*t5*t5*t1*t3P
*k*k*t1P-8*t6*t6*t2P*t2*t4*t3P*k*t33P*t4P-8*t6*t2P*t2*t4*t3P*k*t33P*t4P*t5-18*t6*t6
*t2P*t2*t4*t3P*k*(t3*t3)*t4P*(t1*t1)-12*t4P*t6*t6*(t1*t1)*t2*t3P*k*t3*t2P-36*t4P*t6*t6
*t1*t2*t3P*k*(t3*t3)*t2P-12*t4P*t6*t1*(t2*t2)*t3P*k*t3*t5*t1P-24*t4P*t6*t1*t2*t3P*k*t3
*t5*t1P-24*t4P*t6*t6*t1*t2*t3P*k*t3*t2P-36*t4P*t6*t1*t2*t3P*k*(t3*t3)*t5*t1P-6*t4P*t7
*t32kP*(t1*t1)*t4*(t3*t3)*t2+18*t6*t2P*t2*(t4*t4)*t3P*k*(t3*t3)*t5*t1P-12*t6*t2P*(t1*t1)*t3P
*k*t3*t4P*t5*t2+8*t6*t2P*t1*t3P*k*t33P*t5*t1P-36*t6*t2P*t1*t3P*k*(t3*t3)*t4P*t5*t2-18
*t6*t2P*(t1*t1)*t3P*k*(t3*t3)*t4P*t5+2*t4P*t6*t3P*k*k*(t3*t3)*t5*t1P*(t2*t2)+4*t4P*t6*t3P
*k*k*t3*t5*t1P*(t2*t2)*t4+4*t4P*t6*t3P*k*k*(t3*t3)*t5*t1P*t2+2*t4P*t6*t3P*k*k*(t3*t3)*t5
*t1P*t4+18*t4P*t1*t3P*k*(t3*t3)*t5*t1P*(t2*t2)+36*t4P*t1*t3P*k*(t3*t3)*t6*t2P*t2-12*t5
*t5*t1P*t4*t3P*k*t4P*(t2*t2)*t3+4*t4P*t6*t6*t3P*k*k*t3*t2P*t2+4*t4P*t6*t3P*k*k*t3*t5
*t1P*(t2*t2)-2*t4P*t5*t5*t1*t3P*k*t1P-4*t4P*t5*t1*t3P*k*t6*t2P+8*t6*t2P*t2*t4*t3P*k
*t33P*t4P+18*t5*t1P*(t4*t4)*t3P*k*t6*t2P*t1*(t3*t3)-36*t5*t5*t1P*t4*t3P*k*t4P*t1*t2*(t3
*t3)-2*t6*t2P*t2*t4*t3P*k*k*t4P+6*t6*t2P*t7*t32kP*k*(t1*t1)*(t3*t3)+2*t4P*t6*t6*t3P*k*k
*(t3*t3)*t2P*t4-8*t4P*t1*t7*t3P*k*t33P*t5*t1P*(t2*t2)*t4-8*t4P*(t1*t1)*t7*t3P*k*t33P
*t6*t2P*t2-2*t4P*t6*t3P*k*t5*t1P-2*t4P*t6*t6*t3P*k*t2P+8*t4P*t2*t3P*(t3*t3)*t5*t5*t1P
*t1-2*t4P*t3P*k*k*t6*t2P*(t1*t1)*t4-18*t4P*t6*t6*t3P*k*t2P*(t3*t3)-12*t4P*t6*t3P*k*t5
*t1P*t3-2*t4P*t6*t3P*k*t5*t1P*t4+4*t4P*t6*t4*t3P*(t3*t3)*t5*t1P*t1+4*t4P*t6*t6*t4*t3P
*(t3*t3)*t2P*(t1*t1)-8*t2*t34P*t3P*t4P*t5*t1P-3*t7*t32kP*t33P*t6*t2P*(t4*t4)-4*t6*t2P
*t1*t3P*k*k*t3*t5*t1P*(t4*t4)-3*t7*t32kP*t33P*t5*t1P*(t4*t4)-12*t5*t5*t1P*t3P*k*t3*t4P
*t1*(t2*t2)-4*t6*t6*t2P*t4*t3P*k*t4P*t1*t2-4*(t3*t3)*t6*t2P*t3P*t5*t1P*(t4*t4)*t1-2*t4P
*t6*t6*t3P*k*t2P*t2+2*t4P*t7*t3P*k*k*t5*t1P*(t2*t2)*(t3*t3)-24*t4P*t6*t1*t2*t3P*k*t3*t5
*t1P*t4-24*t6*t6*t2P*t1*t3P*k*t3*t4P-24*t6*t2P*t1*t3P*k*t3*t4P*t5+12*t4P*t6*t7*t32kP
*t1*t2*t4*(t3*t3)+6*t7*t32kP*k*t5*t1P*(t2*t2)*(t3*t3)*(t4*t4)*t1+12*t7*t32kP*k*t5*t1P*t2*(t3
*t3)*(t4*t4)*t1-12*t7*t32kP*k*t4P*t5*(t1*t1)*t2*(t3*t3)*t4+6*t7*t32kP*k*t5*t1P*(t2*t2)*(t3*t3)
+12*t7*t32kP*k*t4P*t1*(t2*t2)*(t3*t3)-2*t5*t1P*t2*t3P*k*k*t6*t2P*t1*(t3*t3)*(t4*t4)+2*t5*t5
*t1P*(t2*t2)*t3P*k*k*t4P*t1*(t3*t3)*t4-2*t5*t1P*t2*t3P*k*k*t6*t2P*t1*(t3*t3)-2*t5*t1P*(t2
*t2)*t3P*k*k*t4P*t1*(t3*t3)+4*t4P*t7*t3P*k*k*t5*t1P*t2*(t3*t3)+4*t4P*t2*t3P*(t3*t3)*t5
*t6*t2P*(t1*t1)-8*t4P*t5*t7*t32kP*k*t3+4*t7*t7*t33kP*k*(t2*t2)*t3*t4-2*t5*t1P*(t2*t2)*t7*t32kP
*k*k*t1*t4+6*t42kP*t5*t5*t3P*k*(t2*t2)*t3+t4P*t6*t32kP*k*k*t7+36*t42kP*t7*t3P*k*t6*t2*(t3
*t3)-24*t42kP*t6*t2*t3P*k*t3-4*t5*t1P*t2*t7*t32kP*k*k*t1*t4*t3+9*t42kP*t5*t5*t3P*k*(t2*t2)
*(t3*t3)+16*t42kP*(t1*t1)*t7*t3P*k*t33P*t6*t2+12*t42kP*t1*t7*t7*t3P*k*t3+6*t42kP*(t1*t1)
*(t2*t2)*t3P*k*t3-4*t5*t5*t3P*t33P*t42kP+6*t42kP*t6*t6*t3P*k*t3-2*t5*t5*t12kP*(t2*t2)*t34P
*(t4*t4)*t3P+12*t42kP*t6*(t2*t2)*t3P*k*t3*t5*(t1*t1)+t4P*t6*t32kP*k*k*t3*t7*(t2*t2)-2*t42kP
*t7*t3P*k*k*t6*(t1*t1)*(t2*t2)+4*t42kP*(t2*t2)*t3P*k*t33P-72*t42kP*t1*t2*t3P*k*(t3*t3)*t5
+4*t7*t3P*t6*t2P*k*k*t2*t4P*t1+4*t7*t3P*t3*t2P*k*k*t4P*t6-2*t4P*t6*t2P*k*t2*t7*t3P
+4*t4P*t1*t6*t2P*k*k*t7*t3P-4*t42kP*t7*t3P*k*k*t6*t1+4*t7*t3P*t6*t2P*k*k*t2*t4P*(t1*t1)
*t3+2*t7*t3P*t6*t2P*k*k*t2*t4P*(t1*t1)-4*t7*t3P*t1*t4*t2P*k*t4P*t6-24*t7*t3P*t3*t4*t6*t2P
*k*t4P*t1*t2+2*t7*t3P*t6*t2P*k*k*t2*t4P+2*t7*t3P*t6*t2P*k*k*t2*t4P*(t1*t1)*t4-12*t4P
*t6*t2P*k*t2*t7*t3P*t3+16*t4P*t1*t2*t33P*t4*t7*t3P*t6*t2P+8*t4P*t7*t32kP*k*t4*t3*(t2
*t2)+16*t6*t2P*t7*t32kP*k*t1*(t4*t4)*t3-6*t7*t32kP*t1*t33P*t5*t1P*(t2*t2)*t4+4*(t3*t3)*t7*t3P
*t4P*t5*t1P-8*t6*t2P*t2*t33P*t3P*t4P*(t1*t1)-6*t7*t32kP*t1*t33P*t4P*(t2*t2)+3*t7*t7
*t32kP*(t1*t1)*t33P*t4P*(t2*t2)-12*t7*t32kP*t1*t33P*t5*t1P*t2*t4+16*t4P*t1*t2*t33P*t4
*t7*t3P*t5*t1P+8*t4P*t1*(t2*t2)*t33P*t4*t7*t3P*t5*t1P+8*t4P*t1*t2*t34P*t4*t7*t3P*t6
*t2P-8*t5*t1P*t33P*t4*t3P*t4P*t1-3*t7*t32kP*t1*(t4*t4)*(t3*t3)*t5*t1P-4*t34P*t6*t2P
*t3P*t4P*(t1*t1)-8*t33P*t6*t2P*t3P*t5*t1P*t1-4*t7*t32kP*(t1*t1)*t2*k*t4P*t5*t4-4*t7*t32kP
*t1*(t2*t2)*k*t4P*t5*t4-4*t7*t32kP*(t1*t1)*t2*k*t4P*t6*t4-4*t7*t7*t32kP*t1*(t2*t2)*k*t4P*t4
+8*t5*t1P*t1*t2*t34P*t3P*t4P*t6+8*t33P*t6*t2P*t3P*t4P*t5*(t1*t1)+8*t33P*t6*t6*t2P
*t3P*t4P*(t1*t1)+8*t33P*t6*t2P*t3P*t4P*t7*(t1*t1)+6*t7*t32kP*(t4*t4)*k*(t3*t3)*t6*t2P-8
*t2*(t3*t3)*t3P*t4P*t6*t2P*t1-4*t2*(t3*t3)*t3P*t4P*t6*t2P*t4-4*(t2*t2)*(t3*t3)*t3P*t4P
*t5*t1P-8*t2*(t3*t3)*t3P*t4P*t5*t1P-4*t2*(t3*t3)*t3P*t4P*t6*t2P-4*t4P*t4*t3P*k*k*t5
*t1P*t2*(t3*t3)+2*t4P*(t2*t2)*t4*t3P*k*t5*t1P+4*t4P*t2*t4*t3P*k*t5*t1P+4*t4P*(t2*t2)
*t3P*(t3*t3)*t5*t5*t1P*t1-8*t4P*t6*t3P*k*t5*t1P*t33P+3*t4P*t7*t7*t32kP*(t2*t2)*t33P-4
*t4P*t2*t3P*k*k*t6*t2P*t3+16*t2*t33P*t42kP*t6*t3P-3*t6*t2P*t7*t32kP*t2*(t4*t4)*(t3*t3)
*(t1*t1)-3*t4P*t7*t32kP*t33P*(t2*t2)+2*t7*t32kP*(t1*t1)*t2*k*t6*t2P+8*t7*t32kP*t1*t2*k*t6
*t2P*t4+2*t7*t32kP*t1*(t2*t2)*k*t5*t1P+8*t5*t1P*t33P*t4*t3P*t4P*t6*t1+4*t5*t1P*t34P
*t4*t3P*t4P*t6+4*t5*t5*t1P*t34P*t4*t3P*t4P+8*t5*t5*t1P*t33P*t4*t3P*t4P*t1+4*t7*t7
*t33kP*k*(t4*t4)*t3*t2-16*t5*t1P*t1*t2*t33P*t3P*t4P+8*t33P*t4*t6*t6*t2P*t3P*t4P*(t1
*t1)*t2+8*t33P*t4*t6*t2P*t3P*t4P*t7*(t1*t1)+8*t4P*t6*t2*t4*t3P*(t3*t3)*t5*t1P*t1+4*t4P
*t6*t6*t2*t4*t3P*(t3*t3)*t2P*(t1*t1)-2*t7*t7*t32kP*k*t4P*(t2*t2)-6*t7*t32kP*k*t4P*t6*(t2
*t2)*(t3*t3)-2*t7*t32kP*k*t4P*t5*(t1*t1)-2*t7*t32kP*k*t4P*t6-2*t7*t32kP*k*t4P*t5-2*t7*t32kP
*k*t4P*t5*(t2*t2)-36*t4P*t6*t2*t3P*k*(t3*t3)*t5*t1P-8*t6*t2P*t4*t3P*k*t4P*t5*t33P-2*t6
*t6*t2P*t4*t3P*k*t4P*t2+12*t6*t2P*t4*t3P*k*t4P*t3+24*t6*t2P*t4*t3P*k*t5*t1P*t3+2*t6
*t2P*(t4*t4)*t3P*k*t5*t1P+32*t7*t32kP*t1*k*t3*t6*t2P*t4+8*t33P*t6*t2P*t3P*t4P*t7-2
*t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t5+8*t33P*t6*t6*t2P*t3P*t4P+8*t33P*t6*t2P*t3P*t4P
*t5-8*t33P*t6*t2P*t3P*t5*t1P+3*t4P*t6*t7*t32kP*(t2*t2)*t4*t33P-16*t33P*t6*t2P*t3P
*t4P*t1-4*t34P*(t4*t4)*t6*t2P*t3P*t5*t1P-8*t33P*t4*t6*t2P*t3P*t4P*(t1*t1)-4*t6*t2P
*t1*t3P*k*k*t3*t5*t1P-4*t6*t2P*t1*t3P*k*k*(t3*t3)*t4P-2*t6*t2P*t1*t3P*k*k*(t3*t3)*t5*t1P-8
*t6*t2P*t1*t3P*k*k*t3*t5*t1P*t4-4*t6*t2P*(t1*t1)*t3P*k*k*t3*t4P*t2-2*t6*t2P*(t1*t1)*t3P
*k*k*(t3*t3)*t4P-16*t7*t32kP*k*t4P*t6*(t1*t1)*t2*t3-16*t7*t32kP*k*t4P*t5*(t1*t1)*t2*t3+4*t4P
*t6*t6*t3P*k*k*t2P*t1*t2+4*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*t3*t4+4*t4P*t6*t3P*k*k*t5*t1P
*t2*(t3*t3)*t4*t1+2*t4P*t6*t3P*k*k*t5*t1P*t1+2*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*(t3*t3)*t4+2
*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*t2-2*t4P*t3P*k*k*t5*t1P*(t3*t3)+36*t6*t2P*t2*t4*t3P*k
*(t3*t3)*t5*t1P*t1-24*t5*t5*t1P*t3P*k*t3*t4P*t1*t2+4*t4P*t6*t6*t3P*k*k*t2P*t1*(t3*t3)*t4
*t2+4*t4P*t6*t6*t3P*k*k*t2P*t1*(t3*t3)*t2-4*t34P*t6*t2P*t3P*t4P-4*t34P*t6*t2P*t3P
*t5*t1P-8*t34P*t6*t2P*t3P*t4P*t1-2*t4P*t2*t4*t3P*k*k*(t3*t3)*t6*t2P*(t1*t1)-2*t4P*(t2
*t2)*t4*t3P*k*k*(t3*t3)*t5*t1P*t1+16*t6*t2P*t2*t4*t3P*k*t33P*t5*t1P+16*t6*t2P*t2*t4*t3P
*k*t33P*t4P*t1-4*t6*t2P*t2*t4*t3P*k*k*t5*t1P+4*t4P*t2*t4*t7*t3P*k*k*(t3*t3)*t5*t1P*t1
+8*t5*t1P*t1*t33P*t3P*t4P*t7+8*t5*t1P*t1*t33P*t3P*t4P*t6+8*t5*t5*t1P*t1*t33P*t3P
*t4P-2*t7*t32kP*k*t4P*t5*(t2*t2)*t4-2*t7*t7*t32kP*k*t4P*(t2*t2)*t4+4*t7*t32kP*k*t6*t2P
*t1+8*t7*t32kP*k*t6*t2P*t3+4*t7*t32kP*k*t6*t2P*t4+4*t7*t32kP*k*t5*t1P*t2+2*t7*t32kP*k*t5
*t1P+2*t7*t32kP*k*t6*t2P+4*t7*t32kP*k*t5*t1P*(t2*t2)*t4-4*t7*t32kP*k*t4P*t6*t2+6*t7*t32kP
*k*t6*t2P*(t3*t3)+4*t7*t32kP*k*t5*t1P*t4+3*t4P*t5*t7*t32kP*(t1*t1)*(t2*t2)*t4*(t3*t3)-8*t7
*t32kP*k*t4P*t5*(t1*t1)*(t2*t2)*t3*t4+32*t7*t32kP*k*t4P*t1*t2*t3+12*t7*t32kP*k*t6*t2P*t1
*(t3*t3)*(t4*t4)*t2-6*t7*t32kP*k*t4P*t6*(t2*t2)*(t3*t3)*t4-8*t7*t32kP*k*t4P*t6*(t2*t2)*t3*t4
+16*t6*t2P*t2*t4*t3P*k*t33P*t5*t1P*t1+18*t6*t2P*t2*(t4*t4)*t3P*k*(t3*t3)*t5*t1P*t1+36*t4P
*t1*t3P*k*(t3*t3)*t5*t1P*t2*t4+2*t6*t2P*t2*t3P*k*t4P+16*t5*t1P*t7*t32kP*k*t3*t4+16*t5*t1P
*t7*t32kP*k*t3*t2+32*t5*t1P*t7*t32kP*k*t3*t2*t4+6*t5*t1P*t7*t32kP*k*(t3*t3)+12*t5*t1P*t7
*t32kP*k*(t3*t3)*t4+12*t5*t1P*t7*t32kP*k*(t3*t3)*t2+24*t5*t1P*t7*t32kP*k*(t3*t3)*t2*t4-3*t7
*t32kP*(t2*t2)*(t3*t3)*t5*t1P*(t4*t4)+8*t7*t32kP*(t1*t1)*k*t3*t4P*t4-12*t4P*t6*t4*t3P*k*t3
*t5*t1P*(t2*t2)-8*t5*t1P*t2*t34P*t4*t3P*t4P-4*t4P*t2*t3P*k*k*t5*t1P*(t3*t3)-4*t6*t2P
*t2*t4*t3P*k*k*t4P*t3+8*t4P*t2*t3P*t34P*t5*t5*t1P*t1+t4P*t7*t7*t32kP*k*k*(t1*t1)+2*t4P
*(t1*t1)*t6*t2P*k*k*t7*t3P*t4+8*t7*t3P*t6*t2P*k*k*t2*t4P*t1*t3+4*t42kP*t5*t3P*k*k*t1*(t2
*t2)*(t3*t3)-2*t42kP*t6*t6*t1*t3P*k*k*(t2*t2)*(t3*t3)-2*t42kP*t5*t3P*k*k*t6*(t2*t2)-2*t42kP
*t3P*k*k*t1*(t3*t3)-4*t42kP*t6*t1*t3P*k*k*t5+8*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t1-4*t42kP*t2
*t3P*t34P*t5*t5*(t1*t1)-2*t42kP*t7*t3P*k*k*t6*(t3*t3)+8*(t2*t2)*t33P*t42kP*t6*t3P*(t1*t1)-4
*t42kP*t5*t1*t3P*k*(t2*t2)-2*t42kP*t6*t3P*k*k*(t3*t3)*t5+18*t42kP*t5*(t1*t1)*t3P*k*(t3*t3)
*t6-4*t42kP*(t1*t1)*t2*t7*t3P*k*k*(t3*t3)*t6-t42kP*t6*t6*t3P*k*k*(t3*t3)-4*t6*t6*t22kP*t1*t3P
*k*k*t4+8*t42kP*t5*t5*t1*t3P*k*t33P*(t2*t2)+8*t42kP*t1*t7*t7*t3P*k*t33P*(t2*t2)+36*t6*t6
*t22kP*t4*t3P*k*(t3*t3)*t1-8*t33P*t4*t6*t2P*t3P*t4P-3*t6*t2P*t7*t32kP*(t1*t1)*t2*(t3
*t3)+12*t5*t1P*t7*t32kP*k*(t3*t3)*(t4*t4)*t2-18*t4P*t6*t6*t4*t3P*k*(t3*t3)*t2P-8*t34P*t4
*t6*t2P*t3P*t5*t1P*t1-8*t33P*(t4*t4)*t6*t2P*t3P*t5*t1P*t1-16*t7*t32kP*k*t4P*t6*t2*t3-12
*t7*t32kP*k*t4P*t6*t2*(t3*t3)-8*t34P*t4*t6*t2P*t3P*t4P*t1*t2+2*t4P*t6*t3P*k*k*t5*t1P
*(t2*t2)*t1-8*t5*t1P*t2*t3P*k*k*t6*t2P*t1*t3*t4+4*t5*t5*t1P*(t2*t2)*t3P*k*k*t4P*t1*t3+2*t5
*t5*t1P*(t2*t2)*t3P*k*k*t4P*t1+2*t7*t7*t33kP*k*(t1*t1)*(t2*t2)*t3-16*t6*t6*t2P*t2*t4*t3P
*k*t33P*t4P*t1+4*t5*t5*t1P*t2*t3P*k*k*t4P*t1-4*t5*t1P*t2*t3P*k*k*t6*t2P*t1*(t3*t3)*t4
+2*t5*t5*t1P*(t2*t2)*t3P*k*k*t4P*t1*(t3*t3)+8*t5*t5*t1P*t2*t3P*k*k*t4P*t1*t3*t4+16*t33P
*t6*t2P*t3P*t4P*t7*t1+16*t33P*t6*t6*t2P*t3P*t4P*t1+4*t34P*t6*t6*t2P*t3P*t4P+4*t34P
*t6*t2P*t3P*t4P*t5-8*t4P*t2*t4*t3P*k*k*t3*t6*t2P*t1-8*t5*t1P*t1*t2*t3P*(t3*t3)*t6*t2P
*t4-4*t5*t1P*t1*t2*t3P*(t3*t3)*t6*t2P+4*t5*t1P*t1*(t2*t2)*t3P*(t3*t3)*t4P*t6+4*t4P*t2*t3P
*t34P*t5*t6*t2P*(t1*t1)+8*t4P*t2*t3P*t33P*t5*t6*t2P*(t1*t1)+4*t4P*t2*t3P*(t3*t3)*t5*t6
*t2P*(t1*t1)*t4-8*t6*t2P*t2*t4*t3P*k*k*t5*t1P*t3+2*t4P*t6*t3P*k*k*t5*t1P*t4+2*t4P*t6
*t3P*k*k*t5*t1P*(t2*t2)*t4+4*t6*t6*t2P*(t1*t1)*t2*t3P*(t3*t3)*t4P-16*t7*t7*t32kP*t1*k*t3
*t4P*t4-8*t4P*t5*t5*t3P*k*t1P*t33P+4*t34P*t4*t6*t2P*t3P*t4P*t7*t2+4*t4P*(t2*t2)*t3P
*t34P*t5*t5*t1P*t1+16*t5*t1P*t2*t3P*k*t33P*t4P-24*t5*t5*t1P*t2*t3P*k*t3*t4P-2*t6*t2P
*t2*(t4*t4)*t3P*k*k*t5*t1P+2*t6*t2P*t4*t3P*k*t4P*(t1*t1)*t2+4*t6*t2P*t4*t3P*k*t5*t1P
*t1+4*t5*t1P*t3P*k*t4P*t2+2*t5*t1P*t3P*k*t4P-3*t5*t1P*t7*t32kP*t1*(t2*t2)*(t4*t4)*(t3
*t3)-16*t7*t32kP*t1*k*t3*t4P*t6*t4+4*t7*t32kP*t1*(t2*t2)*k*t5*t1P*t4+16*t33P*t4*t6*t6*t2P
*t3P*t4P*t1*t2-6*t7*t32kP*t2*t33P*t5*t1P*(t4*t4)+3*t7*t7*t32kP*(t2*t2)*t33P*t4P*t4-3
*t7*t32kP*(t2*t2)*t33P*t5*t1P*(t4*t4)-6*t7*t32kP*t2*(t3*t3)*t4P*t4+3*t7*t32kP*(t2*t2)*t33P
*t4P*t5*t4-4*t5*t1P*(t2*t2)*t34P*t4*t3P*t4P+8*t6*t2P*t7*t32kP*k*(t1*t1)*t3+2*t4P*t6*t3P
*k*k*(t3*t3)*t5*t1P+4*t4P*t6*t3P*k*k*t3*t5*t1P*t4+4*t4P*t5*t5*t3P*k*k*t1P*t2+16*t33P
*t4*t6*t2P*t3P*t4P*t5*t1*t2-4*t5*t1P*t1*t2*t3P*(t3*t3)*t6*t2P*(t4*t4)+8*t34P*t4*t6*t2P
*t3P*t4P*t5*t1*t2+4*t7*t32kP*k*t6*t2P*t4*t2+8*t7*t32kP*k*t6*t2P*t3*t2-18*t4P*t7*t3P*k
*t5*t1P*(t2*t2)*(t3*t3)+8*t34P*t4*t6*t6*t2P*t3P*t4P*t1*t2+16*t7*t32kP*k*t6*t2P*t1*t3*(t4
*t4)*t2-16*t7*t32kP*k*t4P*t6*t1*(t2*t2)*t3*t4+16*t4P*t7*t32kP*k*(t2*t2)*t4*t3*t1+24*t4P*t7
*t32kP*k*t2*t4*(t3*t3)*t1+12*t4P*t7*t32kP*k*(t2*t2)*t4*(t3*t3)*t1+8*t4P*(t1*t1)*t3P*k*t33P
*t6*t2P*t4-36*t5*t5*t1P*t4*t3P*k*t4P*t2*(t3*t3)+8*t7*t32kP*k*t4P*t3+16*t7*t32kP*k*t4P
*t1*t3+16*t7*t32kP*k*t4P*t2*t3+4*t6*t2P*t4*t3P*k*t4P*t1*t2+8*t34P*t4*t6*t6*t2P*t3P*t4P
*t1+8*t6*t2P*t3P*k*t33P*t4P+4*(t3*t3)*t1*t3P*t4P*t6*t5*t1P+8*t4P*t7*t32kP*k*(t2*t2)
*t4*t3*(t1*t1)+6*t4P*t7*t32kP*k*(t2*t2)*t4*(t3*t3)*(t1*t1)-16*t4P*t6*t6*t1*t2*t3P*k*t33P*t2P-16
*t4P*t6*t1*t2*t3P*k*t33P*t5*t1P+8*t7*t7*t33kP*k*(t1*t1)*t3*t2*t4-36*t5*t5*t1P*t3P*k*(t3
*t3)*t4P*t1*t2+8*t5*t1P*t3P*k*t33P*t6*t2P*t2+8*t34P*t4*t6*t2P*t3P*t4P*t7*t1+8*t7*t32kP
*t1*k*t3*t5*t1P*(t4*t4)+8*t5*t1P*t7*t32kP*k*t1*t3+16*t5*t1P*t7*t32kP*k*t1*t3*t4+6*t5*t1P
*t7*t32kP*k*t1*(t3*t3)+12*t5*t1P*t7*t32kP*k*t1*(t3*t3)*t4+16*t33P*t6*t2P*t3P*t4P*t5*t1
+4*t34P*t6*t2P*t3P*t4P*t7+2*t4P*t2*t4*t7*t3P*k*k*(t3*t3)*t6*t2P+4*t4P*t2*t4*t7*t3P
*k*k*(t3*t3)*t5*t1P+2*t4P*(t2*t2)*t4*t7*t3P*k*k*(t3*t3)*t5*t1P-8*(t3*t3)*t6*t2P*t3P*t5*t1P
*t2*t4-4*(t3*t3)*t6*t2P*t3P*t4P*(t1*t1)-8*(t3*t3)*t6*t2P*t3P*t5*t1P*t4*t1+4*t34P*t4*t6
*t2P*t3P*t4P*t5*t2+4*(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P*t4+8*t34P*t4*t6*t2P*t3P*t4P
*t5*t1+4*t6*t2P*t4*t3P*k*t4P*t1+2*t6*t2P*t4*t3P*k*t4P*t2-8*t6*t2P*t2*t4*t7*t3P*k*t33P
*t4P*(t1*t1)+12*t7*t32kP*t4*k*(t3*t3)*t6*t2P+8*t7*t32kP*(t4*t4)*k*t3*t6*t2P+16*t7*t32kP*t4
*k*t3*t6*t2P+2*t4P*t5*t5*t3P*k*k*(t3*t3)*t1P*t4*t1+4*t4P*t5*t5*t3P*k*k*t3*t1P*t1-18*t6
*t2P*(t1*t1)*t3P*k*(t3*t3)*t4P*t5*t2-2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)*t4P*t2-4*t6*t2P*t1
*t3P*k*k*(t3*t3)*t4P*t2-4*t6*t2P*(t1*t1)*t3P*k*k*t3*t4P+12*t7*t32kP*k*t4P*(t1*t1)*t2*(t3
*t3)+6*t7*t32kP*k*t6*t2P*(t1*t1)*(t3*t3)*(t4*t4)*t2-6*t7*t32kP*k*t4P*t5*(t1*t1)*(t2*t2)*(t3*t3)
*t4+12*t7*t32kP*k*t6*t2P*(t1*t1)*(t3*t3)*t4*t2-6*t7*t32kP*k*t4P*t6*(t1*t1)*(t2*t2)*(t3*t3)-6
*t7*t32kP*k*t4P*t5*(t1*t1)*(t2*t2)*(t3*t3)+6*t7*t32kP*k*t6*t2P*(t1*t1)*(t3*t3)*t2-16*t6*t2P
*t1*t3P*k*t33P*t4P*t5-4*t6*t6*t2P*t4*t3P*k*t4P*t1-2*t6*t2P*t4*t3P*k*t4P*t5*t2-12*t6
*t2P*t4*t3P*k*t4P*t5*t3-4*t6*t2P*t4*t3P*k*t4P*t5*t1-18*t4P*t7*t3P*k*t6*t2P*(t3*t3)
*t2-18*t4P*(t1*t1)*t7*t3P*k*(t3*t3)*t6*t2P*t2-16*t4P*t1*t7*t3P*k*t33P*t6*t2P*t2+6*t7*t32kP
*k*t6*t2P*(t3*t3)*t2-6*t7*t32kP*k*t4P*t6*(t3*t3)-6*t7*t7*t32kP*k*t4P*(t3*t3)+4*t4P*t2*t4
*t7*t3P*k*k*(t3*t3)*t6*t2P*t1-8*t4P*t6*t6*t2*t3P*k*t2P*t33P-16*t6*t2P*t4*t3P*k*t33P
*t4P*t5*t1-6*t6*t2P*t7*t32kP*t1*(t3*t3)*(t4*t4)-18*t4P*t6*t1*(t2*t2)*t3P*k*(t3*t3)*t5*t1P
*t4-8*t6*t2P*t4*t3P*k*t33P*t4P*t5*(t1*t1)-8*t33P*t6*t2P*t3P*t4P*(t1*t1)-16*t4P*t6*t2
*t3P*k*t33P*t5*t1P-8*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P-3*t6*t2P*t7*t32kP*(t1*t1)*(t3*t3)
*(t4*t4)+12*t7*t7*t32kP*t1*t2*(t3*t3)*t4P+24*t7*t32kP*t1*k*(t3*t3)*t6*t2P*t4+12*t7*t32kP*t1
*t2*(t3*t3)*t4P*t5*t4+2*t6*t2P*t4*t3P*k*t4P-2*t6*t2P*t4*t3P*k*t4P*t5*(t1*t1)-2*t6*t6*t2P
*t4*t3P*k*t4P*(t1*t1)-24*t7*t7*t32kP*k*t4P*t1*t2*(t3*t3)+8*t5*t5*t1P*t2*t34P*t4*t3P*t4P
+2*t4P*t5*t3P*k*k*t6*t2P*(t3*t3)*t2+6*t4P*t7*t7*t32kP*(t1*t1)*t2*t4*(t3*t3)+3*t4P*t7*t7*t32kP
*(t1*t1)*(t2*t2)*t4*(t3*t3)+8*t5*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P+2*t4P*t7*t3P*k*k*t5*t1P
*(t3*t3)*t1+4*t5*t1P*t2*t7*t3P*k*k*t4P*t1*(t3*t3)-16*t5*t1P*t2*t33P*t4*t3P*t4P-4*t6*t2P
*t2*t4*t3P*k*k*t5*t1P*(t3*t3)+2*t7*t32kP*k*t6*t2P*(t1*t1)*(t4*t4)-2*t7*t32kP*k*t4P*t5*(t1
*t1)*t4-2*t7*t7*t32kP*k*t4P*(t1*t1)*t4-2*t7*t32kP*k*t4P*t6*(t1*t1)*t4+2*t7*t32kP*k*t5*t1P
*(t4*t4)*t1+12*t6*t2P*t3P*k*t3*t4P+4*t4P*t5*t5*(t2*t2)*t4*t3P*k*k*t1P*t3-4*t4P*t4*t3P
*k*k*t6*t2P*t3-2*t4P*t4*t3P*k*k*t5*t1P-8*t4P*t7*t7*t32kP*k*(t2*t2)*t3-12*t4P*t7*t7*t32kP
*k*t2*(t3*t3)-6*t4P*t7*t7*t32kP*k*(t2*t2)*(t3*t3)-6*t6*t2P*t7*t32kP*t1*(t3*t3)-3*t6*t2P*t7
*t32kP*(t1*t1)*(t3*t3)-6*t6*t2P*t7*t32kP*(t1*t1)*(t3*t3)*t4-4*t4P*t4*t3P*k*k*t5*t1P*t2-2
*t4P*t4*t3P*k*k*t6*t2P+8*(t2*t2)*t33P*t7*t3P*t4P*t5*t1P-4*t4P*t4*t3P*k*k*t5*t1P*t3
+3*t4P*t6*t7*t32kP*(t3*t3)+6*t4P*t6*t7*t32kP*(t3*t3)*t1+3*t4P*t6*t7*t32kP*t33P-3*t7*t32kP
*t1*t33P*t5*t1P*(t4*t4)-2*t4P*t4*t3P*k*k*t6*t2P*(t3*t3)-36*t4P*t7*t3P*k*t5*t1P*t2*(t3
*t3)-18*t4P*t7*t3P*k*t6*t2P*(t3*t3)*t4+4*(t2*t2)*t34P*t7*t3P*t4P*t5*t1P+8*t2*(t3*t3)*t7
*t3P*t4P*t6*t2P*t1*t4-4*t5*t1P*t1*t34P*t3P*t4P+36*t5*t1P*t2*t3P*k*(t3*t3)*t4P+2*t4P
*t5*t5*(t2*t2)*t4*t3P*k*k*t1P*(t3*t3)+16*t2*t33P*t7*t3P*t4P*t6*t2P*t1+4*t4P*t5*(t1*t1)
*t4*t3P*(t3*t3)*t6*t2P+4*t4P*t5*t5*t1*t4*t3P*(t3*t3)*t1P+8*t4P*t5*t1*t4*t3P*(t3*t3)*t6
*t2P-4*t34P*t6*t2P*t3P*t5*t1P*t1-4*t2*(t3*t3)*t3P*t4P*t6*t2P*(t1*t1)*t4+4*t6*t6*t2P
*t2*t4*t3P*k*k*t4P*t3-8*t4P*t4*t3P*(t3*t3)*t6*t2P*t1-4*t4P*t4*t3P*(t3*t3)*t5*t1P-4*t4P
*t4*t3P*(t3*t3)*t6*t2P+3*t7*t32kP*(t2*t2)*t33P*t4P*t6-6*t7*t32kP*(t2*t2)*t33P*t5*t1P
*t4+3*t7*t32kP*(t2*t2)*t33P*t4P*t5+6*t7*t32kP*t2*(t3*t3)*t4P*t6*t4-6*t7*t32kP*t2*(t3*t3)
*t5*t1P*(t4*t4)-6*t7*t32kP*t2*t33P*t4P*t4-6*t7*t32kP*(t2*t2)*(t3*t3)*t5*t1P*t4-3*t7*t32kP
*(t2*t2)*t33P*t5*t1P-12*t7*t32kP*t2*t33P*t5*t1P*t4-6*t7*t32kP*t2*t33P*t6*t2P*t4-18*t4P
*t1*t7*t3P*k*(t3*t3)*t5*t1P*(t2*t2)*t4-8*t4P*t1*t7*t3P*k*t33P*t5*t1P*(t2*t2)+4*t5*t1P*t34P
*t3P*t4P*t6-2*t7*t7*t33kP*t4*(t3*t3)*(t1*t1)-t7*t7*t33kP*(t4*t4)*(t3*t3)*(t1*t1)+2*t4P*t6*t6
*t3P*k*k*(t3*t3)*t2P*t2-2*t4P*t3P*k*k*t5*t1P-4*t4P*t3P*k*k*t5*t1P*t3-32*t7*t7*t32kP
*k*t4P*t1*t2*t3+8*t5*t5*t1P*t2*t3P*k*k*t4P*t1*t3-2*t5*t1P*t2*t3P*k*k*t6*t2P*t1*(t4*t4)-36
*t6*t2P*t4*t3P*k*(t3*t3)*t4P*t5*t1+18*t4P*t1*t3P*k*(t3*t3)*t5*t1P*(t2*t2)*t4+8*t4P*t1*t3P
*k*t33P*t5*t1P*(t2*t2)+6*t7*t32kP*(t4*t4)*k*(t3*t3)*t6*t2P*t2+4*t6*t2P*t2*t3P*k*t4P*t1-2
*t5*t5*t3P*t34P*t42kP*(t1*t1)-2*t5*t5*t12kP*t2*t3P*k*k*(t4*t4)+16*t42kP*t6*t6*t2*t3P*k
*t33P*t1+16*t5*t5*t12kP*t4*t3P*k*t2*t33P-4*t42kP*t6*(t1*t1)*t3P*k*k*t5*t2+2*t42kP*t1*t7
*t7*t3P*k*(t2*t2)+4*(t2*t2)*t34P*t42kP*t6*t3P-4*t4P*t4*t32kP*k*k*t7*t1*t2*t3-8*t42kP*t2
*t3P*(t3*t3)*t5*t6-4*t42kP*(t1*t1)*t7*t3P*k*t2+12*t7*t32kP*t1*t33P*t4P*t5*t2+3*t7*t32kP
*(t1*t1)*t33P*t4P*t5+3*t7*t32kP*(t1*t1)*t33P*t4P*t6+2*t6*t2P*t2*t3P*k*t5*t1P+8*t4P
*t7*t32kP*k*t4*t3+2*t5*t1P*t3P*k*t4P*t4+2*t5*t5*t1P*t1*t4*t3P*k*k*t4P+8*t5*t1P*t3P
*k*t33P*t6*t2P+24*t4P*t1*t3P*k*t5*t1P*t2*t3+4*(t2*t2)*(t3*t3)*t4P*t6*t3P*t5*t1P+8*t2
*(t3*t3)*t4P*t6*t3P*t5*t1P+12*t5*t1P*t3P*k*t3*t6*t2P+18*t5*t1P*t3P*k*(t3*t3)*t6*t2P-16
*t6*t2P*t2*t4*t3P*k*t33P*t4P*t5*t1-4*t6*t2P*t2*t34P*t3P*t5*t1P-8*t6*t2P*t2*t34P*t3P
*t4P*t1+2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)*t4P*t5*t2*t4+4*t6*t2P*(t1*t1)*t3P*k*k*t3*t4P*t5
*t2*t4-8*t6*t2P*t1*t3P*k*k*t3*t4P*t2+8*t6*t2P*t1*t3P*k*k*t3*t4P*t5*t2+4*t6*t2P*t1*t3P
*k*k*(t3*t3)*t4P*t5+4*t6*t2P*(t1*t1)*t3P*k*k*t3*t4P*t5+8*t5*t1P*t33P*t3P*t4P*t6-36*t4P
*t1*t7*t3P*k*(t3*t3)*t5*t1P*t2*t4+18*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P+36*t6*t2P*t2*t4*t3P
*k*(t3*t3)*t5*t1P+12*t6*t2P*t2*(t4*t4)*t3P*k*t3*t5*t1P-2*t7*t7*t33kP*(t4*t4)*(t3*t3)*t1+18
*t5*t1P*t3P*k*(t3*t3)*t6*t2P*t2+4*t5*t1P*t1*(t2*t2)*t34P*t3P*t4P*t6+36*t6*t2P*t2*t4*t3P
*k*(t3*t3)*t4P*t1+8*t6*t2P*t1*t3P*k*k*t3*t4P*t5*t2*t4+4*t6*t2P*t1*t3P*k*k*(t3*t3)*t4P*t5
*t4-24*t7*t32kP*k*t4P*t6*t1*t2*(t3*t3)*t4-24*t7*t32kP*k*t4P*t5*t1*t2*(t3*t3)*t4+24*t7*t32kP
*k*t4P*t1*t2*(t3*t3)-2*t4P*t3P*k*k*t5*t1P*(t3*t3)*t1+2*t6*t2P*(t1*t1)*t3P*k*k*t4P*t5*t2
+12*t4P*(t1*t1)*t3P*k*t6*t2P*t3*t2+2*t7*t32kP*(t1*t1)*t2*k*t6*t2P*(t4*t4)+8*t5*t1P*(t4*t4)
*t3P*k*t6*t2P*t1*t33P+24*t5*t1P*t4*t3P*k*t6*t2P*t1*t3+24*t5*t1P*t4*t3P*k*t4P*t1*t2
*t3-4*t5*t1P*t2*t3P*k*k*t4P*t1*(t3*t3)+2*t7*t32kP*k*t4P*t4-2*t7*t7*t32kP*k*t4P*t4-4*t5
*t1P*t2*t3P*k*k*t4P*t1*t4+16*t5*t1P*t4*t3P*k*t6*t2P*t33P+4*(t3*t3)*(t1*t1)*t7*t3P*t4P
*t6*t2P*t4+16*t2*t33P*t7*t3P*t4P*t5*t1P*t1-12*t7*t32kP*t1*t33P*t6*t2P*t4*t2-4*(t3*t3)
*t3P*t4P*t5*t1P+4*t6*t2P*t1*t7*t3P*k*k*(t3*t3)*t4P*t4+4*(t2*t2)*(t3*t3)*t7*t3P*t4P*t5
*t1P*t1-4*t5*t1P*t34P*t4*t3P*t4P*t1-2*t4P*t4*t3P*k*k*t5*t1P*(t2*t2)*(t3*t3)-4*t4P*t4
*t3P*k*k*t5*t1P*(t2*t2)*t3-2*t4P*t5*t3P*k*t6*t2P*t2-2*t4P*t5*t5*t3P*k*t1P*(t2*t2)-18
*t4P*t5*t5*t3P*k*t1P*(t3*t3)+3*t7*t7*t32kP*(t1*t1)*(t2*t2)*(t3*t3)*t4P+6*t4P*t7*t32kP*k
*(t2*t2)*(t3*t3)-2*t5*t5*t1P*t1*(t2*t2)*t3P*k*t4P-16*t7*t7*t32kP*k*t4P*t1*(t2*t2)*t3-3*t7*t32kP
*(t1*t1)*t33P*t6*t2P*t2+4*t7*t7*t33kP*k*t4*t3+4*t5*t5*t1P*t34P*t4*t3P*t4P*t1+8*(t3*t3)
*t6*t2P*t3P*t4P*t5*t1-4*(t3*t3)*t6*t2P*t3P*t4P-6*t7*t32kP*t1*t33P*t6*t2P*(t4*t4)+6
*t7*t32kP*t1*t33P*t4P*t5*t4-4*t5*t1P*t2*t34P*(t4*t4)*t3P*t6*t2P+2*t6*t2P*(t1*t1)*t7*t3P
*k*k*(t3*t3)*t4P*t4+8*t7*t7*t33kP*k*t1*t3*t2+6*t7*t32kP*t1*t33P*t4P*t5*(t2*t2)*t4+6*t7*t7*t32kP
*t1*t33P*t4P*(t2*t2)*t4+3*t4P*t7*t7*t32kP*(t2*t2)*(t3*t3)+4*(t3*t3)*t1*t7*t3P*t4P*t5*t1P
*t4+8*t4P*t2*t3P*(t3*t3)*t5*t6*t2P*t1*t4+6*t7*t32kP*t1*t33P*t4P*t6*t4-36*t5*t1P*t4*t7*t3P
*k*t4P*t2*(t3*t3)+3*t7*t32kP*(t1*t1)*t33P*t4P*t6*(t2*t2)*t4+36*t5*t1P*t4*t3P*k*t6*t2P*t1
*(t3*t3)+18*t5*t1P*(t4*t4)*t3P*k*t6*t2P*(t3*t3)-36*t5*t1P*t4*t3P*k*t4P*t6*t2*(t3*t3)-18*t5
*t1P*t4*t3P*k*t4P*t6*t1*(t3*t3)-18*t5*t5*t1P*t4*t3P*k*t4P*t1*(t3*t3)-2*t7*t32kP*(t1*t1)
*(t2*t2)*k*t4P*t5*t4+4*t4P*t6*t6*t3P*k*k*t2P*t1*t4+8*t4P*t6*t6*t3P*k*k*t2P*t1*t3+12*t4P
*t3P*k*t6*t2P*t3*t2+8*t4P*t3P*k*t6*t2P*t33P*t4-4*t4P*(t2*t2)*t3P*k*k*t5*t1P*t3-2*t4P
*(t2*t2)*t3P*k*k*t5*t1P*(t3*t3)-18*t5*t1P*t4*t7*t3P*k*t4P*(t3*t3)-3*t4P*t7*t32kP*t4*(t3
*t3)-8*t4P*t5*t7*t32kP*k*t3*(t1*t1)-6*t4P*t5*t7*t32kP*k*(t3*t3)*(t1*t1)+8*t5*t1P*t7*t32kP
*k*t3+4*t4P*(t2*t2)*t3P*t34P*t5*t5*t1P-24*t5*t5*t1P*t4*t3P*k*t4P*t2*t3-12*t5*t5*t1P*t4
*t3P*k*t4P*t1*t3-4*t4P*t5*t5*t3P*k*t1P*t2*t4-2*t4P*t5*t5*t3P*k*t1P*(t2*t2)*t4-6*t7*t32kP
*k*t4P*t5*(t2*t2)*(t3*t3)+2*t7*t32kP*k*t6*t2P*(t4*t4)-2*t7*t32kP*k*t4P*t5*t4-2*t7*t32kP*k
*t4P*t6*t4-8*t7*t32kP*k*t4P*t5*(t2*t2)*t3+2*t7*t32kP*k*t5*t1P*(t4*t4)-2*t7*t32kP*(t1*t1)
*(t2*t2)*k*t4P*t6*t4+6*t4P*t7*t7*t32kP*t1*(t3*t3)-12*t6*t2P*t7*t32kP*t1*t2*(t3*t3)*t4-24*t6
*t6*t2P*t4*t3P*k*t3*t4P*t1-24*t6*t2P*t4*t3P*k*t3*t4P*t5*t1+8*t6*t2P*t2*(t4*t4)*t3P*k
*t33P*t5*t1P*t1-8*t6*t6*t2P*t2*t4*t3P*k*t33P*t4P*(t1*t1)-18*t5*t5*t1P*t3P*k*(t3*t3)*t4P
*t1*(t2*t2)+2*t4P*t5*(t1*t1)*t2*t4*t3P*k*k*t6*t2P+4*t4P*t5*t1*t2*t4*t3P*k*k*t6*t2P+4*t5*t5
*t1P*t2*t3P*k*k*t4P*t1*(t3*t3)+4*t5*t5*t1P*t2*t3P*k*k*t4P*t1*(t3*t3)*t4-4*t5*t1P*t2*t3P
*k*k*t6*t2P*t1*t4-18*t5*t5*t1P*t4*t3P*k*t4P*(t2*t2)*(t3*t3)+8*t5*t1P*(t4*t4)*t3P*k*t6*t2P
*t33P-16*t5*t1P*t4*t3P*k*t4P*t6*t2*t33P-8*t5*t1P*t4*t3P*k*t4P*t6*t1*t33P-8*t6*t2P
*t2*t3P*k*t33P*t4P*t5-4*t4P*t3P*k*k*t6*t2P*t1+24*t6*t2P*t2*t4*t3P*k*t3*t4P*t1-24*t6
*t6*t2P*t2*t4*t3P*k*t3*t4P*t1-4*t5*t1P*t2*t3P*k*k*t6*t2P*t1*t3*(t4*t4)+4*t5*t5*t1P*(t2
*t2)*t3P*k*k*t4P*t1*t3*t4+2*t5*t5*t1P*(t2*t2)*t3P*k*k*t4P*t1*t4-4*t5*t1P*t2*t3P*k*k*t4P
*t1-4*t5*t1P*t2*t3P*k*k*t6*t2P*t1*t3-4*t5*t1P*(t2*t2)*t3P*k*k*t4P*t1*t3-18*t6*t6*t2P*t2
*t4*t3P*k*(t3*t3)*t4P-18*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P*t5-24*t6*t2P*t2*t4*t3P*k*t3*t4P
*t5*t1+2*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)+2*t4P*t6*t3P*k*k*t5*t1P*(t2*t2)*(t3*t3)*t4*t1+2*t4P
*t6*t3P*k*k*t5*t1P*(t2*t2)*t4*t1+2*t4P*t6*t3P*k*k*t5*t1P*(t2*t2)*(t3*t3)*t1+12*t4P*t1*t3P
*k*t5*t1P*(t2*t2)*t3+4*t5*t5*t1P*t1*t3P*(t3*t3)*t4P-2*t7*t32kP*k*t4P*t6*(t2*t2)-8*t7*t32kP
*k*t4P*t6*(t2*t2)*t3-2*t7*t7*t32kP*k*t4P*(t1*t1)+2*t7*t32kP*k*t6*t2P*t2+2*t7*t32kP*k*t5*t1P
*(t2*t2)+2*t7*t32kP*k*t5*t1P*t1+2*t7*t32kP*k*t6*t2P*(t1*t1)-4*t7*t7*t32kP*k*t4P*t1-4*t7*t7
*t32kP*k*t4P*t2-4*t7*t32kP*k*t4P*t6*t1-8*t7*t32kP*k*t4P*t6*t3-4*t7*t32kP*k*t4P*t5*t2-4
*t7*t32kP*k*t4P*t5*t1-8*t7*t7*t32kP*k*t4P*t3+2*t4P*t7*t3P*k*k*t6*t2P*(t3*t3)*t2-2*t7*t7
*t33kP*(t1*t1)*t2*(t3*t3)-2*t7*t7*t33kP*t1*(t2*t2)*(t3*t3)+4*(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P
*t4*t1+4*t7*t7*t33kP*k*(t1*t1)*t3*t2-12*t7*t7*t32kP*t1*k*(t3*t3)*t4P*t4-t7*t7*t33kP*(t1*t1)*(t2
*t2)*(t3*t3)+4*t34P*t6*t6*t2P*t3P*t4P*(t1*t1)-4*t5*t1P*(t2*t2)*t34P*t4*t3P*t4P*t1+4*t5
*t1P*(t2*t2)*t34P*t4*t3P*t4P*t6+8*t2*t34P*t7*t3P*t4P*t5*t1P*t1-16*t7*t7*t32kP*t1*k
*t3*t4P+4*t5*t5*t3P*(t3*t3)*t4P*t1P*t4-8*t4P*t6*t6*t4*t3P*k*t33P*t2P-6*t7*t32kP*t4
*k*(t3*t3)*t4P*t5-6*t7*t7*t32kP*t4*k*(t3*t3)*t4P-16*t4P*t7*t3P*k*t5*t1P*t2*t33P+2*t7*t7
*t33kP*k*(t1*t1)*t3+6*t7*t32kP*t1*k*(t3*t3)*t5*t1P*(t4*t4)-18*t6*t2P*t2*t4*t7*t3P*k*(t3*t3)
*t4P-8*t7*t7*t32kP*(t1*t1)*k*t3*t4P-12*t7*t7*t32kP*t1*k*(t3*t3)*t4P+8*t5*t1P*t1*(t2*t2)*t33P
*t3P*t4P*t6-8*t5*t1P*t1*t2*t34P*t3P*t4P+8*(t2*t2)*t33P*t7*t3P*t4P*t5*t1P*t1-6*t7
*t7*t32kP*(t1*t1)*k*(t3*t3)*t4P+4*t5*t1P*t1*t2*t3P*k*t4P+18*t5*t1P*t1*t3P*k*(t3*t3)*t4P-8
*t5*t1P*t1*t3P*k*t33P*t4P*t6-3*t4P*t7*t32kP*(t1*t1)*(t2*t2)*(t3*t3)-6*t4P*t6*t7*t32kP
*k*(t1*t1)*t4*(t3*t3)-4*t34P*(t4*t4)*t6*t2P*t3P*t5*t1P*t1+4*t5*t1P*(t2*t2)*t34P*t4*t3P
*t4P*t7+8*t5*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P*t1-8*t4P*t4*t3P*k*k*t5*t1P*t2*t3+4*t5*t5
*t1P*(t2*t2)*t34P*t4*t3P*t4P*t1-4*t5*t1P*t1*(t2*t2)*t34P*t3P*t4P-4*t7*t32kP*t1*(t2
*t2)*k*t4P*t6*t4+2*t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t4+8*t7*t32kP*t1*t2*k*t4P*t4-2*t7*t32kP
*(t1*t1)*(t2*t2)*k*t4P*t6-8*t7*t32kP*t1*t2*k*t4P*t5+4*t5*t1P*t34P*t4*t3P*t4P*t6*t1+8*t4P
*t6*t2*t4*t3P*(t3*t3)*t5*t1P+4*t4P*t6*t6*t2*t4*t3P*(t3*t3)*t2P-36*t6*t2P*t2*t4*t7*t3P*k
*(t3*t3)*t4P*t1+4*t2*t34P*t7*t3P*t4P*t6*t2P*(t1*t1)+8*t2*t33P*t7*t3P*t4P*t6*t2P*(t1
*t1)+8*t5*t5*t1P*t2*t34P*t4*t3P*t4P*t1-8*t5*t1P*t1*(t2*t2)*t33P*t3P*t4P+4*t34P*t6*t2P
*t3P*t4P*t5*(t1*t1)+4*t34P*t6*t2P*t3P*t4P*t7*(t1*t1)+8*t2*t34P*t4P*t6*t3P*t5*t1P
+4*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*(t1*t1)*t4+4*(t2*t2)*t34P*t7*t3P*t4P*t5*t1P*t1-8*t7*t7
*t32kP*k*t4P*(t1*t1)*(t2*t2)*t3-4*t34P*t4*t6*t2P*t3P*t4P*(t1*t1)*t2+6*t7*t7*t32kP*(t1*t1)
*t2*(t3*t3)*t4P+6*t7*t7*t32kP*t1*(t2*t2)*(t3*t3)*t4P+8*t4P*t7*t32kP*k*(t2*t2)*t3-12*t7*t32kP
*t1*t2*(t3*t3)*t4P+8*t4P*t2*t3P*(t3*t3)*t5*t5*t1P*t4*t1+16*t4P*t2*t3P*t33P*t5*t5*t1P
*t1-16*t33P*t4*t6*t2P*t3P*t5*t1P*t1-8*t33P*t4*t6*t2P*t3P*t4P*(t1*t1)*t2+2*t4P*t6*t6
*t3P*k*k*(t3*t3)*t2P+4*t4P*t6*t6*t3P*k*k*t3*t2P*t4+8*t4P*t6*t3P*k*k*t3*t5*t1P*t2+4*t4P
*t6*t3P*k*k*t3*t5*t1P+4*t4P*t6*t6*t3P*k*k*t3*t2P-4*t34P*t4*t6*t2P*t3P*t4P*(t1*t1)-6
*t7*t7*t32kP*(t1*t1)*k*(t3*t3)*t4P*t4+2*t5*t1P*t1*t3P*k*t6*t2P-6*t4P*t7*t32kP*(t1*t1)*t2
*(t3*t3)+4*t4P*(t2*t2)*t3P*(t3*t3)*t5*t5*t1P*t4*t1+2*t6*t6*t2P*t2*t4*t3P*k*k*t4P+4*t7*t32kP
*t1*t2*k*t5*t1P+4*t7*t32kP*t1*t2*k*t6*t2P-4*t7*t32kP*t1*(t2*t2)*k*t4P*t6+2*t7*t32kP*(t1*t1)
*(t2*t2)*k*t4P-2*t6*t2P*t2*t4*t3P*k*k*t4P*(t3*t3)+6*t4P*t5*t7*t32kP*t1*(t2*t2)*t4*(t3*t3)
+4*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*(t1*t1)+8*t4P*t6*t6*t4*t3P*(t3*t3)*t2P*t1+4*t4P*t6*t4*t3P
*(t3*t3)*t5*t1P+4*t4P*t6*t6*t4*t3P*(t3*t3)*t2P-16*t7*t7*t32kP*k*t4P*(t1*t1)*t2*t3*t4-12*t7
*t7*t32kP*k*t4P*(t1*t1)*t2*(t3*t3)*t4+8*t33P*t4*t6*t2P*t3P*t4P*t5*(t1*t1)+2*t5*t1P*t1*t4
*t7*t3P*k*k*t4P*(t3*t3)+16*t5*t5*t1P*t2*t33P*t4*t3P*t4P+2*t6*t2P*t2*t4*t3P*k*k*t4P
*t5+3*t7*t7*t32kP*(t1*t1)*t4*(t3*t3)*t4P+8*t33P*t4*t6*t6*t2P*t3P*t4P*(t1*t1)+2*t5*t1P*t1
*t2*t3P*k*t6*t2P*(t4*t4)-4*t5*t1P*t1*t2*t3P*k*t4P*t6*t4+16*t5*t1P*t2*t33P*t4*t3P*t4P
*t6+16*t5*t1P*t2*t33P*t4*t3P*t4P*t7-16*t7*t32kP*t1*k*t3*t4P*t6+8*t4P*t1*t2*t34P*t4*t7
*t3P*t5*t1P+24*t5*t1P*t2*t3P*k*t3*t4P*t4-12*t4P*t5*t5*t3P*k*t1P*t3-2*t4P*t5*t5*t3P
*k*t1P*t4-8*t5*t1P*t2*t33P*(t4*t4)*t3P*t6*t2P-8*t5*t1P*t2*t34P*t4*t3P*t6*t2P-8*t4P
*t6*t7*t32kP*k*(t1*t1)*t4*t3-16*t5*t1P*t2*t33P*t4*t3P*t6*t2P-6*t4P*t7*t32kP*(t3*t3)*t1
+8*t5*t1P*t3P*k*t33P*t4P-32*t42kP*t2*t3P*t33P*t5*t6*t1-2*t4P*t32kP*k*k*t7*t1*t3-4*t5
*t5*t12kP*t2*t34P*t3P+8*t42kP*t2*t3P*k*t33P+8*t2*(t3*t3)*t3P*t42kP*t6-16*t4P*t1*t7
*t3P*k*t33P*t5*t1P*t2-8*t4P*t1*t7*t3P*k*t33P*t5*t1P*t4-8*t4P*(t1*t1)*t7*t3P*k*t33P
*t6*t2P+4*t7*t32kP*(t1*t1)*t2*k*t4P+4*t7*t32kP*t1*(t2*t2)*k*t4P-6*t7*t32kP*t1*t33P*t4P
+2*t5*t1P*t1*t3P*k*t4P+16*t4P*t7*t32kP*k*t4*t3*t1+8*t4P*(t2*t2)*t3P*t33P*t5*t5*t1P
+16*t6*t2P*t7*t32kP*k*(t1*t1)*t3*t4+6*t4P*t7*t32kP*k*(t1*t1)*(t3*t3)+4*t7*t32kP*t1*(t2*t2)
*k*t4P*t4+4*t7*t32kP*(t1*t1)*t2*k*t4P*t4+4*t7*t32kP*t1*t2*k*t5*t1P*(t4*t4)+6*t4P*t7*t32kP
*k*t4*(t3*t3)*(t2*t2)-4*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P*t4*t1+12*t6*t2P*t7*t32kP*k*(t1*t1)*(t3
*t3)*t4-18*t4P*(t1*t1)*t7*t3P*k*(t3*t3)*t6*t2P*t4-16*t4P*t1*t7*t3P*k*t33P*t6*t2P*t4-16
*t4P*t1*t7*t3P*k*t33P*t5*t1P*t2*t4-16*t4P*t7*t7*t32kP*k*t2*t4*t3-32*t4P*t7*t7*t32kP*k
*t2*t4*t3*t1-8*t4P*t1*t7*t3P*k*t33P*t5*t1P-18*t4P*t1*t7*t3P*k*(t3*t3)*t5*t1P*t4+8*t5*t1P
*t1*t2*t3P*(t3*t3)*t4P*t6+4*(t3*t3)*t1*t7*t3P*t4P*t5*t1P-4*t5*t1P*t1*t2*t3P*k*t4P*t6-4
*t5*t5*t1P*t1*t2*t3P*k*t4P-8*t4P*t7*t7*t32kP*k*(t2*t2)*t4*t3-16*t4P*t7*t7*t32kP*k*(t2*t2)
*t4*t3*t1-12*t4P*t7*t7*t32kP*k*t2*t4*(t3*t3)-24*t4P*t7*t7*t32kP*k*t2*t4*(t3*t3)*t1-6*t4P*t7
*t7*t32kP*k*(t2*t2)*t4*(t3*t3)-12*t4P*t7*t7*t32kP*k*(t2*t2)*t4*(t3*t3)*t1+12*t4P*t7*t32kP*k
*t4*(t3*t3)*t2+16*t4P*t7*t32kP*k*t4*t3*t2+6*t4P*t7*t32kP*k*t4*(t3*t3)+12*t4P*t7*t32kP*k*t4
*(t3*t3)*t1-8*t7*t7*t32kP*t4*k*t3*t4P-3*t4P*t7*t32kP*t4*t33P-8*(t2*t2)*t33P*t3P*t4P*t5
*t1P-4*(t2*t2)*t34P*t3P*t4P*t5*t1P-8*t2*(t3*t3)*t3P*t4P*t6*t2P*t1*t4+6*t5*t1P*t7*t32kP
*k*(t2*t2)*(t4*t4)*(t3*t3)-4*t6*t2P*(t4*t4)*t3P*k*k*t3*t5*t1P+12*t5*t1P*t3P*k*t3*t4P*t4-4
*t6*t2P*t4*t3P*k*k*(t3*t3)*t5*t1P-8*t6*t2P*t4*t3P*k*k*t3*t5*t1P-8*t4P*(t1*t1)*t7*t3P
*k*t33P*t6*t2P*t4+8*(t3*t3)*t1*t7*t3P*t4P*t6*t2P+6*t7*t7*t32kP*t2*t33P*t4*t4P*(t1*t1)
+2*t6*t2P*t2*t3P*k*t4P*(t1*t1)-2*t7*t7*t32kP*(t1*t1)*(t2*t2)*k*t4P+2*t4P*t6*t3P*k*k*(t3
*t3)*t5*t1P*(t2*t2)*t4-18*t6*t2P*t4*t3P*k*t4P*t5*(t3*t3)-8*t5*t1P*t4*t7*t3P*k*t4P*t33P-8
*t5*t1P*t4*t7*t3P*k*t4P*(t2*t2)*t33P-8*t7*t7*t32kP*t1*t2*k*t4P-8*t7*t32kP*t1*t2*k*t4P
*t6-6*t7*t32kP*(t1*t1)*k*(t3*t3)*t4P*t6-8*t4P*t5*t7*t32kP*k*(t1*t1)*t4*t3-12*t4P*t5*t7*t32kP
*k*t1*t4*(t3*t3)+6*t7*t7*t32kP*(t1*t1)*t33P*t4P*t2-2*t6*t2P*t3P*k*k*t4P*(t3*t3)+6*t7*t32kP
*(t1*t1)*t33P*t4P*t6*t2-16*t5*t1P*t4*t7*t3P*k*t4P*t2*t33P-6*t7*t32kP*(t1*t1)*t33P*t6
*t2P*t4*t2+6*t7*t32kP*(t1*t1)*t33P*t4P*t5*t2-3*t7*t32kP*t1*(t2*t2)*(t3*t3)*t5*t1P-6*t7*t32kP
*t1*t2*(t3*t3)*t5*t1P-12*t7*t32kP*t1*t2*(t3*t3)*t5*t1P*t4-6*t7*t32kP*t4*k*(t3*t3)*t4P*t6-2
*t6*t6*t2P*t4*t3P*k*t4P-2*t6*t2P*t4*t3P*k*t4P*t5+12*t5*t1P*(t2*t2)*t3P*k*t3*t4P*t4
+6*t6*t2P*t7*t32kP*k*(t1*t1)*(t4*t4)*(t3*t3)-4*t4P*t4*t3P*(t3*t3)*t5*t1P*t1-4*t4P*t4*t3P
*(t3*t3)*t6*t2P*(t1*t1)+12*t6*t2P*t7*t32kP*k*t1*(t4*t4)*(t3*t3)+6*t4P*t7*t7*t32kP*t4*(t3*t3)
*t1*(t2*t2)-4*t5*t1P*t34P*t4*t3P*t4P-4*t4P*t5*t1*t3P*k*t6*t2P*t2+2*t5*t1P*t1*(t2*t2)
*t3P*k*t4P*t4-4*t5*t5*t1P*t1*t2*t3P*k*t4P*t4+3*t7*t32kP*(t1*t1)*t33P*t4P*t5*(t2*t2)*t4
+6*t4P*t6*t7*t32kP*t1*t4*(t3*t3)+3*t4P*t6*t7*t32kP*(t1*t1)*t4*(t3*t3)+2*t5*t1P*t3P*k*t4P
*(t2*t2)-4*t6*t2P*(t1*t1)*t3P*k*k*t3*t4P*t4-12*t6*t6*t2P*t4*t3P*k*t3*t4P*(t1*t1)-12*t6*t2P
*t4*t3P*k*t3*t4P*t5*(t1*t1)+4*t4P*t6*t6*t3P*k*k*t2P*t1*t4*t2+8*t4P*t6*t6*t3P*k*k*t2P
*t1*t3*t4*t2+8*t4P*t6*t6*t3P*k*k*t2P*t1*t3*t2-6*t4P*t5*t7*t32kP*k*(t2*t2)*t4*(t3*t3)-12*t4P
*t5*t7*t32kP*k*(t2*t2)*t4*(t3*t3)*t1-4*t4P*t3P*k*k*t6*t2P*t1*t4*t2-4*t4P*t3P*k*k*t6*t2P
*t1*t2-4*t7*t32kP*(t1*t1)*t2*k*t4P*t5-8*t4P*t6*t7*t32kP*k*(t1*t1)*(t2*t2)*t4*t3-12*t4P*t6*t7
*t32kP*k*(t1*t1)*t2*t4*(t3*t3)-6*t4P*t6*t7*t32kP*k*(t1*t1)*(t2*t2)*t4*(t3*t3)+12*t4P*t6*t7*t32kP
*t1*t2*(t3*t3)+8*t33P*t4*t6*t6*t2P*t3P*t4P+4*(t3*t3)*t6*t2P*t3P*t4P*t7+4*(t3*t3)*t6*t2P
*t3P*t4P*t5*(t1*t1)+4*(t3*t3)*t6*t6*t2P*t3P*t4P+4*(t3*t3)*t6*t2P*t3P*t4P*t5-4*(t3*t3)
*t6*t2P*t3P*t5*t1P*t2-4*(t3*t3)*t6*t2P*t3P*t5*t1P+4*(t3*t3)*t6*t6*t2P*t3P*t4P*t2-6
*t7*t32kP*t1*t33P*t4P*t4+3*t7*t32kP*(t1*t1)*t33P*t4P*t5*t4-6*t7*t32kP*(t1*t1)*t33P*t4P
*t2*t4+6*t7*t32kP*t1*t33P*t4P*t6*(t2*t2)*t4-3*t7*t32kP*(t1*t1)*t33P*t4P*(t2*t2)*t4+12*t7
*t32kP*t1*t33P*t4P*t6*t2*t4-4*t7*t7*t32kP*(t1*t1)*t2*k*t4P-4*t7*t7*t32kP*t1*(t2*t2)*k*t4P-4
*t7*t32kP*(t1*t1)*t2*k*t4P*t6-4*t7*t32kP*t1*(t2*t2)*k*t4P*t5+8*t33P*t4*t6*t2P*t3P*t4P
*t7-16*t6*t2P*t2*t33P*t3P*t4P*t1+3*t7*t32kP*(t1*t1)*t33P*t4P*t6*t4+16*t4P*t2*t3P*t33P
*t5*t6*t2P*t1+8*t33P*t4*t6*t2P*t3P*t4P*t5-16*t5*t5*t1P*t2*t3P*k*t33P*t4P-18*t6*t2P
*t2*t4*t7*t3P*k*(t3*t3)*t4P*(t1*t1)+12*t7*t32kP*t1*t33P*t4P*t5*t2*t4+3*t4P*t6*t7*t32kP
*t4*t33P+16*t6*t6*t2P*t2*t33P*t3P*t4P*t1+4*t6*t6*t2P*t2*t34P*t3P*t4P-3*t4P*t7*t32kP
*(t1*t1)*(t3*t3)-16*t4P*t6*t7*t32kP*k*t2*t4*t3+4*t5*t1P*t1*t2*t3P*k*t6*t2P*t4-8*t5*t1P*t4
*t3P*k*t4P*t6*(t2*t2)*t33P-12*t6*t6*t2P*t2*t4*t3P*k*t3*t4P*(t1*t1)-12*t6*t2P*t2*t4*t3P
*k*t3*t4P*t5*(t1*t1)+8*t6*t2P*t2*t4*t3P*k*t33P*t4P*(t1*t1)-4*t7*t7*t33kP*t4*(t3*t3)*t2-8
*t7*t7*t33kP*t4*(t3*t3)*t1*t2+18*t4P*t3P*k*t6*t2P*(t3*t3)*t2+18*t4P*(t1*t1)*t3P*k*(t3*t3)
*t6*t2P*t2+16*t4P*t1*t3P*k*t33P*t6*t2P*t2-4*t4P*t2*t4*t3P*k*k*(t3*t3)*t6*t2P*t1-2*t7
*t7*t33kP*(t4*t4)*(t3*t3)*t2-4*t7*t7*t33kP*(t4*t4)*(t3*t3)*t1*t2+4*t6*t2P*t1*t3P*k*k*t4P*t5
+12*t6*t2P*t2*t4*t3P*k*t3*t4P-12*t6*t6*t2P*(t1*t1)*t3P*k*t3*t4P-24*t6*t2P*t1*t3P*k*t3
*t4P*t5*t2-36*t6*t2P*t1*t3P*k*(t3*t3)*t4P*t5-12*t6*t2P*(t1*t1)*t3P*k*t3*t4P*t5-3*t7*t32kP
*t1*t33P*t5*t1P*(t2*t2)*(t4*t4)+2*t4P*t5*t5*t3P*k*k*t1P*(t2*t2)*(t3*t3)+4*t4P*t5*t5*t3P
*k*k*t1P*(t2*t2)*t3+8*t4P*t5*t5*t3P*k*k*t1P*t2*t3+4*t4P*t5*t5*t3P*k*k*t1P*t3*t4+2*t6*t6
*t2P*t2*t4*t3P*k*k*t4P*(t3*t3)+8*t4P*t2*t3P*t34P*t5*t6*t2P*t1-6*t7*t32kP*t1*t33P*t5
*t1P*t2*(t4*t4)+3*t7*t7*t32kP*(t1*t1)*t33P*t4P*t4-12*t4P*t5*t3P*k*t6*t2P*t3-4*t4P*t5
*t5*t3P*k*t1P*t2-2*t4P*t5*t5*t3P*k*t1P-8*(t3*t3)*t6*t2P*t3P*t5*t1P*t4-8*(t3*t3)*t6*t2P
*t3P*t4P*t1+4*(t3*t3)*t6*t6*t2P*t3P*t4P*(t1*t1)-4*(t3*t3)*t6*t2P*t3P*t5*t1P*t1+8*(t3
*t3)*t6*t6*t2P*t3P*t4P*t1-4*t4P*t6*t6*t3P*k*t2P*t1*t2+2*t6*t2P*t2*t4*t3P*k*k*t4P*t5
*(t3*t3)-2*t6*t2P*(t4*t4)*t3P*k*k*(t3*t3)*t5*t1P+4*t7*t7*t33kP*k*t2*t3-3*t7*t32kP*(t1*t1)*t33P
*t6*t2P*(t4*t4)-6*t7*t32kP*t1*t33P*t6*t2P*(t4*t4)*t2+4*t5*t5*t1P*(t2*t2)*t34P*t4*t3P*t4P-8
*t33P*t3P*t4P*t5*t1P-2*t4P*t5*t3P*k*t6*t2P-18*t4P*t5*t3P*k*t6*t2P*(t3*t3)-4*t6*t2P
*t2*t3P*k*k*t3*t5*t1P+4*t4P*t6*t3P*k*k*t5*t1P*t2*t4-12*t4P*t6*t7*t32kP*k*t2*t4*(t3*t3)-4
*t34P*t3P*t4P*t5*t1P+3*t4P*t5*t7*t32kP*(t3*t3)+6*t4P*t5*t7*t32kP*(t3*t3)*t1-3*t7*t32kP
*(t1*t1)*t33P*t6*t2P*(t4*t4)*t2+3*t4P*t5*t7*t32kP*(t1*t1)*(t3*t3)+8*t7*t32kP*(t4*t4)*k*t3*t6
*t2P*t2+12*t7*t32kP*t4*k*(t3*t3)*t6*t2P*t2-16*t33P*t4*t6*t2P*t3P*t5*t1P+8*t7*t32kP*t1
*t2*k*t4P+2*t5*t1P*t1*t2*t3P*k*t6*t2P-2*t6*t6*t2P*t4*t3P*k*t4P*(t1*t1)*t2-2*t6*t2P*t4
*t3P*k*t4P*t5*(t1*t1)*t2+2*t6*t2P*(t1*t1)*t7*t3P*k*k*(t3*t3)*t4P*t2+6*t7*t32kP*t2*(t3*t3)
*t4P*t6+6*t7*t32kP*t2*(t3*t3)*t4P*t5-3*t7*t32kP*t2*t33P*t6*t2P-6*t7*t32kP*t2*(t3*t3)*t6
*t2P*t4-3*t7*t32kP*(t2*t2)*(t3*t3)*t5*t1P-6*t7*t32kP*t2*(t3*t3)*t5*t1P-3*t7*t32kP*t2*(t3
*t3)*t6*t2P+3*t7*t32kP*(t2*t2)*(t3*t3)*t4P*t6-2*t6*t2P*t2*t3P*k*k*(t3*t3)*t5*t1P+2*t5*t1P
*t1*t3P*k*t4P*t4+4*t6*t2P*t1*t7*t3P*k*k*(t3*t3)*t4P*t2-12*t7*t7*t32kP*k*t4P*(t1*t1)*t2
*(t3*t3)+4*t5*t5*t3P*(t3*t3)*t4P*t1P-4*t4P*t6*t3P*k*t5*t1P*t2*t4+8*t33P*t4*t6*t2P*t3P
*t4P*t5*(t1*t1)*t2+4*t7*t32kP*k*t6*t2P*(t1*t1)*t4-3*t7*t32kP*t33P*t5*t1P-6*t5*t1P*t7*t32kP
*t1*(t2*t2)*t4*(t3*t3)-3*t7*t32kP*(t3*t3)*t5*t1P-4*(t3*t3)*t6*t2P*t3P*t5*t1P*t2*(t4*t4)+6*t7
*t7*t32kP*t2*t33P*t4*t4P-6*t4P*t7*t32kP*t1*(t2*t2)*(t3*t3)+8*t5*t5*t3P*t33P*t4P*t1P-4
*t7*t7*t32kP*(t1*t1)*t2*k*t4P*t4+2*t7*t32kP*t1*(t2*t2)*k*t5*t1P*(t4*t4)-2*t4P*(t2*t2)*t3P
*k*k*t5*t1P-4*t4P*t2*t3P*k*k*t5*t1P-2*t4P*t2*t3P*k*k*t6*t2P-2*t4P*t2*t3P*k*k*t6*t2P
*(t3*t3)-8*t4P*t2*t3P*k*k*t5*t1P*t3+4*t5*t1P*t34P*t4*t3P*t4P*t7-8*t5*t1P*t33P*t4*t3P
*t4P+8*t2*(t3*t3)*t7*t3P*t4P*t5*t1P*t1-12*t4P*t6*(t2*t2)*t3P*k*t3*t5*t1P-3*t4P*t7*t32kP
*(t2*t2)*t4*t33P-12*t6*t2P*t7*t32kP*t1*(t3*t3)*t4+4*(t3*t3)*t6*t2P*t3P*t4P*t5*t4+4*(t3*t3)
*t6*t2P*t3P*t4P*t7*t4-4*(t3*t3)*t6*t2P*t3P*t5*t1P*(t4*t4)-16*t4P*t7*t7*t32kP*k*t2*t3
+4*t34P*t4*t6*t2P*t3P*t4P*t7*(t1*t1)-4*t7*t32kP*k*t4P*t5*t2*t4-4*t7*t32kP*k*t4P*t6*t1
*t4-4*t7*t7*t32kP*k*t4P*t2*t4-4*t7*t7*t32kP*k*t4P*t1*t4+4*t34P*t4*t6*t2P*t3P*t4P*t5*(t1
*t1)-8*t4P*t7*t3P*k*t6*t2P*t33P*t4+4*t5*t5*t3P*t34P*t4P*t1P-3*t4P*t7*t32kP*(t2*t2)
*t4*(t3*t3)-24*t4P*t6*t2*t3P*k*t3*t5*t1P+4*t34P*t4*t6*t6*t2P*t3P*t4P*(t1*t1)+16*t42kP
*t6*t2*t3P*k*t33P*t5*(t1*t1)+2*t5*t5*t12kP*t2*(t4*t4)*t3P*k+8*t2*t34P*t7*t3P*t42kP*(t1
*t1)+72*t42kP*t6*t2*t3P*k*(t3*t3)*t5*t1+32*t2*t33P*t7*t3P*t42kP*t1-t42kP*t7*t7*t3P*k*k
*(t2*t2)*(t3*t3)+2*t7*t3P*t1P*k*k*t1*t4P*t5-12*t4P*t5*t1P*k*t7*t3P*t3-16*t2*t33P*t7*t3P
*t42kP*t6+4*t7*t3P*t1P*k*k*t4P*t5*t3+2*t7*t7*t33kP*(t1*t1)*(t2*t2)*k*t4-8*t42kP*(t2*t2)*t3P
*t33P*t5*t6*(t1*t1)-4*t34P*t6*t6*t22kP*t3P*t1+8*t42kP*t5*t5*t3P*k*t2*t33P+4*t42kP*t6
*t6*(t2*t2)*t3P*k*t33P*(t1*t1)-8*t42kP*t1*(t2*t2)*t7*t3P*k*k*t3*t5-16*t2*(t3*t3)*t7*t3P*t42kP
*t5*t1+4*t4P*t3*t4*t6*t2P*k*k*t7*t3P*(t1*t1)+8*t4P*t3*t4*t6*t2P*k*k*t7*t3P*t1+8*t4P*t1
*t6*t2P*k*k*t7*t3P*t3-2*t7*t3P*t4*t2P*k*t4P*t6-2*t4P*t6*t2P*k*t2*t7*t3P*t4-12*t7*t3P
*t6*t2P*k*t2*t4P*(t1*t1)*t3-2*t7*t3P*t6*t2P*k*t2*t4P*(t1*t1)+8*t2*(t3*t3)*t7*t3P*t42kP
*(t1*t1)+2*t7*t3P*t4*t2P*k*k*t4P*t6+4*t7*t3P*t6*t2P*k*k*t2*t4P*t3*t4-12*t7*t3P*t3*t4*t6
*t2P*k*t4P*(t1*t1)*t2+4*t7*t3P*t6*t2P*k*k*t2*t4P*t1*t4+4*t7*t3P*t6*t2P*k*k*t2*t4P*(t1
*t1)*t3*t4+8*t7*t3P*t6*t2P*k*k*t2*t4P*t1*t3*t4-2*t7*t3P*t2P*k*t4P*t6-12*t7*t3P*(t1*t1)
*t4*t2P*k*t4P*t6*t3+4*t7*t3P*t6*t2P*k*k*t2*t4P*t3-12*t7*t3P*t3*t2P*k*t4P*t6-2*t5*t5*t3P
*(t3*t3)*t42kP*(t1*t1)-8*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P*t1+4*t7*t7*t33kP*k*t1*(t2*t2)*t3
+8*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P*t6+8*t4P*t1*t33P*t4*t7*t3P*t5*t1P-12*t4P*t6*t4*t3P
*k*t3*t5*t1P+8*t2*t34P*t7*t3P*t4P*t5*t1P-24*t4P*t6*t4*t3P*k*t3*t5*t1P*t2+16*t5*t1P
*t2*t33P*t4*t3P*t4P*t6*t1-8*t4P*t6*(t2*t2)*t3P*k*t33P*t5*t1P+12*t7*t32kP*t1*k*(t3*t3)
*t6*t2P-18*t4P*t6*(t2*t2)*t3P*k*(t3*t3)*t5*t1P-16*t5*t1P*t2*t33P*t4*t3P*t6*t2P*t1-8*t5
*t1P*t2*t34P*t4*t3P*t4P*t1+4*t6*t6*t2P*t2*t34P*t3P*t4P*(t1*t1)+4*t4P*t5*t5*t2*t4*t3P
*k*k*t1P-6*t4P*t7*t32kP*t33P*t2-8*t6*t2P*t2*t33P*t3P*t4P-2*t7*t7*t32kP*k*t4P+2*t7
*t32kP*k*t4P-t5*t5*t12kP*t3P*k*k*(t3*t3)*(t4*t4)+4*t4P*t5*t3P*k*k*t6*t2P*t3+2*t4P*t5
*t3P*k*k*t6*t2P*t4+2*t4P*t5*t5*t3P*k*k*t1P+2*t4P*t5*t3P*k*k*t6*t2P+18*t5*t1P*t3P
*k*(t3*t3)*t4P+3*t4P*t6*t7*t32kP*(t2*t2)*t4*(t3*t3)-6*t4P*t7*t32kP*(t3*t3)*t2-16*t5*t1P*t2
*t33P*t4*t3P*t4P*t1-4*t7*t7*t33kP*t4*(t3*t3)*(t1*t1)*t2+3*t4P*t5*t7*t32kP*t33P-18*t4P
*t1*t7*t3P*k*(t3*t3)*t5*t1P*(t2*t2)-36*t4P*t1*t7*t3P*k*(t3*t3)*t6*t2P*t2+4*t7*t32kP*(t1*t1)
*t2*k*t6*t2P*t4-4*t6*t2P*t2*t34P*t3P*t5*t1P*t1+8*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P*t7-8
*t4P*t6*t6*t3P*k*t2P*t33P-2*t7*t7*t33kP*(t4*t4)*(t3*t3)*(t1*t1)*t2+16*t7*t32kP*t4*k*t3*t6
*t2P*t2-3*t6*t2P*t7*t32kP*t2*(t4*t4)*(t3*t3)-2*t7*t7*t33kP*t4*(t3*t3)*(t1*t1)*(t2*t2)-8*t6*t2P
*t2*t4*t7*t3P*k*t33P*t4P-4*t6*t2P*t2*t34P*t3P*t4P*(t1*t1)-8*t6*t2P*t2*t33P*t3P*t5
*t1P*t1-4*t7*t7*t33kP*t4*(t3*t3)*t1*(t2*t2)+8*t5*t1P*t2*t34P*t4*t3P*t4P*t6+8*t5*t1P*t33P
*t4*t3P*t4P*t7+8*t5*t1P*t33P*t4*t3P*t4P*t6+8*t5*t5*t1P*t33P*t4*t3P*t4P+4*t7*t32kP
*k*t4P*t1*t4+8*t7*t32kP*k*t5*t1P*t2*t4+2*t7*t32kP*k*t4P*(t2*t2)+2*t7*t32kP*k*t4P*(t1*t1)
+2*t7*t32kP*k*t4P*(t2*t2)*t4+4*t7*t32kP*k*t4P*t2*t4+4*t7*t32kP*k*t5*t1P*t4*t1+8*t7*t32kP
*k*t6*t2P*t1*t4+8*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*t1+4*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*t4-2*t7
*t7*t33kP*(t4*t4)*(t3*t3)*t1*(t2*t2)+16*t7*t32kP*t1*k*t3*t6*t2P+4*t6*t2P*t1*t7*t3P*k*k*(t3
*t3)*t4P+2*t6*t2P*(t1*t1)*t7*t3P*k*k*(t3*t3)*t4P+8*t2*t33P*t7*t3P*t4P*t6*t2P-12*t4P
*t5*t5*t1*t3P*k*t3*t1P-8*t4P*t7*t3P*k*t5*t1P*t33P+8*t6*t6*t2P*t2*t33P*t3P*t4P*(t1
*t1)+12*t5*t1P*t3P*k*t3*t4P+2*t4P*t5*t3P*k*k*t6*t2P*(t3*t3)+4*t4P*t5*t5*t3P*k*k*t1P
*t3+2*t4P*t5*t5*t3P*k*k*t1P*t4-6*t6*t2P*t7*t32kP*t2*(t4*t4)*(t3*t3)*t1+8*t5*t1P*t2*t34P
*t4*t3P*t4P*t7+16*t5*t5*t1P*t2*t33P*t4*t3P*t4P*t1-t7*t7*t33kP*(t4*t4)*(t3*t3)*(t1*t1)*(t2
*t2)-2*t5*t1P*t1*(t2*t2)*t3P*k*t4P*t6+8*t2*(t3*t3)*t7*t3P*t4P*t5*t1P+4*t2*(t3*t3)*t7*t3P
*t4P*t6*t2P+3*t7*t7*t32kP*(t2*t2)*t33P*t4*t4P*(t1*t1)+4*(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P
+8*t4P*t6*t6*t2*t4*t3P*(t3*t3)*t2P*t1+4*t4P*t6*(t2*t2)*t4*t3P*(t3*t3)*t5*t1P+2*t4P*(t1
*t1)*t3P*k*t6*t2P+4*t4P*t1*t3P*k*t6*t2P+3*t4P*t5*t7*t32kP*t4*(t3*t3)+6*t4P*t5*t7*t32kP
*t4*(t3*t3)*t1+6*t4P*t5*t7*t32kP*t4*(t3*t3)*t2+3*t4P*t5*t7*t32kP*t4*t33P+6*t4P*t5*t7*t32kP
*t4*t33P*t2-18*t4P*t5*t5*t1*t3P*k*(t3*t3)*t1P+2*t4P*t5*t5*(t2*t2)*t4*t3P*k*k*t1P-8*t5*t1P
*t2*t34P*t4*t3P*t6*t2P*t1-8*t5*t1P*t2*t33P*(t4*t4)*t3P*t6*t2P*t1+2*t4P*t2*t4*t7*t3P
*k*k*(t3*t3)*t6*t2P*(t1*t1)+2*t4P*(t2*t2)*t4*t7*t3P*k*k*(t3*t3)*t5*t1P*t1+4*t4P*t1*(t2*t2)
*t34P*t4*t7*t3P*t5*t1P+8*t5*t1P*t2*t34P*t4*t3P*t4P*t6*t1-16*t6*t2P*t2*t4*t7*t3P*k*t33P
*t4P*t1+4*t5*t1P*(t2*t2)*t34P*t4*t3P*t4P*t6*t1-4*t5*t1P*t2*t34P*(t4*t4)*t3P*t6*t2P
*t1+8*t4P*t5*t5*t2*t4*t3P*k*k*t1P*t3+12*t4P*t5*t7*t32kP*t1*t2*(t3*t3)+4*t7*t32kP*t1*t2*k
*t6*t2P*(t4*t4)-8*t7*t32kP*t1*t2*k*t4P*t5*t4-8*t7*t32kP*t1*t2*k*t4P*t6*t4-8*t7*t7*t32kP*t1
*t2*k*t4P*t4+8*t5*t1P*(t2*t2)*t33P*t4*t3P*t4P*t6*t1+4*t2*t34P*t7*t3P*t4P*t6*t2P+16
*t2*t33P*t7*t3P*t4P*t5*t1P-16*t4P*t5*t7*t32kP*k*t1*t4*t3-18*t4P*t7*t3P*k*t6*t2P*(t3
*t3)-18*t4P*t7*t3P*k*t5*t1P*(t3*t3)+3*t4P*t5*t7*t32kP*(t1*t1)*t4*(t3*t3)+8*t4P*t2*t3P*(t3
*t3)*t5*t6*t2P*t1+8*t4P*t2*t3P*t33P*t5*t6*t2P+4*t4P*t2*t3P*(t3*t3)*t5*t6*t2P*t4+4*t4P
*(t2*t2)*t3P*(t3*t3)*t5*t5*t1P+8*t2*(t3*t3)*t7*t3P*t4P*t5*t1P*t4+6*t7*t32kP*(t1*t1)*k*(t3
*t3)*t4P*t4-6*t7*t7*t32kP*k*t4P*(t1*t1)*(t2*t2)*(t3*t3)+6*t7*t32kP*(t1*t1)*t33P*t4P*t6*t2
*t4+6*t7*t32kP*(t1*t1)*t33P*t4P*t5*t2*t4-8*t7*t7*t32kP*(t1*t1)*k*t3*t4P*t4+4*t4P*(t1*t1)
*t2*t34P*t4*t7*t3P*t6*t2P-3*t6*t2P*t7*t32kP*t2*(t4*t4)*t33P-4*t34P*t4*t6*t2P*t3P*t4P
+8*t33P*t4*t6*t6*t2P*t3P*t4P*t2-12*t7*t32kP*t1*k*(t3*t3)*t4P*t6*t4+6*t4P*t5*t7*t32kP
*(t1*t1)*t2*(t3*t3)+6*t4P*t5*t7*t32kP*t1*(t2*t2)*(t3*t3)+3*t4P*t5*t7*t32kP*(t1*t1)*(t2*t2)*(t3
*t3)+8*t6*t6*t2P*t1*t2*t3P*(t3*t3)*t4P-4*t34P*t4*t6*t2P*t3P*t4P*t2-8*t34P*t4*t6*t2P
*t3P*t4P*t1-16*t33P*t4*t6*t2P*t3P*t4P*t1*t2-8*t33P*(t4*t4)*t6*t2P*t3P*t5*t1P+6*t7
*t32kP*(t1*t1)*t2*(t3*t3)*t4P*t5*t4-8*t34P*t4*t6*t2P*t3P*t5*t1P+3*t4P*t7*t7*t32kP*(t1
*t1)*(t3*t3)-18*t5*t1P*t1*t3P*k*(t3*t3)*t4P*t6+4*(t2*t2)*t34P*t4P*t6*t3P*t5*t1P+8*t7*t7
*t33kP*k*t1*t4*t3+4*t4P*t5*t5*t3P*k*k*t1P*t2*(t3*t3)+2*t4P*t5*t5*t3P*k*k*t1P*(t3*t3)*t4
+4*t4P*t5*t3P*k*k*t6*t2P*t3*t4+2*t4P*t5*t3P*k*k*t6*t2P*(t3*t3)*t4+16*t33P*t4*t6*t2P*t3P
*t4P*t7*t1-12*t7*t32kP*t1*k*(t3*t3)*t4P*t6-8*t33P*t4*t6*t2P*t3P*t4P*t2-16*t33P*t4*t6
*t2P*t3P*t4P*t1-8*t7*t32kP*(t1*t1)*k*t3*t4P*t6+2*t4P*t7*t3P*k*k*t6*t2P*(t3*t3)+16*t33P
*t4*t6*t2P*t3P*t4P*t5*t1+4*t34P*t4*t6*t2P*t3P*t4P*t5+8*t33P*t4*t6*t2P*t3P*t4P*t5
*t2+4*t34P*t4*t6*t6*t2P*t3P*t4P+16*t33P*t4*t6*t6*t2P*t3P*t4P*t1+12*t7*t7*t32kP*t2*t33P
*t4*t4P*t1+8*t33P*t4*t6*t2P*t3P*t4P*t7*t2+6*t7*t32kP*t2*t33P*t4P*t6+3*t7*t32kP*(t2
*t2)*(t3*t3)*t4P*t5+6*t7*t32kP*t2*t33P*t4P*t5+6*t7*t7*t32kP*t2*t33P*t4P+3*t7*t32kP*(t2
*t2)*(t3*t3)*t4P*t5*t4+6*t7*t32kP*t2*t33P*t4P*t6*t4+3*t7*t7*t32kP*(t2*t2)*(t3*t3)*t4P*t4
+4*t34P*t4*t6*t6*t2P*t3P*t4P*(t1*t1)*t2+4*t34P*t4*t6*t2P*t3P*t4P*t7-6*t7*t32kP*t1*t33P
*t4P*(t2*t2)*t4+4*t34P*t4*t6*t2P*t3P*t4P*t5*(t1*t1)*t2+16*t5*t1P*t7*t32kP*k*t3*(t4*t4)
*t2+2*t5*t1P*t1*(t2*t2)*t3P*k*t4P-8*t7*t32kP*t4*k*t3*t4P*t6-8*t7*t32kP*t4*k*t3*t4P*t5+16
*t5*t1P*t1*t2*t33P*t3P*t4P*t6-4*(t3*t3)*t3P*t4P*t5*t1P*t1+16*t33P*t3P*t42kP*t5*t1-t4P
*(t2*t2)*t32kP*k*k*t7*(t1*t1)*t3-18*t5*t1P*t4*t7*t3P*k*t4P*(t2*t2)*(t3*t3)+8*t4P*t2*t3P*(t3
*t3)*t5*t5*t1P*t4+4*t4P*t2*t3P*t34P*t5*t6*t2P+16*t4P*t2*t3P*t33P*t5*t5*t1P+4*t4P
*t5*t5*t2*t4*t3P*k*k*t1P*(t3*t3)+2*t4P*t7*t3P*k*k*t5*t1P*(t3*t3)-12*t4P*t6*t6*t4*t3P*k
*t3*t2P+8*t4P*t2*t3P*(t3*t3)*t5*t5*t1P+4*t4P*t2*t3P*(t3*t3)*t5*t6*t2P+4*t4P*t1*t34P
*t4*t7*t3P*t5*t1P+6*t4P*t6*t7*t32kP*(t1*t1)*t2*(t3*t3)+6*t4P*t6*t7*t32kP*t1*(t2*t2)*(t3*t3)
+3*t4P*t6*t7*t32kP*(t1*t1)*(t2*t2)*(t3*t3)+4*t7*t7*t33kP*k*(t1*t1)*t4*t3+4*t7*t7*t33kP*k*t1*(t4
*t4)*t3+2*t7*t7*t33kP*k*(t1*t1)*(t4*t4)*t3-2*t6*t2P*t3P*k*k*t4P+8*t4P*(t1*t1)*t2*t33P*t4
*t7*t3P*t6*t2P+3*t4P*t7*t7*t32kP*t4*(t3*t3)+8*t5*t1P*t1*t3P*k*t33P*t4P-t6*t6*t22kP
*(t1*t1)*t3P*k*k*(t4*t4)-2*t42kP*t6*t6*t3P*k*k*t2-8*t42kP*t5*t5*t3P*k*k*t1*t2*t3+2*t4P*t6
*t32kP*k*k*t3*t7*t2+4*t7*t3P*t4*t5*t1P*k*k*t1*t4P*(t2*t2)*t3+2*t7*t3P*t4*t5*t1P*k*k*t1*t4P
*(t2*t2)+t42kP*t5*t5*(t1*t1)*t3P*k*(t2*t2)-24*t4P*t4*t5*t1P*k*t1*t7*t3P*t2*t3+4*t7*t3P*t1P
*k*k*t1*t4P*t5*t3-12*t4P*t4*t5*t1P*k*t1*t7*t3P*(t2*t2)*t3-12*t4P*t4*t5*t1P*k*t1*t7*t3P
*t3-2*t4P*t4*t5*t1P*k*t7*t3P-2*t4P*t4*t5*t1P*k*t7*t3P*(t2*t2)+12*t42kP*(t1*t1)*t2*t3P
*k*t3-12*t4P*t4*t5*t1P*k*t7*t3P*t3-4*t4P*t4*t5*t1P*k*t7*t3P*t2+4*t7*t3P*t1P*k*k*t1*t4P
*t5*t3*t4+2*t7*t3P*t1P*k*k*t1*t4P*t5*t4+18*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t5+4*t4P*t2*t5
*t1P*k*k*t7*t3P*t1+2*t4P*(t2*t2)*t5*t1P*k*k*t7*t3P+4*t4P*t2*t5*t1P*k*k*t7*t3P*t4-12*t4P
*t3*t5*t1P*k*t1*t7*t3P-4*t42kP*t2*t3P*(t3*t3)*t5*t5*(t1*t1)-4*t42kP*(t2*t2)*t3P*(t3*t3)*t5
*t5*t1+12*t42kP*t5*t5*(t1*t1)*t3P*k*t3*t2+6*t42kP*(t1*t1)*t7*t7*t3P*k*t3+8*t42kP*t2*t3P*t34P
*t5*(t1*t1)+18*t42kP*t7*t3P*k*t5*(t2*t2)*(t3*t3)-36*t42kP*(t1*t1)*t2*t3P*k*(t3*t3)*t6-8*t42kP
*t6*t3P*k*t1*t2-t42kP*t7*t7*t3P*k*k*(t2*t2)-2*t42kP*t7*t7*t3P*k*k*t2+4*t5*t5*t12kP*t3P
*k*t33P-t7*t7*t33kP*(t3*t3)-t42kP*t7*t7*t3P*k*k-2*(t3*t3)*t42kP*t6*t6*t3P+2*t42kP*t6*t3P
*k*k-2*t5*t5*t12kP*t3P*k*k*t3*(t4*t4)-t5*t1P*t32kP*k*k*t7+4*(t2*t2)*(t3*t3)*t7*t3P*t42kP
+8*t42kP*t6*(t2*t2)*t3P*k*t33P*t5*(t1*t1)-8*t42kP*(t1*t1)*(t2*t2)*t3P*k*t33P*t5+4*(t3*t3)
*(t1*t1)*t3P*t42kP*t6+18*t5*t5*t12kP*t2*t3P*k*(t3*t3)-2*(t3*t3)*(t1*t1)*t7*t7*t3P*t42kP+t42kP
*(t1*t1)*t7*t7*t3P*k*(t2*t2)-2*t6*t2P*t1*t7*t32kP*k*k*t3*(t4*t4)+4*t7*t7*t33kP*k*t1*t4+4*t4P
*t2*t4*t7*t7*t32kP*k*k*t3*t1-t42kP*t7*t7*t3P*k*k*(t1*t1)*(t2*t2)+t4P*t5*(t1*t1)*t4*t32kP*k
*k*t7*t3+12*t42kP*t6*t3P*k*t5*t3+32*t42kP*t6*t2*t3P*k*t33P*t5*t1+4*t42kP*(t1*t1)*t7*t7*t3P
*k*t33P*(t2*t2)-16*t2*t33P*t3P*t42kP*t1-8*t33P*t3P*t42kP*t1+4*t42kP*t6*t6*t3P*k*t1
*t2-4*t42kP*t1*t2*t7*t7*t3P*k*k*(t3*t3)+8*(t2*t2)*t33P*t7*t3P*t42kP*(t1*t1)+4*t42kP*t5*t5
*(t1*t1)*t3P*k*t33P*(t2*t2)-8*t42kP*t6*(t1*t1)*t3P*k*k*t5*t2*t3-4*t34P*(t1*t1)*t7*t3P*t42kP
*t5+4*t4P*t5*t32kP*k*k*t7*t1*t2-4*t42kP*t7*t3P*k*k*t6*t1*(t3*t3)+2*t7*t7*t33kP*(t1*t1)*t2*k
*(t4*t4)-8*t6*t6*t22kP*t1*t3P*k*k*t3*t4+8*t42kP*t2*t3P*(t3*t3)*t5*(t1*t1)+12*t42kP*t7*t7*t3P
*k*t2*t3-2*t42kP*t7*t7*t3P*k*k*t1+t4P*t5*t32kP*k*k*t7*(t2*t2)-4*t42kP*t5*t3P*k*k*t6*t2+2
*t42kP*t6*t3P*k*k*(t3*t3)*(t2*t2)-2*t4P*t2*t32kP*k*k*t7*t3+4*t7*t7*t33kP*k*t2*t4+4*t42kP
*t5*t5*t1*t3P*k*t2+24*t42kP*t7*t3P*k*t5*t2*t3-4*(t2*t2)*t34P*t7*t3P*t42kP*t6*(t1*t1)-2*t42kP
*t6*(t1*t1)*t3P*k*k*t5+t4P*t5*(t2*t2)*t4*t32kP*k*k*t7*t3+t4P*t5*t32kP*k*k*t7*t4*t3-2*t42kP
*t5*t5*t3P*k*k*(t1*t1)*t3-t5*t1P*t1*(t4*t4)*t7*t32kP*k*k-36*t42kP*t2*t3P*k*(t3*t3)*t5+t4P
*t5*(t2*t2)*t4*t32kP*k*k*t7+36*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t5*t2+2*t4P*t5*t1*t4*t32kP*k
*k*t7*(t2*t2)*t3+24*t42kP*t1*t7*t3P*k*t5*t3+6*t5*t5*t12kP*t3P*k*t3+4*t42kP*(t1*t1)*t2*t7*t3P
*k*k*(t3*t3)+8*t4P*t2*t5*t1P*k*k*t7*t3P*t1*t3+4*t4P*(t2*t2)*t5*t1P*k*k*t7*t3P*t3+8*t4P
*t2*t5*t1P*k*k*t7*t3P*t4*t3-2*t4P*t4*t5*t1P*k*t1*t7*t3P*(t2*t2)-2*t4P*t5*t1P*k*t7*t3P-2
*t4P*t5*t1P*k*t7*t3P*t1-4*t4P*t5*t1P*k*t7*t3P*t2-12*t4P*t3*t5*t1P*k*t1*t7*t3P*(t2*t2)-12
*t4P*(t2*t2)*t3*t5*t1P*k*t7*t3P*t4+8*t4P*t2*t5*t1P*k*k*t7*t3P*t3-2*(t2*t2)*t34P*t7*t7*t3P
*t42kP*(t1*t1)-12*t4P*(t2*t2)*t3*t5*t1P*k*t7*t3P-24*t4P*t2*t3*t5*t1P*k*t7*t3P*t4+t4P
*(t2*t2)*t4*t7*t7*t32kP*k*k*t3*(t1*t1)+9*t6*t6*t22kP*t3P*k*(t3*t3)+2*t4P*t6*(t1*t1)*t32kP*k
*k*t7*t2*t3+2*t42kP*t5*t3P*k*k*(t2*t2)*(t3*t3)+6*t42kP*t7*t7*t3P*k*(t2*t2)*t3-16*t2*t33P*t7
*t3P*t42kP*t5*(t1*t1)-t4P*t32kP*k*k*t7*(t1*t1)*t3+24*t42kP*t1*t7*t3P*k*t6*t3+9*t42kP*t5
*t5*(t1*t1)*t3P*k*(t3*t3)*(t2*t2)-8*t5*t5*t3P*t33P*t42kP*t1-2*t42kP*t2*t3P*k*k*(t3*t3)-4
*t6*t6*t22kP*t4*t3P*k*k*t3-4*t5*t5*t12kP*t34P*t4*t3P-2*(t2*t2)*t34P*t3P*t42kP+2*t6*t6
*t22kP*(t4*t4)*t3P*k*t1-8*t42kP*t7*t3P*k*k*t5*t2*t3+2*t4P*t6*t1*t32kP*k*k*t7*t4*t3-2*t5*t5
*t12kP*t3P*(t3*t3)*(t4*t4)-t6*t2P*(t1*t1)*t7*t32kP*k*k*t3+18*t42kP*t6*t6*t2*t3P*k*(t3*t3)
*(t1*t1)-4*t34P*(t4*t4)*t6*t6*t22kP*t3P*t1-2*t42kP*t7*t7*t3P*k*k*(t2*t2)*t3-2*t6*t2P*t1*t7
*t32kP*k*k*t2-t5*t5*t12kP*t3P*k*k+8*t42kP*t6*(t1*t1)*t3P*k*k*t2*t3-4*t5*t1P*t2*t7*t32kP
*k*k*t1*t4-32*t2*t33P*t7*t3P*t42kP*t5*t1-16*t42kP*t1*(t2*t2)*t3P*k*t33P*t5+t6*t6*t22kP
*t3P*k*(t1*t1)-t42kP*t5*t5*t3P*k*k*(t1*t1)-4*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t6*(t1*t1)+2*t7*t7
*t33kP*k*(t2*t2)*t4-48*t42kP*t1*t2*t3P*k*t3*t5+2*t42kP*t5*t3P*k*k*(t1*t1)*(t2*t2)*(t3*t3)+6
*t42kP*t6*t6*(t2*t2)*t3P*k*t3+4*t4P*t7*t7*t32kP*k*k*t1*t2-4*(t3*t3)*(t1*t1)*t3P*t42kP*t6
*t5+t4P*t6*t32kP*k*k*t3*t7*t4+16*t42kP*t6*t1*t3P*k*k*t2*t3+12*t42kP*t1*t7*t7*t3P*k*(t2*t2)
*t3-4*t5*t5*t3P*t34P*t42kP*t1-4*t42kP*t6*t3P*k*k*t3*t5*(t2*t2)+4*t42kP*t5*t5*t3P*k*t33P-16
*t5*t5*t12kP*t2*t33P*t4*t3P-48*t42kP*t1*t2*t3P*k*t3*t6+2*t4P*t5*t32kP*k*k*t7*t1*t3+2*t42kP
*t3P*k*t2-4*t42kP*t2*t3P*t34P*t5*t5+18*t42kP*t6*t6*t2*t3P*k*(t3*t3)+18*t42kP*t5*t5*t1*t3P
*k*(t3*t3)*(t2*t2)-32*t2*t33P*t7*t3P*t42kP*t6*t1+4*t4P*t6*t1*t32kP*k*k*t7*t2*t3+2*t6*t6*t22kP
*t3P*k*t1-2*t42kP*t6*t3P*k-2*t42kP*t5*t5*t3P*k*k*t1+4*t42kP*t5*t3P*k*k*(t1*t1)*t2*(t3*t3)-4
*t5*t1P*t2*t32kP*k*k*t7*t4+t42kP*t6*t6*t3P*k*(t2*t2)+2*t4P*(t1*t1)*t2*t7*t7*t32kP*k*k*t3-8
*(t3*t3)*t1*t7*t3P*t42kP*t5-2*t4P*t4*t32kP*k*k*t7*t2+2*t7*t7*t33kP*t1*(t2*t2)*k*(t4*t4)+18
*t42kP*t1*t3P*k*(t3*t3)+2*t4P*t7*t7*t32kP*k*k*t2-16*t2*(t3*t3)*t7*t3P*t42kP*t6*t1-16*t42kP
*t6*t2*t3P*k*t33P-2*t42kP*t5*t5*t3P*k*k*t1*(t2*t2)*(t3*t3)-4*t42kP*t5*t5*t3P*k*k*t1*(t2*t2)
*t3-8*t33P*t6*t6*t22kP*t3P*t1-4*(t2*t2)*(t3*t3)*t3P*t42kP*t1-4*t5*t5*t12kP*(t2*t2)*t3P
*k*k*t3*t4-16*t2*t33P*t7*t3P*t42kP*t6*(t1*t1)-18*t42kP*t7*t3P*k*(t3*t3)-2*t7*t3P*(t1*t1)
*t4*t2P*k*t4P*t6-24*t7*t3P*t1*t4*t2P*k*t4P*t6*t3-4*t5*t5*t12kP*t2*(t4*t4)*t3P*(t3*t3)-4
*(t3*t3)*t6*t6*t22kP*t3P*t1*(t4*t4)-24*t42kP*t2*t3P*k*t3*t5-2*t6*t6*t22kP*t1*t3P*k*k*(t4
*t4)-2*t42kP*(t1*t1)*(t2*t2)*t7*t3P*k*k*(t3*t3)*t6-18*t42kP*(t1*t1)*(t2*t2)*t3P*k*(t3*t3)*t6-2
*t42kP*t7*t7*t3P*k*k*(t1*t1)*t2+2*t7*t3P*t6*t2P*k*k*t2*t4P*t4-12*t7*t3P*t3*t2P*k*t4P
*t6*(t1*t1)+4*t4P*(t1*t1)*t6*t2P*k*k*t7*t3P*t3-24*t7*t3P*t3*t2P*k*t4P*t6*t1+4*t4P*t3*t4
*t6*t2P*k*k*t7*t3P-t4P*t4*t32kP*k*k*t7*t3+2*t4P*(t1*t1)*t6*t2P*k*k*t7*t3P+4*t4P*t1*t6
*t2P*k*k*t7*t3P*t4-4*t7*t3P*t6*t2P*k*t2*t4P*t1*t4+36*t42kP*t7*t3P*k*t5*t2*(t3*t3)-4*t42kP
*(t1*t1)*t2*t7*t3P*k*k*(t3*t3)*t5+2*t42kP*t7*t3P*k*k*(t1*t1)*(t2*t2)-4*t42kP*t1*t7*t3P*k*(t2
*t2)+36*t42kP*t1*t7*t3P*k*(t3*t3)*t5*(t2*t2)+8*t5*t5*t12kP*t4*t3P*k*t33P+9*t6*t6*t22kP*(t4
*t4)*t3P*k*(t3*t3)*(t1*t1)-t42kP*t5*t5*t3P*k*k*(t1*t1)*(t2*t2)-2*(t2*t2)*t34P*t7*t7*t3P*t42kP-4
*t5*t5*t12kP*t3P*(t3*t3)*t4-4*t5*t3P*t34P*t42kP*t6+18*t42kP*t7*t7*t3P*k*t2*(t3*t3)+2*t42kP
*t6*(t1*t1)*t3P*k*k-2*t6*t6*t22kP*t1*t3P*k*k+72*t42kP*t1*t7*t3P*k*(t3*t3)*t5*t2-4*t42kP*(t1
*t1)*(t2*t2)*t7*t3P*k*k*t3*t6+6*t42kP*t7*t7*t3P*k*t3+2*t42kP*t6*t6*t3P*k*t2+2*t4P*(t2*t2)
*t4*t7*t7*t32kP*k*k*t3*t1-4*t5*t5*t3P*t33P*t42kP*(t1*t1)-4*t34P*t7*t3P*t42kP*t6+2*t4P
*t6*t32kP*k*k*t3*t7*t2*t4+t4P*t6*(t1*t1)*t32kP*k*k*t7*(t2*t2)*t4+t4P*t6*(t1*t1)*t32kP*k*k*t7
*t4*t3+8*t33P*t3P*t42kP*t6*(t1*t1)+4*t42kP*t5*t3P*k*k*(t1*t1)*(t2*t2)*t3+18*t42kP*t6*t6*(t2
*t2)*t3P*k*(t3*t3)*t1+4*t34P*t3P*t42kP*t6*(t1*t1)+8*t42kP*t1*(t2*t2)*t3P*k*t33P+8*t42kP
*t6*t1*t3P*k*k*(t2*t2)*t3-2*t6*t6*t22kP*(t1*t1)*t3P*k*k*(t3*t3)*t4+4*t42kP*t7*t3P*k*k*t3-16
*t42kP*t2*t3P*t33P*t5*t5*t1-16*t33P*t1*t7*t3P*t42kP*t5+t4P*(t2*t2)*t4*t7*t7*t32kP*k*k
*t3+24*t42kP*t6*t2*t3P*k*t3*t5*(t1*t1)-2*t5*t1P*(t2*t2)*t7*t32kP*k*k*t1*t4*t3-t5*t5*t12kP*t3P
*k*k*(t4*t4)-t42kP*t5*t5*t3P*k*k*(t2*t2)-2*t6*t2P*t1*t7*t32kP*k*k-4*t42kP*(t2*t2)*t3P*t34P
*t5*t5*t1+8*t33P*t3P*t42kP*t5+8*t42kP*t6*t1*t3P*k*k*t2-72*t42kP*t1*t7*t3P*k*(t3*t3)*t2-2
*t5*t1P*t2*t32kP*k*k*t7*t3-4*t42kP*t6*(t1*t1)*t3P*k*k*t5*t2*(t3*t3)+18*t5*t5*t12kP*t4*t3P
*k*(t2*t2)*(t3*t3)+36*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t6*t2+2*t7*t7*t33kP*k*t1*(t4*t4)+8*t5*t5*t12kP
*t2*t3P*k*t33P+t4P*t7*t7*t32kP*k*k*(t2*t2)*t4-4*t42kP*t6*t3P*k*k*(t3*t3)*t5*t2+2*t4P*t7
*t7*t32kP*k*k*t1*t4*t3+2*t42kP*(t2*t2)*t3P*k*k*t6-8*t2*t33P*t42kP*t6*t6*t3P*(t1*t1)-4*t5
*t5*t12kP*t33P*t3P+8*t5*t5*t12kP*t4*t3P*k*(t2*t2)*t33P+4*t42kP*t5*t3P*k*k*t1-t4P*t4
*t32kP*k*k*t7*(t1*t1)*(t2*t2)+16*t42kP*t5*t3P*k*k*t1*t2*t3+4*t42kP*t6*(t1*t1)*t3P*k*k*t2+12
*t42kP*t7*t3P*k*t5*(t2*t2)*t3+8*t42kP*(t2*t2)*t3P*t33P*t5+12*t42kP*t5*t5*t3P*k*t2*t3+24
*t42kP*(t1*t1)*t7*t3P*k*t5*t2*t3+2*t42kP*t7*t7*t3P*k*t2+t4P*t7*t7*t32kP*k*k*(t2*t2)*t3-4
*t42kP*t7*t3P*k*k*t5*t2+9*t42kP*(t2*t2)*t3P*k*(t3*t3)-t5*t1P*t32kP*k*k*t7*t3-2*t6*t6*t22kP
*t3P*k*k*t4+2*t42kP*t6*(t1*t1)*t3P*k*k*(t2*t2)*(t3*t3)-8*t33P*t1*t7*t7*t3P*t42kP-16*t42kP
*t1*t2*t7*t3P*k*k*t3*t6-4*(t2*t2)*t33P*t42kP*t6*t6*t3P+t6*t6*t22kP*(t4*t4)*t3P*k*(t1*t1)-8
*t33P*t4*t6*t6*t22kP*t3P+12*t42kP*t1*(t2*t2)*t3P*k*t3+8*t5*t5*t12kP*(t4*t4)*t3P*k*t2*t33P-2
*t5*t5*t12kP*t34P*(t4*t4)*t3P-8*(t2*t2)*t33P*t7*t3P*t42kP*t5*(t1*t1)-8*t42kP*(t1*t1)*t2
*t7*t3P*k*k*t3*t5-2*t42kP*t5*t3P*k*(t2*t2)+2*t7*t7*t33kP*k*(t1*t1)*t4-2*t42kP*t3P*k*k*t1-2
*t42kP*t7*t3P*k*k*t5*(t1*t1)*(t2*t2)-8*t42kP*t2*t3P*t34P*t5*t5*t1-2*t4P*t4*t32kP*k*k*t7
*t1*(t2*t2)-8*t42kP*(t1*t1)*t2*t7*t3P*k*k*t3*t6+9*t42kP*t3P*k*(t3*t3)+12*t42kP*t6*t6*t3P
*k*t1*t3+2*t4P*t6*t1*t32kP*k*k*t7*(t2*t2)*t4-4*t2*t34P*t7*t7*t3P*t42kP-4*t6*t6*t22kP*t1*t3P
*k*k*t3+4*t42kP*t3P*k*t33P-8*t34P*t1*t7*t3P*t42kP*t5+6*t5*t5*t12kP*(t2*t2)*t3P*k*t3*(t4
*t4)-2*t5*t1P*t1*t4*t7*t32kP*k*k*t3-8*t2*(t3*t3)*t7*t3P*t42kP*t5-4*t42kP*t6*t3P*k*t2+4*t42kP
*t7*t3P*k*k*t2-2*t42kP*t6*t3P*k*(t2*t2)+8*t42kP*t7*t3P*k*k*t2*t3-t5*t1P*t1*(t4*t4)*t7*t32kP
*k*k*t3-8*t42kP*t2*t3P*t33P*t5*t5-8*t42kP*t1*(t2*t2)*t7*t3P*k*k*t3*t6-4*t42kP*t7*t3P*k
*k*t5*t1*(t2*t2)-8*(t2*t2)*t33P*t7*t3P*t42kP*t5+18*t42kP*t7*t3P*k*t6*(t2*t2)*(t3*t3)+2*t4P
*t6*(t1*t1)*t32kP*k*k*t7*t2+9*t42kP*t6*t6*(t2*t2)*t3P*k*(t3*t3)*(t1*t1)-t42kP*(t2*t2)*t3P*k
*k*(t3*t3)+8*t42kP*t5*t3P*k*k*t1*t3+2*t4P*t5*t1*t4*t32kP*k*k*t7*(t2*t2)+8*t42kP*t1*t7*t7*t3P
*k*t33P+36*t42kP*t5*t1*t3P*k*(t3*t3)*t6+8*t6*t6*t22kP*t4*t3P*k*t33P+8*t42kP*t6*t6*(t2*t2)
*t3P*k*t33P*t1+2*t42kP*(t1*t1)*t7*t3P*k*t5*(t2*t2)-2*t4P*t4*t32kP*k*k*t7*t1*(t2*t2)*t3-2
*t4P*t2*t32kP*k*k*t7*(t1*t1)-4*t42kP*t7*t3P*k*k*t6*(t1*t1)*t3+t4P*t6*t32kP*k*k*t7*t4-4*t42kP
*t5*t5*t3P*k*k*t1*t3-4*t42kP*t3P*k*k*t1*t3-t42kP*t3P*k*k*(t1*t1)*(t3*t3)+t7*t7*t33kP*k*(t2
*t2)*(t4*t4)-24*t42kP*t1*(t2*t2)*t3P*k*t3*t5-16*t2*t34P*t7*t3P*t42kP*t5*t1+4*t42kP*(t2*t2)
*t3P*(t3*t3)*t5*(t1*t1)-t6*t2P*(t1*t1)*t7*t32kP*k*k*t2-16*t33P*t1*t7*t3P*t42kP*t6-2*t42kP
*t2*t3P*k*k*(t1*t1)*(t3*t3)-2*t42kP*t7*t3P*k*k*t5*(t2*t2)*(t3*t3)-16*t2*t34P*t7*t3P*t42kP
*t6*t1+16*t2*(t3*t3)*t3P*t42kP*t6*t1-4*t42kP*t5*t5*t3P*k*k*t2*t3-4*(t2*t2)*t34P*t42kP*t6
*t6*t3P*t1-2*t42kP*t5*t5*t3P*k*k*(t1*t1)*t2*(t3*t3)+t5*t5*t12kP*t3P*k*(t2*t2)+16*t42kP*t1
*t7*t7*t3P*k*t33P*t2-8*t33P*t4*t6*t6*t22kP*t3P*(t1*t1)-2*t34P*(t1*t1)*t3P*t42kP*t6*t6-16
*(t2*t2)*t33P*t7*t3P*t42kP*t5*t1-4*t42kP*t7*t3P*k*k*t5*t1*(t3*t3)+12*t5*t5*t12kP*t2*t3P
*k*t3+4*t42kP*t6*(t1*t1)*t3P*k*k*t3-t5*t1P*t32kP*k*k*t7*(t4*t4)-24*t42kP*t1*t3P*k*t3*t6-4
*t2*(t3*t3)*t7*t7*t3P*t42kP*(t1*t1)-4*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t6+4*t42kP*t1*t7*t3P*k
*t5+t42kP*t6*t6*t3P*k*(t1*t1)+t4P*t7*t7*t32kP*k*k*(t1*t1)*t4-4*t42kP*t6*t1*t3P*k*k*t5*(t2
*t2)*(t3*t3)+9*t42kP*t5*t5*(t1*t1)*t3P*k*(t3*t3)+9*t42kP*t7*t7*t3P*k*(t2*t2)*(t3*t3)+12*t6*t6
*t22kP*t4*t3P*k*t3*(t1*t1)-8*t5*t5*t12kP*t2*t3P*k*k*t3*t4-16*t42kP*t1*t3P*k*t33P*t6+4*t42kP
*t1*t7*t7*t3P*k*t2-2*t42kP*t5*t5*t3P*k*k*(t1*t1)*(t2*t2)*t3+4*t42kP*t7*t3P*k*k*(t2*t2)*t3+4
*t4P*t6*t1*t32kP*k*k*t7*t2*t4-8*t33P*t7*t3P*t42kP*t5+2*t42kP*t1*t7*t7*t3P*k+4*t42kP*t7
*t7*t3P*k*(t2*t2)*t33P+24*t42kP*t5*t1*t3P*k*t3*t6+36*t5*t5*t12kP*t4*t3P*k*t2*(t3*t3)-t42kP
*t6*t6*t3P*k*k*(t3*t3)*(t2*t2)-2*t42kP*t6*(t1*t1)*t3P*k*k*t5*(t2*t2)-t4P*t32kP*k*k*t7*t3+4
*t4P*t5*t1*t4*t32kP*k*k*t7*t2-2*t42kP*t7*t7*t3P*k*k*t3-4*t5*t5*t12kP*(t2*t2)*t34P*t4*t3P-4
*t6*t6*t22kP*(t1*t1)*t3P*k*k*t3*t4-8*t33P*(t1*t1)*t7*t3P*t42kP*t6-2*t42kP*t5*t3P*k*k*t6-2
*t42kP*t5*t5*t3P*k*k*(t1*t1)*t2-t5*t1P*(t2*t2)*t7*t32kP*k*k*t1-8*t2*t34P*t42kP*t6*t6*t3P
*t1-t7*t7*t33kP*(t4*t4)*(t3*t3)-t7*t7*t33kP*(t2*t2)*(t3*t3)-2*t7*t7*t33kP*t1*(t3*t3)-t7*t7*t33kP
*(t1*t1)*(t3*t3)-2*t7*t7*t33kP*t4*(t3*t3)+2*t7*t7*t33kP*k*t3+3*t7*t7*t32kP*(t3*t3)*t4P-2*t7*t7
*t33kP*t2*(t3*t3)+3*t7*t7*t32kP*t33P*t4P-3*t4P*t7*t32kP*(t3*t3)-3*t4P*t7*t32kP*t33P
+12*t6*t6*t22kP*(t4*t4)*t3P*k*t3*t1+4*(t2*t2)*(t3*t3)*t7*t3P*t42kP*(t1*t1)-16*t33P*t1*t3P
*t42kP*t6*t5+t42kP*t5*t5*(t1*t1)*t3P*k+4*t42kP*t6*t3P*k*k*(t3*t3)*t2+4*t6*t6*t22kP*t3P
*k*t33P-16*t42kP*(t2*t2)*t3P*t33P*t5*t6*t1-4*t42kP*t5*t3P*k*t2+2*t42kP*t6*(t1*t1)*t3P
*k*k*(t3*t3)+4*t42kP*t5*t3P*k*k*t2*(t3*t3)+2*t42kP*t7*t3P*k*k*(t1*t1)-18*t42kP*(t1*t1)*t7*t3P
*k*(t3*t3)-2*t5*t5*t12kP*(t2*t2)*t34P*t3P-2*(t3*t3)*t6*t6*t22kP*t3P*(t4*t4)+t4P*t6*(t1*t1)
*t32kP*k*k*t7*t4-4*t5*t5*t12kP*t33P*(t4*t4)*t3P-8*t42kP*t7*t3P*k*t33P-2*t42kP*t6*t6*(t1
*t1)*t3P*k*k*t3-4*t42kP*t6*(t1*t1)*t3P*k*k*t5*(t2*t2)*t3+2*t4P*t7*t7*t32kP*k*k*t1+36*t42kP
*t1*t7*t3P*k*(t3*t3)*t5+18*t42kP*(t1*t1)*t7*t7*t3P*k*(t3*t3)*t2-t5*t1P*(t2*t2)*t32kP*k*k*t7-2
*t6*t2P*t4*t32kP*k*k*t3*t7-8*t42kP*t1*t2*t7*t7*t3P*k*k*t3+4*t5*t5*t12kP*(t2*t2)*t3P*k*t33P-12
*t4P*t3*t4*t6*t2P*k*t7*t3P-2*t7*t3P*(t1*t1)*t2P*k*t4P*t6-2*t5*t5*t3P*(t3*t3)*t42kP+9
*t42kP*t6*t6*t3P*k*(t1*t1)*(t3*t3)+2*t42kP*t1*t3P*k+t6*t6*t22kP*t3P*k-8*t5*t5*t12kP*t2
*t33P*(t4*t4)*t3P+2*t4P*t7*t7*t32kP*k*k*t1*(t2*t2)*t4-t5*t5*t12kP*(t2*t2)*t3P*k*k*(t3*t3)-t6
*t2P*(t1*t1)*t7*t32kP*k*k*t3*(t4*t4)+8*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t1-16*t33P*t4*t6*t6*t22kP
*t3P*t1+2*t4P*t6*(t1*t1)*t32kP*k*k*t7*t2*t4*t3+4*t42kP*t6*t3P*k*k*t3-8*t33P*(t1*t1)*t7*t3P
*t42kP*t5+24*t6*t6*t22kP*t4*t3P*k*t3*t1+2*t42kP*t5*t5*t1*t3P*k+2*t4P*t6*t1*t32kP*k*k*t7
*t4+2*t42kP*t7*t3P*k*k*(t1*t1)*(t3*t3)-t5*t5*t12kP*(t2*t2)*t3P*k*k*(t3*t3)*(t4*t4)+2*t5*t5*t12kP
*(t2*t2)*t4*t3P*k-8*t33P*t7*t3P*t42kP*t6-4*t5*t5*t12kP*t3P*(t3*t3)*t2+4*t42kP*t5*t3P
*k*k*(t2*t2)*t3-18*t42kP*t7*t3P*k*(t2*t2)*(t3*t3)-2*t4P*t4*t5*t1P*k*t1*t7*t3P-2*t34P*(t4
*t4)*t6*t6*t22kP*t3P*(t1*t1)-2*t4P*t5*t1P*k*t7*t3P*(t2*t2)+4*t4P*t2*t5*t1P*k*k*t7*t3P-4
*t42kP*t1*(t2*t2)*t7*t3P*k*k*(t3*t3)*t6-24*t4P*t2*t3*t5*t1P*k*t7*t3P-8*t2*t33P*t3P*t42kP-4
*t4P*t4*t5*t1P*k*t1*t7*t3P*t2-24*t4P*t3*t5*t1P*k*t1*t7*t3P*t2-2*t4P*(t2*t2)*t5*t1P*k
*t1*t7*t3P+t4P*t5*t32kP*k*k*t7*(t1*t1)*t3-36*t42kP*t1*t7*t3P*k*(t3*t3)*(t2*t2)+8*t7*t3P*t4
*t5*t1P*k*k*t1*t4P*t2*t3+4*t7*t3P*t4*t5*t1P*k*k*t1*t4P*t2+4*t4P*(t2*t2)*t5*t1P*k*k*t7*t3P
*t1*t3+4*t4P*(t2*t2)*t5*t1P*k*k*t7*t3P*t4*t3-16*t42kP*(t1*t1)*t2*t3P*k*t33P*t5+8*t42kP
*t1*(t2*t2)*t7*t3P*k*k*t3-4*t6*t2P*t1*t7*t32kP*k*k*t4-4*t42kP*t7*t3P*k*k*t5*(t2*t2)*t3-8*t42kP
*t7*t3P*k*k*t5*t1*t3-18*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*(t2*t2)-4*(t2*t2)*(t3*t3)*t7*t3P*t42kP
*t5*(t1*t1)-2*t5*t1P*t2*t32kP*k*k*t7*(t4*t4)*t3+4*t4P*t6*t1*t32kP*k*k*t7*t2-8*t42kP*t7*t3P
*k*k*t6*t1*t2+2*t42kP*t1*t3P*k*(t2*t2)-2*t42kP*t3P*k*k*(t1*t1)*t3+12*t42kP*t1*t3P*k*t3+2
*t42kP*t7*t3P*k*k*(t3*t3)+8*(t3*t3)*t1*t3P*t42kP*t6+t6*t6*t22kP*(t4*t4)*t3P*k+18*t42kP
*t6*(t2*t2)*t3P*k*(t3*t3)*t5+8*t42kP*t5*t3P*k*k*t1*t2*(t3*t3)-4*(t3*t3)*t6*t6*t22kP*t3P*t1
+4*t42kP*t5*t3P*k*k*t1*(t2*t2)+4*t42kP*(t1*t1)*(t2*t2)*t3P*k*t33P-16*t42kP*t7*t3P*k*t2
*t33P+12*t5*t5*t12kP*t2*t3P*k*t3*(t4*t4)-8*t42kP*(t2*t2)*t3P*t33P*t5*t5*t1-2*(t2*t2)*t34P
*t42kP*t6*t6*t3P-2*t6*t2P*t1*t7*t32kP*k*k*t3*t2*(t4*t4)-2*t42kP*t7*t3P*k*k*t5*(t1*t1)*(t3
*t3)-12*t42kP*t6*(t2*t2)*t3P*k*t3-2*t42kP*t5*t5*t3P*k*k*(t2*t2)*t3-4*t42kP*t6*t3P*k*(t1*t1)
*t2-2*(t2*t2)*(t3*t3)*t7*t7*t3P*t42kP*(t1*t1)-4*t42kP*t7*t3P*k*k*t5*(t1*t1)*t2-2*t5*t5*t12kP
*(t2*t2)*(t4*t4)*t3P*(t3*t3)-4*t42kP*t7*t3P*k*k*t6*t2*(t3*t3)-4*t33P*t3P*t42kP+48*t42kP
*t6*t1*t2*t7*t3P*k*t3-4*t34P*t4*t6*t6*t22kP*t3P*(t1*t1)+8*t42kP*t1*t7*t3P*k*t5*t2+9*t6*t6
*t22kP*(t1*t1)*t3P*k*(t3*t3)-4*t34P*t1*t3P*t42kP*t6*t6+4*t42kP*t1*t7*t3P*k*t5*(t2*t2)+t4P
*t5*(t1*t1)*t4*t32kP*k*k*t7*(t2*t2)*t3-24*t42kP*t1*t7*t3P*k*t3+2*t4P*t2*t4*t7*t7*t32kP*k*k
*t3*(t1*t1)-8*(t2*t2)*t33P*t42kP*t6*t6*t3P*t1+24*t42kP*t5*t5*t1*t3P*k*t3*t2+8*t42kP*t7*t7
*t3P*k*t2*t33P+9*t5*t5*t12kP*(t4*t4)*t3P*k*(t2*t2)*(t3*t3)+18*t42kP*t5*t5*(t1*t1)*t3P*k*(t3
*t3)*t2+4*t42kP*t5*t3P*k*k*t1*(t3*t3)-4*t42kP*t7*t3P*k*k*t5*(t1*t1)*t3-t4P*t4*t32kP*k*k*t7
*(t1*t1)*t3-2*t5*t1P*t32kP*k*k*t7*t4*t3-2*t42kP*t6*t3P*k*(t1*t1)-4*t42kP*t7*t3P*k*k*t5*t1-t6
*t6*t22kP*(t4*t4)*t3P*k*k*(t3*t3)-4*t5*t5*t12kP*t2*t34P*(t4*t4)*t3P+4*(t3*t3)*(t1*t1)*t7*t3P
*t42kP-4*t42kP*(t2*t2)*t3P*t34P*t5*t6+8*t42kP*t6*t6*t2*t3P*k*t33P+18*t42kP*(t1*t1)*t2
*t3P*k*(t3*t3)-4*t6*t2P*t1*t7*t32kP*k*k*t3*t4-8*t34P*t1*t3P*t42kP*t6*t5+8*t42kP*t5*(t1
*t1)*t3P*k*t33P*t6-4*t42kP*t6*(t1*t1)*t3P*k*k*t5*t3-4*t42kP*t5*t5*t3P*k*k*(t1*t1)*t2*t3-4
*(t2*t2)*(t3*t3)*t7*t7*t3P*t42kP*t1-4*t5*t5*t12kP*(t2*t2)*t33P*(t4*t4)*t3P+4*(t2*t2)*(t3*t3)
*t3P*t42kP*t6*(t1*t1)-8*(t2*t2)*t34P*t7*t3P*t42kP*t6*t1+2*t4P*t5*(t1*t1)*t4*t32kP*k*k*t7
*t2+18*t42kP*(t1*t1)*t7*t3P*k*(t3*t3)*t6*(t2*t2)-4*t4P*t2*t32kP*k*k*t7*t1*t3+2*t42kP*t5*t5
*(t1*t1)*t3P*k*t2+4*t4P*t5*t1*t4*t32kP*k*k*t7*t2*t3-12*t42kP*t6*t3P*k*t3-2*t42kP*(t1*t1)
*t7*t3P*k+2*t42kP*t5*t3P*k*k*(t1*t1)*(t3*t3)-36*t42kP*t1*(t2*t2)*t3P*k*(t3*t3)*t5+8*t2*(t3
*t3)*t7*t3P*t42kP-16*t42kP*t6*t1*t3P*k*k*t5*t2*t3-18*t42kP*t5*t3P*k*(t3*t3)-4*t42kP*t6
*t3P*k*t1-4*(t3*t3)*(t1*t1)*t7*t3P*t42kP*t5+4*t7*t7*t33kP*(t1*t1)*t2*k*t4+24*t42kP*t6*(t2*t2)
*t3P*k*t3*t5*t1+8*t42kP*t7*t3P*k*t5*t33P-16*t42kP*t2*t3P*(t3*t3)*t5*t6*t1-8*(t2*t2)*(t3*t3)
*t7*t3P*t42kP*t6*t1-2*t6*t2P*t1*t7*t32kP*k*k*(t4*t4)-2*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t5*(t1
*t1)+2*t7*t7*t33kP*(t1*t1)*t2*k-8*t42kP*t6*t1*t3P*k*k*t5*t2*(t3*t3)-16*t42kP*(t1*t1)*t7*t3P
*k*t33P*t2-t6*t6*t22kP*t3P*k*k*(t3*t3)-4*t42kP*t6*t1*t3P*k*k*t5*(t2*t2)-12*t42kP*(t1*t1)
*(t2*t2)*t3P*k*t3*t6-2*t42kP*t7*t3P*k+16*t42kP*(t1*t1)*t7*t3P*k*t33P*t5*t2-t42kP*t5*t5
*t3P*k*k*(t1*t1)*(t3*t3)-4*t6*t2P*t1*t7*t32kP*k*k*t3*t2*t4+16*t42kP*t7*t3P*k*t5*t2*t33P+24
*t42kP*t7*t3P*k*t6*t2*t3+4*t42kP*t1*t7*t3P*k*t6-8*t42kP*(t2*t2)*t3P*t33P*t5*t6-8*t42kP
*t7*t3P*k*k*t6*t1*t3+8*t42kP*(t1*t1)*t7*t3P*k*t33P*t6*(t2*t2)+18*t42kP*t6*t3P*k*t5*(t3*t3)
+2*t42kP*(t1*t1)*t3P*k*t2+8*t42kP*t5*t1*t3P*k*t6*t2+4*t5*t5*t12kP*(t4*t4)*t3P*k*(t2*t2)*t33P
+8*t2*t34P*t42kP*t6*t3P*(t1*t1)+2*t42kP*t6*t3P*k*k*(t3*t3)+4*t7*t3P*t1P*k*k*t4P*t5*t3
*t4+2*t7*t3P*t1P*k*k*t4P*t5*t4-4*t4P*t2*t5*t1P*k*t1*t7*t3P+2*t4P*(t2*t2)*t5*t1P*k*k*t7
*t3P*t1+2*t4P*(t2*t2)*t5*t1P*k*k*t7*t3P*t4-8*t42kP*t7*t3P*k*k*t5*t1*t2-4*t2*t34P*t42kP
*t6*t6*t3P-2*t5*t1P*(t2*t2)*t32kP*k*k*t7*t4-2*(t3*t3)*t6*t6*t22kP*t3P+8*t33P*t3P*t42kP
*t7-2*t6*t6*t22kP*(t1*t1)*t3P*k*k*t4-2*t42kP*t6*t6*t1*t3P*k*k*(t2*t2)+9*t42kP*t7*t7*t3P*k
*(t3*t3)-8*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t5*t1-2*t42kP*t7*t3P*k*k*t6*(t2*t2)+8*t42kP*t7*t3P
*k*t6*(t2*t2)*t33P-8*t5*t5*t12kP*t2*t4*t3P*(t3*t3)+2*t4P*t1*(t2*t2)*t7*t7*t32kP*k*k*t3-t6*t2P
*t32kP*k*k*t7*t2-t42kP*t6*t6*t3P*k*k*(t2*t2)-8*t42kP*t5*t3P*k*t33P+24*t5*t5*t12kP*t2*t3P
*k*t3*t4+24*t42kP*t1*t7*t3P*k*t5*(t2*t2)*t3+8*(t2*t2)*t34P*t7*t3P*t42kP*t1+6*t6*t6*t22kP
*(t4*t4)*t3P*k*t3*(t1*t1)-4*t42kP*(t1*t1)*t2*t7*t7*t3P*k*k*t3-t5*t1P*(t2*t2)*t7*t32kP*k*k*t1
*t3-4*t42kP*t6*t3P*k*k*t3*t5-8*t42kP*(t2*t2)*t3P*t34P*t5*t6*t1-2*t34P*(t4*t4)*t6*t6*t22kP
*t3P-16*t5*t5*t1P*t3P*k*t33P*t4P*t1*t2+4*t5*t1P*t1*t2*t3P*k*t4P*t4-16*t4P*t5*t7*t32kP
*k*t3*t1-16*t4P*t5*t7*t32kP*k*t3*t2-8*t6*t2P*t1*t3P*k*k*t3*t4P*t4+4*t6*t2P*(t1*t1)*t3P
*k*k*t3*t4P*t5*t4-2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)*t4P*t4+4*t7*t7*t33kP*k*t2*t3*(t1*t1)*(t4
*t4)+4*t7*t7*t33kP*k*(t2*t2)*t3*(t1*t1)*t4+2*t7*t7*t33kP*k*(t2*t2)*t3*(t1*t1)*(t4*t4)+6*t7*t7*t32kP
*t2*(t3*t3)*t4P+4*t4P*t6*(t2*t2)*t4*t3P*(t3*t3)*t5*t1P*t1+2*t4P*t6*t3P*k*k*t5*t1P*(t3*t3)
*t1+8*t4P*t6*t3P*k*k*t5*t1P*t2*t3*t1+4*t4P*t6*t3P*k*k*t5*t1P*t3*t4*t1+8*t4P*t6*t3P*k
*k*t5*t1P*t2*t3*t4*t1+4*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*t3*t4*t2+4*t4P*t6*t6*t3P*k*k*t2P
*(t1*t1)*t3*t2+4*t4P*t6*t3P*k*k*t5*t1P*t2*t4*t1+4*t4P*t6*t3P*k*k*t5*t1P*t2*(t3*t3)*t1+2*t4P
*t6*t3P*k*k*t5*t1P*(t3*t3)*t4*t1+2*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*t4+4*t4P*t6*t6*t3P*k*k
*t2P*(t1*t1)*t3+4*t4P*t6*t3P*k*k*(t3*t3)*t5*t1P*t2*t4+36*t5*t1P*t4*t3P*k*t4P*t2*(t3*t3)-12
*t7*t32kP*k*t4P*t5*t2*(t3*t3)*t4+12*t7*t32kP*k*t5*t1P*(t2*t2)*(t3*t3)*t4-32*t7*t32kP*k*t4P
*t6*t1*t2*t3*t4-32*t7*t32kP*k*t4P*t5*t1*t2*t3*t4-16*t7*t32kP*k*t4P*t5*(t1*t1)*t2*t3*t4-2*t5*t1P
*(t2*t2)*t3P*k*k*t4P*t1*t4-12*t5*t5*t1P*t4*t3P*k*t4P*t1*(t2*t2)*t3-2*t5*t1P*t1*(t2*t2)*t3P
*k*t4P*t6*t4-6*t7*t32kP*(t3*t3)*t5*t1P*t4-6*t4P*t5*t7*t32kP*k*(t3*t3)+4*t6*t2P*t1*t3P*k
*k*(t3*t3)*t4P*t5*t2*t4+2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)*t4P*t5*t4-8*t6*t2P*t1*t3P*k*k*t3
*t4P+16*t4P*t1*t3P*k*t33P*t5*t1P*t2+8*t4P*t1*t3P*k*t33P*t5*t1P*t4+8*t4P*(t1*t1)*t3P
*k*t33P*t6*t2P+12*t5*t1P*t3P*k*t3*t6*t2P*t2-4*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P*t4-6*t4P
*t7*t32kP*t1*t4*(t3*t3)*(t2*t2)-3*t4P*t7*t32kP*(t1*t1)*t4*(t3*t3)*(t2*t2)+8*t7*t32kP*k*t5*t1P
*(t2*t2)*t3*(t4*t4)*t1+8*t7*t32kP*k*t6*t2P*(t1*t1)*t3*(t4*t4)*t2+6*t7*t32kP*k*t4P*(t3*t3)-8*t4P
*t6*t1*(t2*t2)*t3P*k*t33P*t5*t1P*t4+12*t4P*t1*t3P*k*t3*t5*t1P+12*t4P*t1*t3P*k*t3*t5*t1P
*t4-2*t5*t5*t1P*t1*(t2*t2)*t3P*k*t4P*t4-12*t4P*t5*t7*t32kP*k*(t3*t3)*t1-12*t4P*t5*t7*t32kP
*k*(t3*t3)*t2+2*t4P*t7*t3P*k*k*t5*t1P*(t3*t3)*t4-18*t4P*(t1*t1)*t7*t3P*k*(t3*t3)*t6*t2P-16
*t4P*t1*t7*t3P*k*t33P*t6*t2P-36*t4P*t1*t7*t3P*k*(t3*t3)*t6*t2P*t4-36*t4P*t1*t7*t3P
*k*(t3*t3)*t5*t1P*t2-18*t4P*t1*t7*t3P*k*(t3*t3)*t5*t1P-36*t4P*t1*t7*t3P*k*(t3*t3)*t6*t2P-18
*t5*t1P*t4*t3P*k*t4P*t6*(t3*t3)-18*t5*t5*t1P*t4*t3P*k*t4P*(t3*t3)+2*t6*t2P*(t1*t1)*t3P
*k*k*t4P*t5*t4+4*t6*t2P*t1*t3P*k*k*t4P*t5*t4-8*t6*t2P*(t1*t1)*t3P*k*t33P*t4P*t5*t2-36
*t6*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P*t1-36*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P*t5*t1-8*t4P*t5
*t7*t32kP*k*(t2*t2)*t4*t3-16*t4P*t5*t7*t32kP*k*(t2*t2)*t4*t3*t1-4*t7*t7*t33kP*t4*(t3*t3)*t1+24
*t7*t32kP*k*t5*t1P*t2*(t3*t3)*t4*t1-12*t7*t32kP*k*t4P*t6*(t1*t1)*t2*(t3*t3)-12*t7*t32kP*k*t4P
*t5*(t1*t1)*t2*(t3*t3)+6*t7*t32kP*k*t4P*(t1*t1)*(t2*t2)*(t3*t3)+24*t4P*t1*t3P*k*t6*t2P*t3-12
*t4P*t6*t1*(t2*t2)*t3P*k*t3*t5*t1P*t4-8*t4P*t6*t1*(t2*t2)*t3P*k*t33P*t5*t1P-16*t4P*t6
*t1*t2*t3P*k*t33P*t5*t1P*t4-8*t4P*t6*t6*(t1*t1)*t2*t3P*k*t33P*t2P-2*t5*t1P*(t2*t2)*t3P
*k*k*t4P*t1-8*t5*t1P*t2*t3P*k*k*t4P*t1*t3+12*t6*t2P*t2*t4*t3P*k*t3*t4P*(t1*t1)+12*t6*t2P
*t2*(t4*t4)*t3P*k*t3*t5*t1P*t1-8*t4P*t5*t3P*k*t6*t2P*t33P-8*t5*t5*t1P*(t2*t2)*t3P*k*t33P
*t4P-18*t4P*t6*t6*(t1*t1)*t3P*k*(t3*t3)*t2P+8*t6*t2P*t1*t3P*k*k*t3*t4P*t5*t4-4*t6*t2P
*t1*t3P*k*k*(t3*t3)*t4P*t4+2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)*t4P*t5*t2+4*t6*t2P*(t1*t1)*t3P
*k*k*t3*t4P*t5*t2+4*t6*t2P*t1*t3P*k*k*(t3*t3)*t4P*t5*t2+2*t6*t2P*(t1*t1)*t3P*k*k*(t3*t3)
*t4P*t5+8*t7*t32kP*k*t5*t1P*(t2*t2)*t3+16*t7*t32kP*k*t4P*t1*(t2*t2)*t3+24*t7*t32kP*k*t6*t2P
*t1*(t3*t3)*t4*t2-12*t7*t32kP*k*t4P*t6*t1*(t2*t2)*(t3*t3)-12*t7*t32kP*k*t4P*t5*t1*(t2*t2)*(t3
*t3)+12*t7*t32kP*k*t6*t2P*t1*(t3*t3)*t2+16*t7*t32kP*k*t5*t1P*(t2*t2)*t3*t4+32*t7*t32kP*k*t6
*t2P*t1*t3*t4*t2-16*t7*t32kP*k*t4P*t6*t1*(t2*t2)*t3-16*t6*t2P*t1*t3P*k*t33P*t4P*t5*t2+12
*t6*t2P*t1*t3P*k*t3*t5*t1P*t2+12*t6*t2P*t1*t3P*k*t3*t5*t1P+18*t6*t2P*t1*t3P*k*(t3*t3)
*t5*t1P+24*t6*t2P*t2*t4*t3P*k*t3*t5*t1P+8*t5*t1P*t7*t32kP*k*t3*(t4*t4)-32*t7*t32kP*k*t4P
*t6*t1*t2*t3-32*t7*t32kP*k*t4P*t5*t1*t2*t3+12*t7*t32kP*k*t4P*t1*(t3*t3)+12*t7*t32kP*k*t4P
*t2*(t3*t3)-12*t7*t32kP*k*t4P*t6*t1*(t2*t2)*(t3*t3)*t4+4*t5*t5*t1P*t2*t3P*k*k*t4P*t1*t4+18
*t4P*(t1*t1)*t3P*k*(t3*t3)*t6*t2P*t4+16*t4P*t1*t3P*k*t33P*t6*t2P*t4+16*t4P*t1*t3P*k
*t33P*t5*t1P*t2*t4-2*t7*t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t4+32*t4P*t7*t32kP*k*t2*t4*t3*t1+18
*t4P*t1*t3P*k*(t3*t3)*t5*t1P*t4+2*t4P*t3P*k*t6*t2P+3*t7*t32kP*(t3*t3)*t4P*t6*(t1*t1)
+6*t5*t1P*t7*t32kP*k*(t3*t3)*(t4*t4)-2*t4P*t6*t3P*k*t5*t1P*(t2*t2)-18*t4P*t6*t3P*k*t5*t1P
*(t3*t3)-8*t4P*t7*t3P*k*t5*t1P*(t2*t2)*t33P-8*t4P*t7*t3P*k*t6*t2P*t33P*t2-2*t5*t1P
*t1*(t4*t4)*t3P*k*k*t6*t2P+16*t7*t32kP*k*t4P*(t1*t1)*t2*t3+16*t7*t32kP*k*t5*t1P*t2*t3*t1
+32*t7*t32kP*k*t5*t1P*t2*t3*t4*t1+12*t4P*(t1*t1)*t3P*k*t6*t2P*t3+24*t4P*t1*t3P*k*t6*t2P
*t3*t4+8*t4P*t1*t3P*k*t33P*t5*t1P*(t2*t2)*t4+8*t4P*(t1*t1)*t3P*k*t33P*t6*t2P*t2-18*t5
*t1P*t4*t3P*k*t4P*t6*(t2*t2)*(t3*t3)-2*t4P*t5*t5*t1*t3P*k*t1P*t4-6*t7*t32kP*t2*t33P*t5
*t1P-12*t7*t32kP*t2*(t3*t3)*t5*t1P*t4+16*t42kP*t2*t3P*t33P*t5*(t1*t1)-4*t6*t2P*t2*(t4*t4)
*t3P*k*k*t5*t1P*t3+8*t5*t1P*t4*t3P*k*t4P*t33P-8*t5*t5*t1P*t4*t3P*k*t4P*t1*(t2*t2)*t33P
+8*t5*t1P*t4*t3P*k*t4P*(t2*t2)*t33P+16*t5*t1P*t4*t3P*k*t4P*t2*t33P-8*t5*t1P*t4*t3P
*k*t4P*t6*t33P-8*t5*t5*t1P*t4*t3P*k*t4P*t33P-12*t6*t6*t2P*t2*t4*t3P*k*t3*t4P-12*t6
*t2P*t2*t4*t3P*k*t3*t4P*t5+6*t4P*t6*t7*t32kP*t1*(t2*t2)*t4*(t3*t3)+3*t4P*t6*t7*t32kP*(t1
*t1)*(t2*t2)*t4*(t3*t3)-2*t4P*t3P*k*k*t6*t2P*(t1*t1)+2*t4P*t5*t5*t3P*k*k*(t3*t3)*t1P*t1+4
*t4P*t5*t5*t3P*k*k*t3*t1P*t4*t1-18*t4P*t6*t1*(t2*t2)*t3P*k*(t3*t3)*t5*t1P-36*t4P*t6*t1
*t2*t3P*k*(t3*t3)*t5*t1P*t4+6*t4P*t6*t7*t32kP*(t1*t1)*t2*t4*(t3*t3)-18*t4P*t6*t6*(t1*t1)*t2
*t3P*k*(t3*t3)*t2P-4*t4P*t2*t4*t3P*k*k*t3*t6*t2P*(t1*t1)+8*t6*t2P*t1*t3P*k*t33P*t5*t1P
*t2-8*t6*t2P*(t1*t1)*t3P*k*t33P*t4P*t5+8*t4P*t3P*k*t6*t2P*t33P*t2-2*t4P*t3P*k*k*t5
*t1P*t1-4*t4P*t3P*k*k*t5*t1P*t3*t1+16*t7*t7*t33kP*k*t2*t3*t1*t4+8*t7*t7*t33kP*k*(t2*t2)*t3
*t1*t4-8*t6*t2P*t2*t4*t3P*k*t33P*t4P*t5*(t1*t1)+12*t7*t32kP*k*t5*t1P*(t2*t2)*(t3*t3)*t4*t1
+6*t7*t32kP*k*t5*t1P*(t2*t2)*(t3*t3)*t1+8*t7*t32kP*k*t5*t1P*(t2*t2)*t3*t1+8*t7*t32kP*k*t4P
*(t1*t1)*(t2*t2)*t3-2*t6*t2P*t2*(t4*t4)*t3P*k*k*t5*t1P*(t3*t3)-2*t4P*t6*t3P*k*t5*t1P*t4*t1-12
*t4P*t6*t3P*k*t5*t1P*t3*t1+4*t7*t32kP*k*t5*t1P*t2*(t4*t4)-4*t7*t32kP*k*t4P*t5*t1*t4+4*t7
*t32kP*k*t6*t2P*t1*(t4*t4)-2*t6*t2P*t1*t3P*k*k*(t3*t3)*t5*t1P*(t4*t4)+6*t7*t32kP*t1*t33P
*t4P*t6+24*t4P*t1*t3P*k*t6*t2P*t3*t2+8*t7*t7*t33kP*k*t2*(t4*t4)*t3*t1+4*t7*t7*t33kP*k*(t2
*t2)*(t4*t4)*t3*t1+6*t7*t7*t32kP*t1*t33P*t4P*(t2*t2)+6*t7*t7*t32kP*t1*t33P*t4P-18*t4P*t6
*t6*t2*t3P*k*t2P*(t3*t3)-24*t7*t32kP*k*t4P*t6*t1*t2*(t3*t3)-24*t7*t32kP*k*t4P*t5*t1*t2*(t3
*t3)-16*t7*t32kP*k*t4P*t5*t2*t3*t4-18*t6*t2P*t4*t3P*k*(t3*t3)*t4P*t5*(t1*t1)+24*t6*t2P*t2
*t4*t3P*k*t3*t5*t1P*t1+18*t6*t2P*t2*t4*t3P*k*(t3*t3)*t4P*(t1*t1)-8*t2*(t3*t3)*t3P*t4P*t5
*t1P*t4*t1-4*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P*t1-16*t5*t5*t1P*t4*t3P*k*t4P*t1*t2*t33P-16
*t5*t5*t1P*t4*t3P*k*t4P*t2*t33P-8*t5*t5*t1P*t4*t3P*k*t4P*t1*t33P+12*t5*t1P*(t4*t4)
*t3P*k*t6*t2P*t1*t3+18*t5*t1P*t4*t3P*k*t4P*(t3*t3)-24*t5*t5*t1P*t4*t3P*k*t4P*t1*t2*t3
+36*t5*t1P*t4*t3P*k*t6*t2P*(t3*t3)-16*t4P*t6*t7*t32kP*k*(t1*t1)*t2*t4*t3+18*t6*t2P*t1*t3P
*k*(t3*t3)*t5*t1P*t2-2*t4P*t6*t3P*k*t5*t1P*(t2*t2)*t4-2*t5*t1P*t2*t3P*k*k*t6*t2P*t1-2*t6
*t2P*t1*t3P*k*k*t5*t1P-2*t4P*t3P*k*k*t6*t2P*(t1*t1)*t4*t2-16*t4P*t6*t6*t1*t3P*k*t33P
*t2P-36*t4P*t6*t6*t1*t3P*k*(t3*t3)*t2P*t4-36*t4P*t6*t6*t1*t3P*k*(t3*t3)*t2P-4*t5*t1P
*t1*t4*t3P*k*k*t6*t2P-4*t5*t1P*t1*t4*t3P*k*k*t4P*t3-8*t4P*t7*t7*t32kP*k*(t2*t2)*t4*t3*(t1
*t1)-6*t4P*t7*t7*t32kP*k*(t2*t2)*t4*(t3*t3)*(t1*t1)+3*t7*t32kP*(t1*t1)*t33P*t4P*t6*(t2*t2)
+4*t7*t7*t33kP*k*t1*t3+6*t7*t32kP*t1*t33P*t4P*t5+6*t7*t32kP*t1*t33P*t4P*t5*(t2*t2)-3*t7
*t32kP*(t1*t1)*t33P*t6*t2P-3*t7*t32kP*t1*t33P*t5*t1P+2*t4P*t7*t3P*k*k*t6*t2P*(t3*t3)
*t4-4*t6*t2P*t4*t3P*k*t4P*t5*t1*t2-2*t4P*t5*(t1*t1)*t3P*k*t6*t2P*t2-12*t7*t32kP*t1*t33P
*t6*t2P*t4-6*t7*t32kP*t1*t33P*t5*t1P*t2+8*t6*t6*t2P*t2*t33P*t3P*t4P-8*t6*t2P*t2*t33P
*t3P*t5*t1P-4*t6*t2P*t2*t34P*t3P*t4P-3*t7*t32kP*(t3*t3)*t5*t1P*(t4*t4)-6*t7*t32kP*(t1
*t1)*t33P*t4P*t2-6*t7*t32kP*t1*t33P*t5*t1P*t4-3*t7*t32kP*(t3*t3)*t6*t2P*(t4*t4)-6*t7*t32kP
*t1*t33P*t6*t2P+12*t7*t32kP*t1*t33P*t4P*t6*t2-18*t5*t5*t1P*(t2*t2)*t3P*k*(t3*t3)*t4P
+6*t7*t32kP*t1*t33P*t4P*t6*(t2*t2)-6*t7*t32kP*t1*t33P*t6*t2P*t2-12*t5*t5*t1P*(t2*t2)*t3P
*k*t3*t4P-36*t5*t5*t1P*t2*t3P*k*(t3*t3)*t4P+24*t5*t1P*t2*t3P*k*t3*t4P-3*t7*t32kP*(t1
*t1)*t33P*t4P*(t2*t2)-12*t7*t32kP*t1*t33P*t4P*t2+3*t7*t32kP*(t1*t1)*t33P*t4P*t5*(t2*t2)-3
*t7*t32kP*(t1*t1)*t33P*t4P-6*t7*t32kP*t33P*t5*t1P*t4+2*t7*t7*t33kP*k*(t2*t2)*t3*(t4*t4)-3
*t7*t32kP*t1*t33P*t5*t1P*(t2*t2)+3*t7*t7*t32kP*(t1*t1)*t33P*t4P+12*t7*t7*t32kP*t1*t33P
*t4P*t2-12*t7*t32kP*t1*t33P*t4P*t2*t4-3*t7*t32kP*(t1*t1)*t33P*t4P*t4-8*t5*t5*t1P*t4*t3P
*k*t4P*(t2*t2)*t33P-2*t4P*t6*t6*t3P*k*t2P*(t1*t1)*t2-2*t4P*t6*t3P*k*t5*t1P*t1-2*t4P
*t6*t6*t3P*k*t2P*(t1*t1)+4*t4P*t6*t3P*k*k*t5*t1P*(t2*t2)*t3*t1+2*t4P*t6*t6*t3P*k*k*t2P
*(t1*t1)*(t3*t3)+2*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*(t3*t3)*t4*t2+2*t4P*t6*t6*t3P*k*k*t2P*(t1
*t1)*(t3*t3)*t2+2*t4P*t6*t6*t3P*k*k*t2P*(t1*t1)*t4*t2+4*t4P*t6*t3P*k*k*t5*t1P*(t2*t2)*t3
*t4*t1+4*(t3*t3)*(t1*t1)*t7*t3P*t4P*t6*t2P+8*(t3*t3)*t1*t7*t3P*t4P*t6*t2P*t4-2*t5*t1P*t1
*t4*t3P*k*k*t4P+8*t6*t2P*t1*t3P*k*k*t3*t4P*t5+18*t4P*t3P*k*t6*t2P*(t3*t3)*t4-12*t4P
*t6*t6*t2*t3P*k*t2P*t3+8*t5*t1P*t7*t32kP*k*(t2*t2)*(t4*t4)*t3+8*t4P*t7*t32kP*k*(t1*t1)*t3
+4*t4P*(t2*t2)*t3P*(t3*t3)*t5*t5*t1P*t4-2*t6*t2P*t3P*k*k*t5*t1P*(t3*t3)-t42kP*(t2*t2)*t3P
*k*k-4*t42kP*t7*t3P*k*k*t6*(t1*t1)*t2-16*t42kP*t1*t2*t7*t3P*k*k*t3*t5+9*t42kP*(t1*t1)*t7*t7
*t3P*k*(t3*t3)*(t2*t2)-8*t42kP*t6*t3P*k*t33P-12*t42kP*t7*t3P*k*t3-4*t42kP*t6*t6*t1*t3P
*k*k*t2*(t3*t3)+2*t4P*t7*t7*t32kP*k*k*(t1*t1)*t2+16*t42kP*t6*t2*t3P*k*t33P*t5+12*t6*t6*t22kP
*t1*t3P*k*t3+8*t42kP*(t2*t2)*t3P*t34P*t5*t1+48*t42kP*t1*t7*t3P*k*t5*t2*t3-t4P*t4*t32kP
*k*k*t7*(t1*t1)*(t2*t2)*t3-2*(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)-18*t42kP*t5*(t1*t1)*t3P*k*(t3*t3)-4
*t5*t3P*(t3*t3)*t42kP*t6-2*t34P*t42kP*t6*t6*t3P-8*t2*t33P*t7*t7*t3P*t42kP*(t1*t1)+12
*t42kP*t6*(t2*t2)*t3P*k*t3*t5-2*t5*t1P*t32kP*k*k*t7*t4-t5*t1P*(t2*t2)*t32kP*k*k*t7*(t4*t4)
*t3-2*(t3*t3)*(t1*t1)*t3P*t42kP*t6*t6*(t2*t2)-t42kP*t5*t5*t3P*k*k*(t3*t3)-4*t42kP*t5*(t1*t1)
*t3P*k*t2-4*t34P*t4*t6*t6*t22kP*t3P+24*t42kP*t6*(t1*t1)*t2*t7*t3P*k*t3+18*t6*t6*t22kP*t4
*t3P*k*(t3*t3)-8*(t3*t3)*t6*t6*t22kP*t3P*t1*t4+4*t42kP*t6*t3P*k*k*t3*(t2*t2)+12*t5*t5*t12kP
*(t2*t2)*t3P*k*t3*t4-36*t42kP*t1*t3P*k*(t3*t3)*t6-4*(t2*t2)*t33P*t3P*t42kP+16*(t2*t2)*t33P
*t7*t3P*t42kP*t1-2*t5*t1P*t2*t32kP*k*k*t7-8*t2*t33P*t42kP*t6*t6*t3P+18*t42kP*(t1*t1)
*t7*t3P*k*(t3*t3)*t6-2*t34P*t3P*t42kP-4*t5*t5*t12kP*t2*t3P*k*k*t3-24*t42kP*t7*t3P*k*t2
*t3+4*t7*t7*t33kP*t1*t2*k*(t4*t4)-8*t42kP*t6*(t2*t2)*t3P*k*t33P-2*t42kP*t2*t3P*k*k*(t1*t1)
+4*t42kP*t6*(t1*t1)*t3P*k*k*(t2*t2)*t3+2*t4P*t5*(t1*t1)*t4*t32kP*k*k*t7*t2*t3+2*t5*t5*t12kP
*t3P*k*t4-2*t42kP*t6*t6*t3P*k*k*t3-2*t5*t5*t3P*t34P*t42kP+4*t42kP*t6*t6*t3P*k*(t1*t1)
*t33P+2*t4P*t5*t32kP*k*k*t7*t1*(t2*t2)+t4P*t7*t7*t32kP*k*k*t4+t4P*t7*t7*t32kP*k*k*t3+t4P
*t6*(t1*t1)*t32kP*k*k*t7*t3+4*t4P*t5*t32kP*k*k*t7*t1*t2*t3-2*t5*t5*t12kP*t3P*k*k*(t3*t3)*t4
+2*t42kP*t5*t3P*k*k*(t1*t1)-12*t42kP*(t1*t1)*t7*t3P*k*(t2*t2)*t3-8*t2*(t3*t3)*t7*t3P*t42kP
*t6*(t1*t1)-2*t4P*t32kP*k*k*t7*t1+4*t42kP*t5*t3P*k*k*(t1*t1)*t3-2*t42kP*t5*t3P*k-2*(t3*t3)
*t3P*t42kP*(t1*t1)-4*(t3*t3)*t3P*t42kP*t1-2*t5*t5*t12kP*t3P*(t3*t3)+8*t42kP*t5*t3P*k
*k*t1*t2-2*t4P*t4*t32kP*k*k*t7*t1*t3-t6*t2P*t2*(t4*t4)*t32kP*k*k*t7+2*t4P*t6*t1*t32kP*k*k
*t7*(t2*t2)*t4*t3+32*t42kP*t1*t7*t3P*k*t33P*t5*t2-4*(t2*t2)*t33P*t3P*t42kP*(t1*t1)+2*t42kP
*t5*(t1*t1)*t3P*k*t6-4*t33P*(t4*t4)*t6*t6*t22kP*t3P+8*t34P*t3P*t42kP*t5*t1+36*t42kP*t1
*t2*t3P*k*(t3*t3)+12*t42kP*t5*t5*t1*t3P*k*t3*(t2*t2)+t4P*t5*t32kP*k*k*t7*(t2*t2)*t3+t4P*t5
*t32kP*k*k*t7-2*t34P*(t1*t1)*t7*t7*t3P*t42kP-8*(t3*t3)*t1*t3P*t42kP*t6*t5-16*t2*t33P*t7
*t3P*t42kP*t5+4*t42kP*t7*t7*t3P*k*t33P-t5*t5*t12kP*t3P*k*k*(t3*t3)-4*t42kP*t6*t3P*k
*t1*(t2*t2)-8*t2*t34P*t7*t3P*t42kP*t5*(t1*t1)+9*t42kP*t6*t6*(t2*t2)*t3P*k*(t3*t3)-t42kP*t7
*t7*t3P*k*k*(t1*t1)+2*t4P*t6*t1*t32kP*k*k*t7*(t2*t2)*t3-4*t42kP*t2*t3P*(t3*t3)*t5*t5+2*t4P
*t5*t2*t4*t32kP*k*k*t7+t4P*t5*t32kP*k*k*t7*(t1*t1)*(t2*t2)-t4P*(t2*t2)*t32kP*k*k*t7*(t1*t1)-8
*t2*t34P*t3P*t42kP*t1-2*t4P*t4*t32kP*k*k*t7*(t1*t1)*t2+18*t6*t6*t22kP*t4*t3P*k*(t3*t3)
*(t1*t1)+t7*t7*t33kP*k*(t1*t1)-4*t2*(t3*t3)*t3P*t42kP-8*t5*t5*t12kP*t2*t33P*t3P-t42kP*t7
*t7*t3P*k*k*(t3*t3)+t4P*t6*t32kP*k*k*t3*t7-8*t5*t5*t12kP*(t2*t2)*t33P*t4*t3P+8*t42kP*t6
*t1*t3P*k*k*t2*(t3*t3)-2*t34P*t6*t6*t22kP*t3P*(t1*t1)-4*t42kP*t1*t7*t3P*k+16*t42kP*t1*t7
*t3P*k*t33P*t6*(t2*t2)-4*t2*t34P*t42kP*t6*t6*t3P*(t1*t1)+4*t34P*t3P*t42kP*t7+12*t42kP
*t7*t3P*k*t5*t3-2*t42kP*(t1*t1)*(t2*t2)*t7*t7*t3P*k*k*t3-2*t6*t2P*(t1*t1)*t7*t32kP*k*k*t3*t2
*t4-8*t2*(t3*t3)*t7*t7*t3P*t42kP*t1+4*t42kP*(t2*t2)*t3P*t34P*t5+72*t42kP*t1*t7*t3P*k*(t3
*t3)*t6*t2+4*t42kP*(t1*t1)*(t2*t2)*t7*t3P*k*k*t3-t6*t2P*t32kP*k*k*t7*t3+4*t34P*t3P*t42kP
*t5-t6*t6*t22kP*t3P*k*k+t42kP*t3P*k*(t2*t2)+12*t42kP*t6*(t1*t1)*(t2*t2)*t7*t3P*k*t3-4*t5
*t5*t3P*(t3*t3)*t42kP*t1-t6*t2P*t32kP*k*k*t7*(t4*t4)-2*t4P*t2*t32kP*k*k*t7-36*t42kP*(t1
*t1)*t2*t3P*k*(t3*t3)*t5-72*t42kP*t1*t2*t3P*k*(t3*t3)*t6-8*t42kP*t7*t3P*k*k*t6*t2*t3+4*t42kP
*t6*t1*t3P*k*k*(t2*t2)*(t3*t3)+18*t42kP*t2*t3P*k*(t3*t3)-4*t5*t5*t12kP*(t2*t2)*t4*t3P*(t3*t3)
+32*t42kP*t2*t3P*t33P*t5*t1+8*t42kP*t5*t5*(t1*t1)*t3P*k*t33P*t2+8*t2*t34P*t42kP*t6*t3P-2
*t42kP*t7*t3P*k*(t2*t2)+t5*t5*t12kP*(t2*t2)*(t4*t4)*t3P*k+2*t7*t3P*t1P*k*k*t4P*t5-2*t42kP
*(t2*t2)*t3P*k*k*(t1*t1)*t3-8*t42kP*t2*t3P*t34P*t5*t6*(t1*t1)-2*t5*t1P*t2*t7*t32kP*k*k*t1
*t3-t5*t1P*(t2*t2)*t7*t32kP*k*k*t1*(t4*t4)+8*t42kP*t1*t2*t7*t3P*k*k*(t3*t3)-8*t34P*t1*t7*t3P
*t42kP*t6+2*t42kP*t7*t3P*k*k*(t2*t2)-4*t34P*(t1*t1)*t3P*t42kP*t6*t5+4*t42kP*t5*t5*t3P
*k*(t2*t2)*t33P+t42kP*(t1*t1)*t7*t7*t3P*k-4*t34P*t1*t7*t7*t3P*t42kP+8*t33P*(t1*t1)*t7*t3P
*t42kP-8*t33P*(t1*t1)*t3P*t42kP*t6*t5+t4P*t7*t7*t32kP*k*k*(t1*t1)*t4*t3-8*t42kP*(t1*t1)
*t7*t3P*k*t33P+t4P*t5*(t1*t1)*t4*t32kP*k*k*t7*(t2*t2)+6*t42kP*t6*t6*(t2*t2)*t3P*k*t3*(t1
*t1)-4*t42kP*t5*t1*t3P*k+8*t42kP*t1*t7*t3P*k*t6*t2+4*t42kP*t7*t3P*k*t5*t2+4*t42kP*t7*t3P
*k*k*(t1*t1)*t3+t42kP*t5*t5*t3P*k-4*t42kP*t7*t3P*k*k*t6*t2-2*t5*t1P*(t2*t2)*t32kP*k*k*t7
*t4*t3-8*(t2*t2)*t33P*t3P*t42kP*t1-2*t42kP*(t1*t1)*(t2*t2)*t7*t3P*k*k*(t3*t3)*t5-12*t42kP
*(t1*t1)*(t2*t2)*t3P*k*t3*t5-2*t5*t5*t12kP*t2*t3P*k*k+6*t42kP*t5*t5*(t1*t1)*t3P*k*t3*(t2*t2)-2
*t6*t6*t22kP*t3P*k*k*t3-2*t42kP*t6*t6*(t1*t1)*t3P*k*k*(t2*t2)*t3-4*t2*t34P*t7*t7*t3P*t42kP
*(t1*t1)-8*t2*t34P*t7*t3P*t42kP*t6*(t1*t1)-12*t42kP*t5*(t1*t1)*t3P*k*t3+12*t42kP*(t1*t1)
*t7*t7*t3P*k*t2*t3-2*(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)*(t4*t4)-2*(t3*t3)*(t1*t1)*t3P*t42kP*t6
*t6+24*t42kP*t6*t1*(t2*t2)*t7*t3P*k*t3-t4P*t32kP*k*k*t7*(t1*t1)+t4P*t7*t7*t32kP*k*k*(t2*t2)
+16*t2*t33P*t7*t3P*t42kP+2*t42kP*t7*t3P*k*t5-4*t42kP*t6*t6*t1*t3P*k*k*(t2*t2)*t3+36*t42kP
*t6*t2*t3P*k*(t3*t3)*t5-2*t5*t1P*t2*t32kP*k*k*t7*(t4*t4)+8*t42kP*t7*t3P*k*k*t1*t2+2*t42kP
*t6*t6*t3P*k*t1-4*t42kP*t7*t3P*k*k*t5*t2*(t3*t3)+8*t42kP*t6*t3P*k*k*t3*t2-4*(t3*t3)*t7*t3P
*t42kP*t6-2*(t2*t2)*(t3*t3)*t42kP*t6*t6*t3P-18*t42kP*(t2*t2)*t3P*k*(t3*t3)*t5-2*t6*t2P*t1
*t7*t32kP*k*k*t3+4*t42kP*(t2*t2)*t3P*(t3*t3)*t5-16*t42kP*t2*t3P*t33P*t5*t6*(t1*t1)+16*t2
*t33P*t7*t3P*t42kP*(t1*t1)+36*t42kP*t1*t7*t7*t3P*k*(t3*t3)*t2-t42kP*t3P*k*k*(t1*t1)+4*(t3
*t3)*t3P*t42kP*t6+t42kP*t6*t6*t3P*k*(t1*t1)*(t2*t2)+2*t7*t7*t33kP*k*t4+t4P*t6*(t1*t1)*t32kP
*k*k*t7*(t2*t2)*t3+18*t42kP*t1*t7*t7*t3P*k*(t3*t3)-4*(t3*t3)*(t1*t1)*t3P*t42kP*t6*t6*t2-2*t6
*t6*t22kP*(t1*t1)*t3P*k*k*t3+2*t4P*t7*t7*t32kP*k*k*t1*t4-t5*t1P*(t2*t2)*t32kP*k*k*t7*(t4
*t4)+2*t4P*t2*t4*t7*t7*t32kP*k*k*t3+8*t42kP*(t1*t1)*t2*t3P*k*t33P-4*(t3*t3)*t1*t3P*t42kP
*t6*t6*(t2*t2)+18*t42kP*t6*t6*t3P*k*t1*(t3*t3)+36*t42kP*t5*t5*t1*t3P*k*(t3*t3)*t2+4*t42kP*t6
*t6*t3P*k*t33P+16*t42kP*t2*t3P*t33P*t5+6*t42kP*t6*t6*t3P*k*(t1*t1)*t3-2*t5*t1P*t2*t7
*t32kP*k*k*t1*(t4*t4)*t3-4*(t3*t3)*t1*t7*t7*t3P*t42kP-24*t42kP*t5*t1*t3P*k*t3+32*t42kP*t1
*t7*t3P*k*t33P*t6*t2+8*t42kP*t7*t3P*k*t5*(t2*t2)*t33P+t4P*t6*t32kP*k*k*t3*t7*(t2*t2)*t4-8
*t2*(t3*t3)*t7*t3P*t42kP*t6-2*t42kP*t6*(t1*t1)*t3P*k*k*t5*(t2*t2)*(t3*t3)+t7*t7*t33kP*(t1*t1)
*(t2*t2)*k-2*t42kP*(t1*t1)*t7*t3P*k*(t2*t2)+4*t42kP*t5*t3P*k*k*t2-18*t42kP*(t1*t1)*(t2*t2)
*t3P*k*(t3*t3)*t5+8*t42kP*t1*t3P*k*t33P-t5*t5*t12kP*(t2*t2)*t3P*k*k-2*t6*t6*t22kP*t4*t3P
*k*k*(t3*t3)-2*t42kP*(t1*t1)*t2*t7*t7*t3P*k*k*(t3*t3)+12*t42kP*t7*t3P*k*t6*(t2*t2)*t3-t42kP
*t5*t5*t3P*k*k*(t1*t1)*(t2*t2)*(t3*t3)+4*t4P*t1*t2*t7*t7*t32kP*k*k*t3+16*t42kP*t2*t3P*t34P
*t5*t1+24*t42kP*t6*t6*t2*t3P*k*t3*t1-4*t2*(t3*t3)*t3P*t42kP*(t1*t1)-2*t42kP*t7*t7*t3P*k*k
*t2*(t3*t3)-2*t6*t2P*t2*t4*t32kP*k*k*t7*t3+8*t42kP*(t1*t1)*t7*t7*t3P*k*t33P*t2-2*t42kP*t6
*t3P*k*(t1*t1)*(t2*t2)+4*t42kP*t5*t3P*k*k*t3-2*t42kP*t7*t3P*k*k*t5*(t2*t2)-2*t6*t2P*t32kP
*k*k*t7*t4-t4P*t4*t32kP*k*k*t7*(t2*t2)+t7*t7*t33kP*k-8*t42kP*t7*t3P*k*(t2*t2)*t33P-2*t4P
*(t2*t2)*t32kP*k*k*t7*t1+8*t6*t6*t22kP*(t4*t4)*t3P*k*t33P*t1+4*t42kP*t1*(t2*t2)*t7*t3P*k
*k*(t3*t3)-t6*t6*t22kP*(t1*t1)*t3P*k*k-t5*t1P*t7*t32kP*k*k*t1-2*t5*t5*t12kP*t3P*(t3*t3)*(t2
*t2)-8*t2*t34P*t7*t3P*t42kP*t5-4*(t3*t3)*t1*t3P*t42kP*t6*t6-4*(t2*t2)*t34P*t3P*t42kP
*t1-4*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t5-2*t6*t6*t22kP*t1*t3P*k*k*(t3*t3)+24*t42kP*t1*t7*t7*t3P
*k*t2*t3-2*t42kP*t7*t3P*k*k*t5-16*t2*t33P*t42kP*t6*t6*t3P*t1+8*t7*t7*t33kP*t1*t2*k*t4-16
*t42kP*t2*t3P*t34P*t5*t6*t1-4*(t3*t3)*t7*t3P*t42kP*t5-2*t42kP*t7*t3P*k*k*t5*(t1*t1)-8*t42kP
*(t1*t1)*t3P*k*t33P*t6-t42kP*t6*t6*(t1*t1)*t3P*k*k*(t2*t2)+6*t6*t6*t22kP*(t4*t4)*t3P*k*t3-t42kP
*(t2*t2)*t3P*k*k*(t1*t1)*(t3*t3)+4*t42kP*(t1*t1)*t3P*k*t33P+12*t42kP*t6*t6*t2*t3P*k*t3-4
*t42kP*t7*t7*t3P*k*k*t2*t3-2*t6*t2P*t2*t4*t32kP*k*k*t7-4*(t2*t2)*t34P*t7*t3P*t42kP*t5-4
*t42kP*(t1*t1)*(t2*t2)*t7*t3P*k*k*t3*t5+2*t4P*t7*t7*t32kP*k*k*t2*t3-8*t42kP*t6*t6*t1*t3P
*k*k*t2*t3-24*t42kP*t1*t7*t3P*k*(t2*t2)*t3+2*t42kP*t7*t3P*k*t6+36*t42kP*t6*t6*t2*t3P*k*(t3
*t3)*t1-8*t5*t3P*t33P*t42kP*t6+36*t42kP*t1*t7*t3P*k*(t3*t3)*t6*(t2*t2)+2*t5*t5*t12kP*t3P
*k*t2+8*t42kP*(t1*t1)*t7*t3P*k*t33P*t5-4*t34P*t3P*t42kP*t1+8*t34P*t3P*t42kP*t6*t1-2
*(t3*t3)*t3P*t42kP-t6*t2P*t2*(t4*t4)*t32kP*k*k*t7*t3+4*t42kP*t6*t1*t3P*k*k-4*t42kP*t7*t7
*t3P*k*k*t1*t3+8*t42kP*t5*t3P*k*k*t2*t3-4*t42kP*t7*t3P*k*k*t5*t3-4*(t2*t2)*t33P*t7*t7*t3P
*t42kP+2*t4P*t6*t32kP*k*k*t7*t2*t4+9*t42kP*(t1*t1)*t3P*k*(t3*t3)+6*t42kP*(t1*t1)*t3P*k
*t3+4*t7*t7*t33kP*t1*(t2*t2)*k*t4+18*t42kP*t6*(t2*t2)*t3P*k*(t3*t3)*t5*(t1*t1)-8*t42kP*t2*t3P
*t34P*t5*t6-2*t42kP*(t2*t2)*t3P*k*k*t1*(t3*t3)-2*t42kP*t6*(t1*t1)*t3P*k*k*t5*(t3*t3)+t4P
*t6*(t1*t1)*t32kP*k*k*t7*(t2*t2)+2*t42kP*t6*t6*t3P*k*(t1*t1)*t2-t5*t5*t12kP*(t2*t2)*t3P*k*k
*(t4*t4)-2*t5*t5*t12kP*(t2*t2)*t3P*k*k*(t3*t3)*t4+4*t34P*t3P*t42kP*t6-4*t33P*t42kP*t6*t6
*t3P-t42kP*t6*t6*t3P*k*k+16*t42kP*t5*t5*t1*t3P*k*t33P*t2+2*t7*t7*t33kP*k*t2*(t4*t4)-4*t2
*(t3*t3)*t42kP*t6*t6*t3P-2*t42kP*t6*t6*t3P*k*k*(t3*t3)*t2-2*t42kP*t7*t3P*k*k*t6*(t1*t1)*(t3
*t3)+12*t42kP*t5*t5*t1*t3P*k*t3+8*(t2*t2)*(t3*t3)*t3P*t42kP*t6*t1-4*t42kP*(t2*t2)*t3P*(t3
*t3)*t5*t6-8*t42kP*(t1*t1)*(t2*t2)*t3P*k*t33P*t6-24*t42kP*(t1*t1)*t2*t3P*k*t3*t5+16*t42kP
*t6*(t2*t2)*t3P*k*t33P*t5*t1+18*t5*t5*t12kP*(t4*t4)*t3P*k*t2*(t3*t3)-t42kP*t3P*k*k-8*t34P
*t4*t6*t6*t22kP*t3P*t1-4*(t3*t3)*(t1*t1)*t7*t3P*t42kP*t6+8*t2*t34P*t7*t3P*t42kP-t6*t2P
*t32kP*k*k*t7+9*t42kP*t6*t6*t3P*k*(t3*t3)+8*(t3*t3)*t1*t7*t3P*t42kP+16*t42kP*t1*t7*t3P
*k*t33P*t6+4*t42kP*(t1*t1)*t7*t3P*k*t6*t2-2*t5*t5*t12kP*(t2*t2)*t3P*k*k*t4+2*t4P*t5*t32kP
*k*k*t7*t2*t3-4*t42kP*(t2*t2)*t3P*t33P*t5*t5-8*t42kP*t1*t7*t3P*k*t2+4*t42kP*t5*t3P*k*k
*(t1*t1)*t2-2*t42kP*t7*t7*t3P*k*k*t1*(t2*t2)-2*t42kP*(t2*t2)*t3P*k*k*t3-t42kP*t5*t5*t3P*k
*k*(t2*t2)*(t3*t3)-2*t6*t2P*(t1*t1)*t7*t32kP*k*k*t4+16*(t2*t2)*t33P*t42kP*t6*t3P*t1-2*t6*t2P
*(t1*t1)*t7*t32kP*k*k*t3*t4-t5*t1P*t1*t7*t32kP*k*k*t3-2*t5*t1P*t1*t4*t7*t32kP*k*k+16*t42kP
*t5*t1*t3P*k*t33P*t6+2*t42kP*(t1*t1)*t7*t7*t3P*k*t2-4*t42kP*(t2*t2)*t3P*t34P*t5*t6*(t1
*t1)+8*t42kP*(t1*t1)*t7*t3P*k*t33P*t6+2*t4P*t5*t1*t4*t32kP*k*k*t7*t3+18*t42kP*t7*t3P*k
*t5*(t3*t3)-2*t6*t2P*t1*t7*t32kP*k*k*t3*t2-2*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t5+9*t6*t6*t22kP
*(t4*t4)*t3P*k*(t3*t3)-4*t42kP*t1*(t2*t2)*t7*t7*t3P*k*k*t3+2*t42kP*t7*t3P*k*t6*(t2*t2)-4*t42kP
*(t2*t2)*t3P*t33P*t5*t5*(t1*t1)-2*t42kP*t6*t6*t3P*k*k*t3*(t2*t2)+4*t42kP*t6*t6*(t2*t2)*t3P
*k*t33P+8*(t2*t2)*t33P*t7*t3P*t42kP-8*t42kP*t6*t1*t3P*k*k*t5*t3-16*t42kP*t2*t3P*k*t33P
*t5+16*t42kP*t1*t7*t3P*k*t33P*t5*(t2*t2)+9*t42kP*(t1*t1)*t7*t7*t3P*k*(t3*t3)+24*t42kP*t6
*t2*t3P*k*t3*t5-2*t6*t6*t22kP*t1*t3P*k*k*(t3*t3)*(t4*t4)-t5*t1P*(t2*t2)*t32kP*k*k*t7*t3+2*t6
*t6*t22kP*t4*t3P*k*(t1*t1)-2*t5*t5*t12kP*t2*t3P*k*k*(t3*t3)-4*t42kP*t2*t3P*k*k*t1*(t3*t3)-4
*t5*t5*t12kP*(t2*t2)*t33P*t3P-8*t42kP*t5*t1*t3P*k*t2+9*t5*t5*t12kP*t3P*k*(t3*t3)+4*t42kP
*t7*t3P*k*t6*t2+6*t5*t5*t12kP*t3P*k*t3*(t4*t4)-18*t42kP*(t1*t1)*t3P*k*(t3*t3)*t6+2*t42kP
*t6*(t1*t1)*t3P*k*k*(t2*t2)-32*t42kP*t1*t7*t3P*k*t33P*t2-t6*t6*t22kP*(t1*t1)*t3P*k*k*(t3
*t3)+t4P*t7*t7*t32kP*k*k*t4*t3+t5*t5*t12kP*t3P*k+8*t42kP*t2*t3P*t34P*t5-t6*t6*t22kP*(t1
*t1)*t3P*k*k*(t3*t3)*(t4*t4)+4*t42kP*t5*t5*(t1*t1)*t3P*k*t33P+18*t42kP*t5*t5*t3P*k*t2*(t3
*t3)-8*(t2*t2)*t34P*t7*t3P*t42kP*t5*t1-12*t42kP*(t1*t1)*t7*t3P*k*t3+2*t4P*t6*t32kP*k*k
*t7*t2+16*t42kP*t7*t3P*k*t6*t2*t33P-32*t42kP*t1*t2*t3P*k*t33P*t5+4*t42kP*t2*t3P*k*k*t6
+t4P*t6*(t1*t1)*t32kP*k*k*t7*(t2*t2)*t4*t3-t6*t2P*(t1*t1)*t7*t32kP*k*k*t3*t2*(t4*t4)+16*t42kP
*t1*t2*t7*t3P*k*k*t3+2*t42kP*(t1*t1)*(t2*t2)*t7*t3P*k*k*(t3*t3)+16*t33P*t3P*t42kP*t6*t1-4
*t5*t1P*t2*t32kP*k*k*t7*t4*t3+8*t42kP*t5*t3P*k*k*(t1*t1)*t2*t3+9*t42kP*(t1*t1)*(t2*t2)*t3P
*k*(t3*t3)+t5*t5*t12kP*t3P*k*(t4*t4)-4*t42kP*t7*t3P*k*k*t6*t1*(t2*t2)-4*t42kP*t6*t6*t1*t3P
*k*k*t3-12*t42kP*(t2*t2)*t3P*k*t3*t5-2*t5*t5*t12kP*t3P*k*k*t3-4*(t2*t2)*t33P*t42kP*t6*t6
*t3P*(t1*t1)+2*t42kP*t7*t3P*k*t5*(t2*t2)-8*(t3*t3)*t1*t7*t3P*t42kP*t6-4*t34P*(t1*t1)*t7*t3P
*t42kP*t6-2*t42kP*t5*t5*t3P*k*k*t3+8*t42kP*t6*t3P*k*t5*t33P+8*(t3*t3)*t3P*t42kP*t5*t1-8
*t2*(t3*t3)*t3P*t42kP*t1-t42kP*(t2*t2)*t3P*k*k*(t1*t1)+18*t42kP*t7*t3P*k*t6*(t3*t3)-36*t42kP
*t1*t7*t3P*k*(t3*t3)+2*t42kP*t6*t3P*k*t5+18*t6*t6*t22kP*(t4*t4)*t3P*k*(t3*t3)*t1-4*t33P*(t1
*t1)*t7*t7*t3P*t42kP+2*t42kP*t5*t3P*k*k*(t1*t1)*(t2*t2)+8*t42kP*t5*t5*t1*t3P*k*t33P-2*t42kP
*t7*t3P*k*k*t6*(t1*t1)-4*(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)*t4-4*t2*t34P*t3P*t42kP*(t1*t1)+2
*t7*t7*t33kP*k*t1+t4P*t6*t32kP*k*k*t7*(t2*t2)-2*t5*t1P*t2*t7*t32kP*k*k*t1*(t4*t4)-36*t42kP
*t5*t1*t3P*k*(t3*t3)-8*t42kP*t2*t3P*(t3*t3)*t5*t6*(t1*t1)-2*t4P*t4*t32kP*k*k*t7*t2*t3+16*t6
*t6*t22kP*t4*t3P*k*t33P*t1-2*t42kP*t2*t3P*k*k-2*t42kP*t5*t5*t3P*k*k*t2*(t3*t3)+4*t4P
*t6*t1*t32kP*k*k*t7*t2*t4*t3+2*t42kP*(t1*t1)*t7*t3P*k*t6+6*t42kP*t5*t5*(t1*t1)*t3P*k*t3-8*(t2
*t2)*t33P*t7*t3P*t42kP*t6*(t1*t1)-8*t33P*t1*t3P*t42kP*t6*t6-2*t6*t2P*(t1*t1)*t7*t32kP
*k*k*t2*t4-8*t42kP*t6*t1*t3P*k*k*t5*(t2*t2)*t3-4*t33P*t6*t6*t22kP*t3P*(t1*t1))
if (k > 0) test <- abs(A33/a[3,3])
a[3,3] <- a[3,3] + A33
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A34
test <- 100.0
k <- 0
while (test > Criteria & k < maxIter)
{
t1P <- pow((t1/(1+t1)),k)
t2P <- pow((t2/(1+t2)),k)
t3P <- pow((t3/(1+t3)),k)
t4P <- pow((t4/(1+t4)),k)
A34 <- -1/(1+t3)/(1+t4)/(t7*t3P+t6*t2P+t5*t1P+t4P-t4P*t5*t1*t2*t3+t5*t1P*t2+t6*t2P*t4+t6*t2P
*t3+t6*t2P*t1+t7*t3P*t4+t7*t3P*t2+t7*t3P*t1-t4P*t6*t2-t4P*t7*t3-t4P*t5*t1+t4P*t2*t3-t4P
*t5*t3-t4P*t5*t2+t4P*t1*t3-t4P*t6*t3-t4P*t6*t1+t4P*t1*t2-t4P*t7*t2-t4P*t7*t1+t5*t1P*t4
+t5*t1P*t3+t4P*t3-t4P*t5-t4P*t6-t4P*t7+t4P*t2+t4P*t1+t5*t1P*t2*t4+t5*t1P*t3*t4+t5*t1P
*t2*t3+t6*t2P*t1*t4+t6*t2P*t3*t4+t6*t2P*t1*t3+t7*t3P*t2*t4+t7*t3P*t1*t2+t7*t3P*t1*t4-t4P
*t7*t1*t2-t4P*t6*t2*t3-t4P*t6*t1*t2-t4P*t7*t2*t3-t4P*t7*t1*t3-t4P*t6*t1*t3-t4P*t5*t1*t2-t4P
*t5*t1*t3-t4P*t5*t2*t3+t4P*t1*t2*t3-t4P*t6*t1*t2*t3+t5*t1P*t2*t3*t4+t6*t2P*t1*t3*t4+t7*t3P
*t1*t2*t4-t4P*t7*t1*t2*t3)/t3/t4*(1+t1)*(1+t2)*t7*t3P*t4P*(-k*k+t5*k*k+k*k*t6+k*k*t7+k*t4-t5*k
*t4-k*t6*t4-k*t7*t4+k*t3-t5*k*t3-k*t6*t3-t7*k*t3-(t3*t4)+t5*t3*t4+t6*t3*t4+t7*t3*t4)
if (k > 0) test <- abs(A34/a[3,4])
a[3,4] <- a[3,4] + A34
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A35
test <- 100.0
k <- 0
while (test > Criteria & k < maxIter)
{
t1P <- pow((t1/(1+t1)),k)
t2P <- pow((t2/(1+t2)),k)
t3P <- pow((t3/(1+t3)),k)
t4P <- pow((t4/(1+t4)),k)
A35 <- (1+t2)*t7*t3P*(k*t1P+k*t1P*t4-t4P*k-k*t4P*t1-t1P*t3-t1P*t3*t4+t4P*t3+t4P*t1*t3)/(1
+t3)/t3/(t7*t3P+t6*t2P+t5*t1P+t4P-t4P*t5*t1*t2*t3+t5*t1P*t2+t6*t2P*t4+t6*t2P*t3+t6*t2P
*t1+t7*t3P*t4+t7*t3P*t2+t7*t3P*t1-t4P*t6*t2-t4P*t7*t3-t4P*t5*t1+t4P*t2*t3-t4P*t5*t3-t4P
*t5*t2+t4P*t1*t3-t4P*t6*t3-t4P*t6*t1+t4P*t1*t2-t4P*t7*t2-t4P*t7*t1+t5*t1P*t4+t5*t1P*t3
+t4P*t3-t4P*t5-t4P*t6-t4P*t7+t4P*t2+t4P*t1+t5*t1P*t2*t4+t5*t1P*t3*t4+t5*t1P*t2*t3+t6
*t2P*t1*t4+t6*t2P*t3*t4+t6*t2P*t1*t3+t7*t3P*t2*t4+t7*t3P*t1*t2+t7*t3P*t1*t4-t4P*t7*t1*t2-t4P
*t6*t2*t3-t4P*t6*t1*t2-t4P*t7*t2*t3-t4P*t7*t1*t3-t4P*t6*t1*t3-t4P*t5*t1*t2-t4P*t5*t1*t3-t4P
*t5*t2*t3+t4P*t1*t2*t3-t4P*t6*t1*t2*t3+t5*t1P*t2*t3*t4+t6*t2P*t1*t3*t4+t7*t3P*t1*t2*t4-t4P
*t7*t1*t2*t3)
if (k > 0) test <- abs(A35/a[3,5])
a[3,5] <- a[3,5] + A35
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A36
test <- 100.0
k <- 0
while (test > Criteria & k < maxIter)
{
t1P <- pow((t1/(1+t1)),k)
t2P <- pow((t2/(1+t2)),k)
t3P <- pow((t3/(1+t3)),k)
t4P <- pow((t4/(1+t4)),k)
A36 <- -(1+t1)*t7*t3P*(-k*t2P-k*t2P*t4+t4P*k+t4P*k*t2+t2P*t3+t2P*t3*t4-t4P*t3-t4P*t2*t3)/(1
+t3)/t3/(t7*t3P+t6*t2P+t5*t1P+t4P-t4P*t5*t1*t2*t3+t5*t1P*t2+t6*t2P*t4+t6*t2P*t3+t6*t2P
*t1+t7*t3P*t4+t7*t3P*t2+t7*t3P*t1-t4P*t6*t2-t4P*t7*t3-t4P*t5*t1+t4P*t2*t3-t4P*t5*t3-t4P
*t5*t2+t4P*t1*t3-t4P*t6*t3-t4P*t6*t1+t4P*t1*t2-t4P*t7*t2-t4P*t7*t1+t5*t1P*t4+t5*t1P*t3
+t4P*t3-t4P*t5-t4P*t6-t4P*t7+t4P*t2+t4P*t1+t5*t1P*t2*t4+t5*t1P*t3*t4+t5*t1P*t2*t3+t6
*t2P*t1*t4+t6*t2P*t3*t4+t6*t2P*t1*t3+t7*t3P*t2*t4+t7*t3P*t1*t2+t7*t3P*t1*t4-t4P*t7*t1*t2-t4P
*t6*t2*t3-t4P*t6*t1*t2-t4P*t7*t2*t3-t4P*t7*t1*t3-t4P*t6*t1*t3-t4P*t5*t1*t2-t4P*t5*t1*t3-t4P
*t5*t2*t3+t4P*t1*t2*t3-t4P*t6*t1*t2*t3+t5*t1P*t2*t3*t4+t6*t2P*t1*t3*t4+t7*t3P*t1*t2*t4-t4P
*t7*t1*t2*t3)
if (k > 0) test <- abs(A36/a[3,6])
a[3,6] <- a[3,6] + A36
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A37
test <- 100.0
k <- 0
while (test > Criteria & k < maxIter)
{
t1P <- pow((t1/(1+t1)),k)
t2P <- pow((t2/(1+t2)),k)
t3P <- pow((t3/(1+t3)),k)
t4P <- pow((t4/(1+t4)),k)
t12kP <- pow((t1/(1+t1)),(2*k))
t22kP <- pow((t2/(1+t2)),(2*k))
t32kP <- pow((t3/(1+t3)),(2*k))
t42kP <- pow((t4/(1+t4)),(2*k))
A37 <- -1/(1+t3)*pow(t7*t3P+t6*t2P+t5*t1P+t4P-t4P*t5*t1*t2*t3+t5*t1P*t2+t6*t2P*t4+t6*t2P
*t3+t6*t2P*t1+t7*t3P*t4+t7*t3P*t2+t7*t3P*t1-t4P*t6*t2-t4P*t7*t3-t4P*t5*t1+t4P*t2*t3-t4P
*t5*t3-t4P*t5*t2+t4P*t1*t3-t4P*t6*t3-t4P*t6*t1+t4P*t1*t2-t4P*t7*t2-t4P*t7*t1+t5*t1P*t4
+t5*t1P*t3+t4P*t3-t4P*t5-t4P*t6-t4P*t7+t4P*t2+t4P*t1+t5*t1P*t2*t4+t5*t1P*t3*t4+t5*t1P
*t2*t3+t6*t2P*t1*t4+t6*t2P*t3*t4+t6*t2P*t1*t3+t7*t3P*t2*t4+t7*t3P*t1*t2+t7*t3P*t1*t4-t4P
*t7*t1*t2-t4P*t6*t2*t3-t4P*t6*t1*t2-t4P*t7*t2*t3-t4P*t7*t1*t3-t4P*t6*t1*t3-t4P*t5*t1*t2-t4P
*t5*t1*t3-t4P*t5*t2*t3+t4P*t1*t2*t3-t4P*t6*t1*t2*t3+t5*t1P*t2*t3*t4+t6*t2P*t1*t3*t4+t7*t3P
*t1*t2*t4-t4P*t7*t1*t2*t3,-2)/t3*(t4P*t6*t32kP*t3*t7*(t1*t1)*(t2*t2)-t6*t6*t22kP*(t1*t1)*t3P
*t3+2*t42kP*t5*t5*t3P*k*t2+t4P*t5*(t1*t1)*t32kP*t3*t7*(t2*t2)+t42kP*(t1*t1)*t7*t3P*k*t5*(t2
*t2)*t3+2*t42kP*t6*t3P*t3*(t2*t2)-t5*t5*t12kP*t3P*t3*(t2*t2)+4*t42kP*t2*t3P*(t3*t3)*t5+2
*t4P*t6*t4*t32kP*t3*t7*t1+2*t42kP*t5*(t1*t1)*t3P*k*t6*(t2*t2)+2*t6*t6*t22kP*t4*t3P*k*t3+t42kP
*(t1*t1)*t7*t3P*k*t6*t3-4*t42kP*(t1*t1)*t2*t3P*k*t3*t6+2*t42kP*t6*t6*t3P*k*t1*(t2*t2)+2*t42kP
*t6*t3P*t3+2*t42kP*t6*t6*t2*t3P*k*t3*(t1*t1)+t42kP*t3P*k-(t2*t2)*(t3*t3)*t3P*t42kP+t42kP
*(t1*t1)*t3P*k-2*t42kP*t7*t3P*k*t2-4*t42kP*t2*t3P*(t3*t3)*t5*t5*t1+8*t42kP*t6*t3P*t3*t1
*t2-4*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t6*t1+2*t42kP*t2*t3P*k*t3-t42kP*t3P*t3*(t1*t1)-2*t42kP
*t6*t3P*t3*t5*(t1*t1)+2*t6*t2P*(t1*t1)*t3P*t3*t4P*t5*t2-4*t5*t1P*t3P*t3*t4*t4P*t2+2*t5
*t5*t12kP*t3P*k*t3*t4-2*t6*t6*t22kP*(t4*t4)*t3P*t3*t1-(t2*t2)*(t3*t3)*t7*t3P*t42kP*t6*(t1
*t1)+4*t42kP*t6*t3P*t3*t2+4*t2*(t3*t3)*t3P*t42kP*t6*(t1*t1)-4*t5*t5*t12kP*t3P*t3*t2*t4+(t3
*t3)*t7*t3P*t42kP+t42kP*t3P*k*t3+4*t2*(t3*t3)*t7*t3P*t42kP*t1+t42kP*(t1*t1)*t7*t3P*k
*t6*(t2*t2)-2*t5*t1P*t3P*t3*t4P+4*t4P*t6*t4*t3P*t3*t5*t1P*t2-2*t2*(t3*t3)*t7*t3P*t42kP
*t5*(t1*t1)-2*(t3*t3)*t6*t6*t22kP*t3P*t4-4*t6*t2P*t4*t3P*t3*t5*t1P*t2-t4P*t3*t4*t6*t2P
*k*t2*t7*t3P-2*t7*t3P*t1*t2P*k*t4P*t6-2*t7*t3P*t6*t2P*k*t2*t4P*t1*t3-2*t7*t3P*t6*t2P
*k*t2*t4P*t1-t7*t3P*t6*t2P*k*t2*t4P*(t1*t1)*t4+2*t5*t5*t1P*t3P*t3*t4*t4P*t1*(t2*t2)+t5
*t1P*t3P*t3*t4P*t7+t42kP*(t1*t1)*t7*t3P*k*t5*t3-2*t42kP*t6*t2*t7*t3P*t3+2*t6*t2P*t4*t3P
*t3*t4P*t5*t2+2*t6*t2P*t4*t3P*t3*t4P*t7*t1+4*t6*t6*t2P*t4*t3P*t3*t4P*t1-4*t6*t2P*t4*t3P
*t3*t5*t1P*t2*t1-2*t42kP*t5*t5*t3P*t3*t2-t6*t2P*(t4*t4)*t32kP*t3*t7*t2-2*t5*t1P*t32kP*t3
*t7*t2-2*t5*t1P*t32kP*t3*t7*t1*t2+4*t4P*t6*t32kP*t3*t7*t1*t2-4*t6*t2P*t1*t3P*t3*t4P*t2-t42kP
*t6*(t2*t2)*t7*t3P*t3-t4P*t32kP*t3*t7+2*t6*t6*t22kP*t4*t3P*k+2*t42kP*t5*(t1*t1)*t3P*k*t3
*t6+2*t42kP*(t1*t1)*t7*t3P*k*t5*t2-2*t5*t1P*t32kP*t3*t7*t1*(t2*t2)*t4+t42kP*(t1*t1)*t3P*k
*(t2*t2)+t42kP*(t1*t1)*t7*t3P*k*t5+2*(t3*t3)*t3P*t42kP*t5*(t1*t1)-2*t5*t1P*t32kP*t3*t7*t4
+4*t6*t6*t22kP*t4*t3P*k*t1-t5*t1P*t32kP*t3*t7*t1+t42kP*t6*t6*t3P*k+2*t4P*t6*t4*t32kP
*t3*t7*t1*(t2*t2)-(t2*t2)*(t3*t3)*t3P*t42kP*(t1*t1)+4*t42kP*t5*t1*t3P*k*t6-2*t42kP*t5*(t1*t1)
*t3P*k+8*t42kP*t2*t3P*(t3*t3)*t5*t1+4*t4P*t6*t4*t32kP*t3*t7*t1*t2+4*t5*t5*t12kP*t2*t4*t3P
*k+2*t4P*t5*(t1*t1)*t4*t32kP*t3*t7*t2+2*t4P*t5*t1*t4*t32kP*t3*t7+2*t6*t2P*t4*t3P*t3*t4P
*t5*(t1*t1)*t2-2*t5*t5*t12kP*t3P*t3*t4+4*t42kP*t1*t3P*k*t2+2*t4P*t5*t32kP*t3*t7*t2-2*t42kP
*t3P*t3*t2-t42kP*t5*t5*t3P*t3*(t2*t2)+8*t42kP*t6*t2*t3P*k*t3*t5*t1+2*t4P*t6*t32kP*t3*t7
*t1+2*(t3*t3)*t3P*t42kP*t5-2*t42kP*t3P*t3*t1*(t2*t2)-4*t42kP*t1*(t2*t2)*t3P*k*t3*t6-t4P
*t32kP*t3*t7*(t1*t1)-2*t42kP*(t1*t1)*t3P*k*t3*t6+2*t42kP*t6*t3P*k*t5*(t2*t2)-t42kP*t7*t3P
*k*(t2*t2)*t3-t42kP*t5*(t2*t2)*t7*t3P*t3-2*t42kP*t5*(t2*t2)*t7*t3P*t3*t1+2*t4P*t6*t6*t3P
*t3*t2P*(t1*t1)+2*t4P*t5*t2*t3*t1P*t1*t7*t3P+t6*t6*t22kP*(t1*t1)*t3P*k*t3-t5*t5*t12kP*t3P
*t3*(t4*t4)-4*t4P*t1*t2*t4*t32kP*t3*t7+4*t42kP*t5*(t1*t1)*t3P*k*t6*t2+t42kP*t5*t5*t3P*k*(t2
*t2)-4*t42kP*t6*t3P*t3*t5*t1+4*t4P*t5*t1*t4*t32kP*t3*t7*t2-2*t5*t1P*t3P*t3*t4*t4P*t1*(t2
*t2)+t5*t1P*t3P*t3*t4*t4P*t7*(t2*t2)+t42kP*t5*t5*t3P*k*t3+4*t42kP*t1*t2*t3P*k*t3+t7*t3P
*t3*t4*t5*t1P*t4P*t1+2*t42kP*t1*t7*t3P*k*t6*(t2*t2)-t42kP*t5*t5*(t1*t1)*t3P*t3*(t2*t2)+t7
*t3P*t4*t2P*t2*t4P*t6*(t1*t1)*t3+t5*t5*t12kP*(t2*t2)*t3P*k*t3+2*t42kP*t6*t6*(t2*t2)*t3P
*k*t3*t1-4*t5*t1P*t3P*t3*t4*t4P*t1*t2+4*t5*t5*t1P*t3P*t3*t4*t4P*t1*t2+2*(t2*t2)*(t3*t3)*t3P
*t42kP*t6+t6*t6*t22kP*t3P*k*t3+t42kP*(t2*t2)*t3P*k*t3+2*t42kP*t5*t5*t1*t3P*k*(t2*t2)+2
*t7*t3P*t4*t2P*t2*t4P*t6*t1*t3+4*t6*t6*t2P*t4*t3P*t3*t4P*t1*t2-2*t42kP*t5*t3P*k*t3-2
*t42kP*(t1*t1)*t7*t3P*k*t2*t3-2*t6*t2P*(t4*t4)*t3P*t3*t5*t1P-4*t6*t2P*t4*t3P*t3*t4P*t1
*t2+2*t6*t2P*t2*t3P*t3*t4P*t5+2*t6*t6*t2P*t4*t3P*t3*t4P*t2-2*t6*t2P*t4*t3P*t3*t4P*(t1
*t1)*t2+2*t4P*t6*t3P*t3*t5*t1P*(t2*t2)*t1+2*t7*t3P*t2*t3*t4*t1P*t1*t4P*t5+2*t4P*t6*t4*t32kP
*t3*t7*t2-4*t42kP*t1*t7*t3P*k*t2*t3+4*t42kP*t6*t3P*k*t5*t2+t42kP*t7*t3P*k*t6*t3+4*t42kP
*t5*t1*t3P*k*t6*(t2*t2)-2*t42kP*t5*(t1*t1)*t3P*k*(t2*t2)-4*(t3*t3)*t1*t3P*t42kP*t6*t6*t2+2
*t4P*t6*t4*t32kP*t3*t7*(t1*t1)*t2+t7*t3P*t1P*t1*t4P*t5*t3-4*t5*t1P*t32kP*t3*t7*t2*t4-4
*t6*t2P*t4*t32kP*t3*t7*t1+2*t5*t1P*t3P*(t3*t3)*t4P*t6-2*t4P*t6*t4*t3P*k*t3*t5*t1P*t1-4
*t4P*t6*t6*t3P*k*t2P*t1-2*t4P*t6*t6*t3P*k*t2P*t3-4*t4P*t6*t3P*k*t5*t1P*t2+4*t6*t2P
*t4*t3P*k*t5*t1P*t2+4*t6*t2P*t4*t3P*k*t5*t1P+2*t2*(t3*t3)*t7*t3P*t4P*t5*t1P*t4*t1+2*t5
*t1P*t3P*k*t6*t2P+2*t6*t2P*(t4*t4)*t3P*k*t5*t1P*t2+(t3*t3)*t7*t3P*t4P*t5*t1P*t4+4*t7
*t32kP*t1*t2*k*t5*t1P*t4-2*t7*t32kP*k*t4P*t6*t2*t4+t7*t32kP*k*t5*t1P*(t2*t2)*(t4*t4)-t7*t32kP
*k*t4P*t6*(t2*t2)*t4+t7*t32kP*k*t4P*(t1*t1)*t4+2*t7*t32kP*k*t4P*t1+2*t7*t32kP*k*t4P*t2-t7
*t32kP*k*t4P*t6*(t1*t1)+2*t6*t2P*(t4*t4)*t3P*k*t5*t1P*t1-4*t2*(t3*t3)*t3P*t4P*t5*t1P
*t4-2*t6*t2P*t2*t3P*k*t3*t4P*t5+t7*t32kP*k*t6*t2P*(t4*t4)*t2+2*t5*t1P*t4*t3P*k*t4P*t1
*(t2*t2)*t3+2*t4P*(t1*t1)*t3P*k*t6*t2P*t3*t4-4*t2*(t3*t3)*t3P*t4P*t5*t1P*t1-2*t2*(t3*t3)
*t3P*t4P*t6*t2P*(t1*t1)-2*t4P*t5*(t1*t1)*t3P*k*t6*t2P-2*t4P*t5*t5*t4*t3P*k*t3*t1P+2
*t5*t1P*(t2*t2)*t3P*k*t3*t4P+2*t6*t2P*t4*t3P*k*t4P*(t1*t1)+2*t6*t2P*(t4*t4)*t3P*k*t5
*t1P*t3-2*t4P*t6*t6*(t1*t1)*t2*t3P*k*t3*t2P-2*t4P*t6*t1*(t2*t2)*t3P*k*t3*t5*t1P-4*t4P
*t6*t1*t2*t3P*k*t3*t5*t1P-4*t4P*t6*t6*t1*t2*t3P*k*t3*t2P-2*t6*t2P*(t1*t1)*t3P*k*t3*t4P
*t5*t2-2*t5*t5*t1P*t4*t3P*k*t4P*(t2*t2)*t3-2*t4P*t5*t5*t1*t3P*k*t1P-4*t4P*t5*t1*t3P*k
*t6*t2P-2*t4P*t6*t3P*k*t5*t1P-2*t4P*t6*t6*t3P*k*t2P+4*t4P*t2*t3P*(t3*t3)*t5*t5*t1P
*t1-2*t4P*t6*t3P*k*t5*t1P*t3-2*t4P*t6*t3P*k*t5*t1P*t4+2*t4P*t6*t4*t3P*(t3*t3)*t5*t1P
*t1+2*t4P*t6*t6*t4*t3P*(t3*t3)*t2P*(t1*t1)-2*t5*t5*t1P*t3P*k*t3*t4P*t1*(t2*t2)-4*t6*t6*t2P
*t4*t3P*k*t4P*t1*t2-2*(t3*t3)*t6*t2P*t3P*t5*t1P*(t4*t4)*t1-2*t4P*t6*t6*t3P*k*t2P*t2-4
*t4P*t6*t1*t2*t3P*k*t3*t5*t1P*t4-4*t6*t6*t2P*t1*t3P*k*t3*t4P-4*t6*t2P*t1*t3P*k*t3*t4P
*t5+2*t4P*t2*t3P*(t3*t3)*t5*t6*t2P*(t1*t1)+2*t4P*t6*t3P*t3*t5*t1P*(t2*t2)+t42kP*t5*t5*t3P
*k*(t2*t2)*t3-4*t42kP*t6*t2*t3P*k*t3+t42kP*(t1*t1)*(t2*t2)*t3P*k*t3-4*t42kP*t6*t2*t7*t3P
*t3*t1+t42kP*t6*t6*t3P*k*t3+2*t42kP*(t1*t1)*t7*t3P*t3*t2+2*t42kP*t1*t7*t3P*t3+4*t42kP*t1
*t7*t3P*t3*t2+2*t42kP*t6*(t2*t2)*t3P*k*t3*t5*(t1*t1)-t4P*t6*t2P*k*t2*t7*t3P-2*t7*t3P*t1
*t4*t2P*k*t4P*t6-2*t7*t3P*t3*t4*t6*t2P*k*t4P*t1*t2-t4P*t6*t2P*k*t2*t7*t3P*t3+4*t4P
*t6*t3P*t3*t5*t1P*t2*t1+(t3*t3)*t7*t3P*t4P*t5*t1P-2*t7*t32kP*(t1*t1)*t2*k*t4P*t5*t4-2*t7
*t32kP*t1*(t2*t2)*k*t4P*t5*t4-2*t7*t32kP*(t1*t1)*t2*k*t4P*t6*t4-4*t2*(t3*t3)*t3P*t4P*t6*t2P
*t1-2*t2*(t3*t3)*t3P*t4P*t6*t2P*t4-2*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P-4*t2*(t3*t3)*t3P*t4P
*t5*t1P-2*t2*(t3*t3)*t3P*t4P*t6*t2P+2*t4P*(t2*t2)*t4*t3P*k*t5*t1P+4*t4P*t2*t4*t3P*k
*t5*t1P+2*t4P*(t2*t2)*t3P*(t3*t3)*t5*t5*t1P*t1+t7*t32kP*(t1*t1)*t2*k*t6*t2P+4*t7*t32kP
*t1*t2*k*t6*t2P*t4+t7*t32kP*t1*(t2*t2)*k*t5*t1P+4*t4P*t6*t2*t4*t3P*(t3*t3)*t5*t1P*t1+2*t4P
*t6*t6*t2*t4*t3P*(t3*t3)*t2P*(t1*t1)-t7*t32kP*k*t4P*t5*(t1*t1)-t7*t32kP*k*t4P*t6-t7*t32kP
*k*t4P*t5-t7*t32kP*k*t4P*t5*(t2*t2)-2*t6*t6*t2P*t4*t3P*k*t4P*t2+2*t6*t2P*t4*t3P*k*t4P
*t3+4*t6*t2P*t4*t3P*k*t5*t1P*t3+2*t6*t2P*(t4*t4)*t3P*k*t5*t1P-t7*t32kP*(t1*t1)*(t2*t2)
*k*t4P*t5-4*t5*t5*t1P*t3P*k*t3*t4P*t1*t2-t7*t32kP*k*t4P*t5*(t2*t2)*t4+2*t7*t32kP*k*t6*t2P
*t1+2*t7*t32kP*k*t6*t2P*t4+2*t7*t32kP*k*t5*t1P*t2+t7*t32kP*k*t5*t1P+t7*t32kP*k*t6*t2P
+2*t7*t32kP*k*t5*t1P*(t2*t2)*t4-2*t7*t32kP*k*t4P*t6*t2+2*t7*t32kP*k*t5*t1P*t4+2*t6*t2P
*t2*t3P*k*t4P-2*t4P*t6*t4*t3P*k*t3*t5*t1P*(t2*t2)-t42kP*t6*t6*t3P*t3*(t1*t1)+4*t42kP
*t5*(t1*t1)*t3P*t3*t2-t5*t1P*t32kP*t3*t7*t1*(t2*t2)*(t4*t4)+t5*t1P*t4*t7*t3P*t4P*t3-2*t4P
*t32kP*t3*t7*t1+2*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t1-2*t5*t1P*t3P*t3*t6*t2P-2*t5*t5*t12kP
*t3P*t3*(t2*t2)*t4-2*t6*t2P*t4*t3P*t3*t4P*(t1*t1)-t42kP*t6*t7*t3P*t3+t4P*t6*t32kP*t3
*t7*(t2*t2)-4*t42kP*t5*t1*t3P*k*(t2*t2)-4*t5*t1P*t1*t2*t3P*(t3*t3)*t6*t2P*t4-2*t5*t1P*t1
*t2*t3P*(t3*t3)*t6*t2P+2*t5*t1P*t1*(t2*t2)*t3P*(t3*t3)*t4P*t6+2*t4P*t2*t3P*(t3*t3)*t5*t6
*t2P*(t1*t1)*t4+2*t6*t6*t2P*(t1*t1)*t2*t3P*(t3*t3)*t4P-4*t5*t5*t1P*t2*t3P*k*t3*t4P+2*t6
*t2P*t4*t3P*k*t4P*(t1*t1)*t2+4*t6*t2P*t4*t3P*k*t5*t1P*t1+4*t5*t1P*t3P*k*t4P*t2+2*t5
*t1P*t3P*k*t4P+2*t7*t32kP*t1*(t2*t2)*k*t5*t1P*t4-2*t5*t1P*t1*t2*t3P*(t3*t3)*t6*t2P*(t4
*t4)+2*t7*t32kP*k*t6*t2P*t4*t2+4*t6*t2P*t4*t3P*k*t4P*t1*t2+2*(t3*t3)*t1*t3P*t4P*t6*t5*t1P-4
*(t3*t3)*t6*t2P*t3P*t5*t1P*t2*t4-2*(t3*t3)*t6*t2P*t3P*t4P*(t1*t1)-4*(t3*t3)*t6*t2P*t3P
*t5*t1P*t4*t1+(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P*t4+4*t6*t2P*t4*t3P*k*t4P*t1+2*t6*t2P
*t4*t3P*k*t4P*t2-4*t6*t6*t2P*t4*t3P*k*t4P*t1-2*t6*t2P*t4*t3P*k*t4P*t5*t2-2*t6*t2P*t4
*t3P*k*t4P*t5*t3-4*t6*t2P*t4*t3P*k*t4P*t5*t1+2*t6*t2P*t4*t3P*k*t4P-2*t6*t2P*t4*t3P
*k*t4P*t5*(t1*t1)-2*t6*t6*t2P*t4*t3P*k*t4P*(t1*t1)+t7*t32kP*k*t6*t2P*(t1*t1)*(t4*t4)-t7*t32kP
*k*t4P*t5*(t1*t1)*t4-t7*t32kP*k*t4P*t6*(t1*t1)*t4+t7*t32kP*k*t5*t1P*(t4*t4)*t1+2*t6*t2P*t3P
*k*t3*t4P+2*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*t1*t4+2*t4P*t5*(t1*t1)*t4*t3P*(t3*t3)*t6*t2P+2
*t4P*t5*t5*t1*t4*t3P*(t3*t3)*t1P+4*t4P*t5*t1*t4*t3P*(t3*t3)*t6*t2P-2*t2*(t3*t3)*t3P*t4P
*t6*t2P*(t1*t1)*t4-4*t4P*t4*t3P*(t3*t3)*t6*t2P*t1-2*t4P*t4*t3P*(t3*t3)*t5*t1P-2*t4P*t4
*t3P*(t3*t3)*t6*t2P+4*t6*t2P*t2*t3P*k*t4P*t1-4*t42kP*t2*t3P*(t3*t3)*t5*t6-2*t42kP*(t1
*t1)*t7*t3P*k*t2+2*t42kP*t5*(t1*t1)*t3P*t3+2*t6*t2P*t2*t3P*k*t5*t1P+2*t5*t1P*t3P*k*t4P
*t4+4*t4P*t1*t3P*k*t5*t1P*t2*t3+2*(t2*t2)*(t3*t3)*t4P*t6*t3P*t5*t1P+4*t2*(t3*t3)*t4P*t6
*t3P*t5*t1P+2*t5*t1P*t3P*k*t3*t6*t2P+2*t6*t2P*t2*(t4*t4)*t3P*k*t3*t5*t1P+2*t4P*(t1
*t1)*t3P*k*t6*t2P*t3*t2+t7*t32kP*(t1*t1)*t2*k*t6*t2P*(t4*t4)+4*t5*t1P*t4*t3P*k*t6*t2P*t1
*t3+4*t5*t1P*t4*t3P*k*t4P*t1*t2*t3+t7*t32kP*k*t4P*t4+(t3*t3)*(t1*t1)*t7*t3P*t4P*t6*t2P
*t4-2*(t3*t3)*t3P*t4P*t5*t1P+(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P*t1-2*t4P*t5*t3P*k*t6*t2P
*t2-2*t4P*t5*t5*t3P*k*t1P*(t2*t2)-2*t5*t5*t1P*t1*(t2*t2)*t3P*k*t4P+4*(t3*t3)*t6*t2P*t3P
*t4P*t5*t1-2*(t3*t3)*t6*t2P*t3P*t4P+(t3*t3)*t1*t7*t3P*t4P*t5*t1P*t4+4*t4P*t2*t3P*(t3
*t3)*t5*t6*t2P*t1*t4-t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t5*t4+2*t4P*t3P*k*t6*t2P*t3*t2-4*t5*t5
*t1P*t4*t3P*k*t4P*t2*t3-2*t5*t5*t1P*t4*t3P*k*t4P*t1*t3-4*t4P*t5*t5*t3P*k*t1P*t2*t4-2
*t4P*t5*t5*t3P*k*t1P*(t2*t2)*t4+t7*t32kP*k*t6*t2P*(t4*t4)-t7*t32kP*k*t4P*t5*t4-t7*t32kP
*k*t4P*t6*t4+t7*t32kP*k*t5*t1P*(t4*t4)-t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t6*t4-4*t6*t6*t2P*t4
*t3P*k*t3*t4P*t1-4*t6*t2P*t4*t3P*k*t3*t4P*t5*t1+4*t6*t2P*t2*t4*t3P*k*t3*t4P*t1-4*t6*t6
*t2P*t2*t4*t3P*k*t3*t4P*t1-4*t6*t2P*t2*t4*t3P*k*t3*t4P*t5*t1+2*t4P*t1*t3P*k*t5*t1P
*(t2*t2)*t3+2*t5*t5*t1P*t1*t3P*(t3*t3)*t4P-t7*t32kP*k*t4P*t6*(t2*t2)+t7*t32kP*k*t6*t2P
*t2+t7*t32kP*k*t5*t1P*(t2*t2)+t7*t32kP*k*t5*t1P*t1+t7*t32kP*k*t6*t2P*(t1*t1)-2*t7*t32kP
*k*t4P*t6*t1-2*t7*t32kP*k*t4P*t5*t2-2*t7*t32kP*k*t4P*t5*t1+(t2*t2)*(t3*t3)*t7*t3P*t4P*t5
*t1P*t4*t1+2*t5*t5*t3P*(t3*t3)*t4P*t1P*t4+4*t5*t1P*t1*t2*t3P*k*t4P-2*t7*t32kP*t1*(t2
*t2)*k*t4P*t6*t4+t7*t32kP*(t1*t1)*(t2*t2)*k*t4P*t4+4*t7*t32kP*t1*t2*k*t4P*t4-t7*t32kP*(t1
*t1)*(t2*t2)*k*t4P*t6-4*t7*t32kP*t1*t2*k*t4P*t5+4*t4P*t6*t2*t4*t3P*(t3*t3)*t5*t1P+2*t4P
*t6*t6*t2*t4*t3P*(t3*t3)*t2P+t2*(t3*t3)*t7*t3P*t4P*t6*t2P*(t1*t1)*t4+4*t4P*t2*t3P*(t3*t3)
*t5*t5*t1P*t4*t1+2*t5*t1P*t1*t3P*k*t6*t2P+2*t4P*(t2*t2)*t3P*(t3*t3)*t5*t5*t1P*t4*t1+2*t7
*t32kP*t1*t2*k*t5*t1P+2*t7*t32kP*t1*t2*k*t6*t2P-2*t7*t32kP*t1*(t2*t2)*k*t4P*t6+t7*t32kP
*(t1*t1)*(t2*t2)*k*t4P+t2*(t3*t3)*t7*t3P*t4P*t6*t2P*(t1*t1)+4*t4P*t6*t6*t4*t3P*(t3*t3)*t2P
*t1+2*t4P*t6*t4*t3P*(t3*t3)*t5*t1P+2*t4P*t6*t6*t4*t3P*(t3*t3)*t2P+2*t5*t1P*t1*t2*t3P
*k*t6*t2P*(t4*t4)-4*t5*t1P*t1*t2*t3P*k*t4P*t6*t4+4*t5*t1P*t2*t3P*k*t3*t4P*t4-2*t4P*t5
*t5*t3P*k*t1P*t3-2*t4P*t5*t5*t3P*k*t1P*t4-t4P*t32kP*t3*t7*(t2*t2)+4*t2*(t3*t3)*t3P*t42kP
*t6+4*t42kP*t6*t3P*t3*(t1*t1)*t2+2*t7*t32kP*(t1*t1)*t2*k*t4P+2*t7*t32kP*t1*(t2*t2)*k*t4P
+2*t5*t1P*t1*t3P*k*t4P+2*t7*t32kP*t1*(t2*t2)*k*t4P*t4+2*t7*t32kP*(t1*t1)*t2*k*t4P*t4+2
*t7*t32kP*t1*t2*k*t5*t1P*(t4*t4)-2*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P*t4*t1+4*t5*t1P*t1*t2*t3P
*(t3*t3)*t4P*t6+(t3*t3)*t1*t7*t3P*t4P*t5*t1P-4*t5*t1P*t1*t2*t3P*k*t4P*t6-4*t5*t5*t1P
*t1*t2*t3P*k*t4P-4*t2*(t3*t3)*t3P*t4P*t6*t2P*t1*t4+2*t5*t1P*t3P*k*t3*t4P*t4+2*(t3*t3)
*t1*t7*t3P*t4P*t6*t2P+2*t6*t2P*t2*t3P*k*t4P*(t1*t1)-4*t7*t32kP*t1*t2*k*t4P*t6-2*t6*t6
*t2P*t4*t3P*k*t4P-2*t6*t2P*t4*t3P*k*t4P*t5+2*t5*t1P*(t2*t2)*t3P*k*t3*t4P*t4-2*t4P
*t4*t3P*(t3*t3)*t5*t1P*t1-2*t4P*t4*t3P*(t3*t3)*t6*t2P*(t1*t1)-4*t4P*t5*t1*t3P*k*t6*t2P
*t2+2*t5*t1P*t1*(t2*t2)*t3P*k*t4P*t4-4*t5*t5*t1P*t1*t2*t3P*k*t4P*t4+2*t5*t1P*t3P*k*t4P
*(t2*t2)-2*t6*t6*t2P*t4*t3P*k*t3*t4P*(t1*t1)-2*t6*t2P*t4*t3P*k*t3*t4P*t5*(t1*t1)-2*t7*t32kP
*(t1*t1)*t2*k*t4P*t5+(t3*t3)*t6*t2P*t3P*t4P*t7+2*(t3*t3)*t6*t2P*t3P*t4P*t5*(t1*t1)+2*(t3
*t3)*t6*t6*t2P*t3P*t4P+2*(t3*t3)*t6*t2P*t3P*t4P*t5-2*(t3*t3)*t6*t2P*t3P*t5*t1P*t2-2
*(t3*t3)*t6*t2P*t3P*t5*t1P+2*(t3*t3)*t6*t6*t2P*t3P*t4P*t2-2*t7*t32kP*(t1*t1)*t2*k*t4P
*t6-2*t7*t32kP*t1*(t2*t2)*k*t4P*t5+4*t5*t1P*t1*t2*t3P*k*t6*t2P*t4-2*t6*t6*t2P*t2*t4*t3P
*k*t3*t4P*(t1*t1)-2*t6*t2P*t2*t4*t3P*k*t3*t4P*t5*(t1*t1)+2*t6*t2P*t2*t4*t3P*k*t3*t4P-2
*t6*t6*t2P*(t1*t1)*t3P*k*t3*t4P-4*t6*t2P*t1*t3P*k*t3*t4P*t5*t2-2*t6*t2P*(t1*t1)*t3P*k
*t3*t4P*t5-2*t4P*t5*t3P*k*t6*t2P*t3-4*t4P*t5*t5*t3P*k*t1P*t2-2*t4P*t5*t5*t3P*k*t1P-4
*(t3*t3)*t6*t2P*t3P*t5*t1P*t4-4*(t3*t3)*t6*t2P*t3P*t4P*t1+2*(t3*t3)*t6*t6*t2P*t3P*t4P
*(t1*t1)-2*(t3*t3)*t6*t2P*t3P*t5*t1P*t1+4*(t3*t3)*t6*t6*t2P*t3P*t4P*t1-4*t4P*t6*t6*t3P
*k*t2P*t1*t2-2*t4P*t5*t3P*k*t6*t2P+4*t7*t32kP*t1*t2*k*t4P+2*t5*t1P*t1*t2*t3P*k*t6*t2P-2
*t6*t6*t2P*t4*t3P*k*t4P*(t1*t1)*t2-2*t6*t2P*t4*t3P*k*t4P*t5*(t1*t1)*t2+2*t5*t1P*t1*t3P
*k*t4P*t4+2*t5*t5*t3P*(t3*t3)*t4P*t1P-4*t4P*t6*t3P*k*t5*t1P*t2*t4+2*t7*t32kP*k*t6*t2P
*(t1*t1)*t4-2*(t3*t3)*t6*t2P*t3P*t5*t1P*t2*(t4*t4)+t7*t32kP*t1*(t2*t2)*k*t5*t1P*(t4*t4)+2*t2
*(t3*t3)*t7*t3P*t4P*t5*t1P*t1-2*t4P*t6*(t2*t2)*t3P*k*t3*t5*t1P+2*(t3*t3)*t6*t2P*t3P*t4P
*t5*t4+(t3*t3)*t6*t2P*t3P*t4P*t7*t4-2*(t3*t3)*t6*t2P*t3P*t5*t1P*(t4*t4)-2*t7*t32kP*k*t4P
*t5*t2*t4-2*t7*t32kP*k*t4P*t6*t1*t4-4*t4P*t6*t2*t3P*k*t3*t5*t1P+2*t5*t5*t12kP*t2*(t4*t4)
*t3P*k-t4P*t5*t1P*k*t7*t3P*t3-4*t2*(t3*t3)*t7*t3P*t42kP*t5*t1-t7*t3P*t4*t2P*k*t4P*t6-t4P
*t6*t2P*k*t2*t7*t3P*t4-t7*t3P*t6*t2P*k*t2*t4P*(t1*t1)*t3-t7*t3P*t6*t2P*k*t2*t4P*(t1*t1)
+2*t2*(t3*t3)*t7*t3P*t42kP*(t1*t1)-t7*t3P*t3*t4*t6*t2P*k*t4P*(t1*t1)*t2-t7*t3P*t2P*k*t4P
*t6-t7*t3P*(t1*t1)*t4*t2P*k*t4P*t6*t3-t7*t3P*t3*t2P*k*t4P*t6-t5*t5*t3P*(t3*t3)*t42kP
*(t1*t1)-2*t4P*t6*t4*t3P*k*t3*t5*t1P-4*t4P*t6*t4*t3P*k*t3*t5*t1P*t2+t7*t32kP*k*t4P+2
*t7*t32kP*(t1*t1)*t2*k*t6*t2P*t4+2*t7*t32kP*k*t4P*t1*t4+4*t7*t32kP*k*t5*t1P*t2*t4+t7*t32kP
*k*t4P*(t2*t2)+t7*t32kP*k*t4P*(t1*t1)+t7*t32kP*k*t4P*(t2*t2)*t4+2*t7*t32kP*k*t4P*t2*t4
+2*t7*t32kP*k*t5*t1P*t4*t1+4*t7*t32kP*k*t6*t2P*t1*t4+2*t2*(t3*t3)*t7*t3P*t4P*t6*t2P*t1
+t2*(t3*t3)*t7*t3P*t4P*t6*t2P*t4-2*t4P*t5*t5*t1*t3P*k*t3*t1P+2*t5*t1P*t3P*k*t3*t4P-2
*t5*t1P*t1*(t2*t2)*t3P*k*t4P*t6+2*t2*(t3*t3)*t7*t3P*t4P*t5*t1P+t2*(t3*t3)*t7*t3P*t4P
*t6*t2P+(t2*t2)*(t3*t3)*t7*t3P*t4P*t5*t1P+4*t4P*t6*t6*t2*t4*t3P*(t3*t3)*t2P*t1+2*t4P
*t6*(t2*t2)*t4*t3P*(t3*t3)*t5*t1P+2*t4P*(t1*t1)*t3P*k*t6*t2P+4*t4P*t1*t3P*k*t6*t2P+2
*t7*t32kP*t1*t2*k*t6*t2P*(t4*t4)-4*t7*t32kP*t1*t2*k*t4P*t5*t4-4*t7*t32kP*t1*t2*k*t4P*t6*t4
+4*t4P*t2*t3P*(t3*t3)*t5*t6*t2P*t1+2*t4P*t2*t3P*(t3*t3)*t5*t6*t2P*t4+2*t4P*(t2*t2)*t3P
*(t3*t3)*t5*t5*t1P+2*t2*(t3*t3)*t7*t3P*t4P*t5*t1P*t4+4*t6*t6*t2P*t1*t2*t3P*(t3*t3)*t4P
+2*t5*t1P*t1*(t2*t2)*t3P*k*t4P-2*(t3*t3)*t3P*t4P*t5*t1P*t1-2*t5*t1P*t32kP*t3*t7*t1*t4
+4*t4P*t2*t3P*(t3*t3)*t5*t5*t1P*t4-2*t4P*t6*t6*t4*t3P*k*t3*t2P+4*t4P*t2*t3P*(t3*t3)*t5
*t5*t1P+2*t4P*t2*t3P*(t3*t3)*t5*t6*t2P+2*t5*t1P*t3P*t3*t4P*t7*t2+4*t5*t5*t1P*t3P*t3
*t4P*t2+2*t5*t5*t1P*t3P*t3*t4P*t1-2*t5*t5*t12kP*t3P*t3*t2*(t4*t4)+t42kP*t5*t5*(t1*t1)*t3P
*k*(t2*t2)-2*t4P*t4*t5*t1P*k*t1*t7*t3P*t2*t3-t4P*t4*t5*t1P*k*t1*t7*t3P*(t2*t2)*t3-t4P*t4
*t5*t1P*k*t1*t7*t3P*t3-t4P*t4*t5*t1P*k*t7*t3P-t4P*t4*t5*t1P*k*t7*t3P*(t2*t2)+2*t42kP
*(t1*t1)*t2*t3P*k*t3-t4P*t4*t5*t1P*k*t7*t3P*t3-2*t4P*t4*t5*t1P*k*t7*t3P*t2-t4P*t3*t5
*t1P*k*t1*t7*t3P-2*t42kP*t2*t3P*(t3*t3)*t5*t5*(t1*t1)-2*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t5*t1
+2*t42kP*t5*t5*(t1*t1)*t3P*k*t3*t2+2*t4P*t6*t4*t3P*t3*t5*t1P+2*t42kP*t2*t7*t3P*t3+t42kP
*(t2*t2)*t7*t3P*t3+2*t42kP*(t2*t2)*t7*t3P*t3*t1-t42kP*t5*(t1*t1)*(t2*t2)*t7*t3P*t3+t4P*t5
*t32kP*t3*t7*(t2*t2)-2*t5*t1P*t3P*t3*t6*t2P*t2+4*t5*t5*t1P*t3P*t3*t4P*t1*t2-2*t6*t6*t22kP
*t4*t3P*t3-8*t42kP*t6*t3P*k*t1*t2-(t3*t3)*t42kP*t6*t6*t3P+(t2*t2)*(t3*t3)*t7*t3P*t42kP
+2*(t3*t3)*(t1*t1)*t3P*t42kP*t6-4*t4P*t32kP*t3*t7*t1*t2+2*t42kP*t6*t3P*k*t5*t3+4*t42kP
*t6*t6*t3P*k*t1*t2-4*t5*t1P*t3P*t3*t4P*t1*t2+4*t42kP*t2*t3P*(t3*t3)*t5*(t1*t1)-2*t6*t2P
*(t4*t4)*t3P*t3*t5*t1P*t2*t1+4*t6*t2P*t4*t3P*t3*t4P*t5*t1*t2-2*t5*t1P*t32kP*t3*t7*(t2*t2)
*t4+4*t42kP*t5*t5*t1*t3P*k*t2+2*t42kP*t7*t3P*k*t5*t2*t3-4*t42kP*t3P*t3*t1*t2-t6*t6*t22kP
*(t4*t4)*t3P*t3*(t1*t1)-2*t6*t2P*t4*t32kP*t3*t7*(t1*t1)*t2+2*t42kP*t1*t7*t3P*k*t5*t3+t5*t5
*t12kP*t3P*k*t3-t4P*t4*t5*t1P*k*t1*t7*t3P*(t2*t2)-t4P*t5*t1P*k*t7*t3P-t4P*t5*t1P
*k*t7*t3P*t1-2*t4P*t5*t1P*k*t7*t3P*t2-t4P*t3*t5*t1P*k*t1*t7*t3P*(t2*t2)-t4P*(t2*t2)*t3
*t5*t1P*k*t7*t3P*t4-t4P*(t2*t2)*t3*t5*t1P*k*t7*t3P-2*t4P*t2*t3*t5*t1P*k*t7*t3P*t4+2*t4P
*t5*t32kP*t3*t7*t2*t4+t4P*t6*t3*t2P*t2*t7*t3P*(t1*t1)+2*t4P*t5*t1*t4*t32kP*t3*t7*(t2*t2)
+4*t42kP*t6*t3P*t3*t1+2*t42kP*t1*t7*t3P*k*t6*t3-t42kP*t5*t5*t3P*t3+t42kP*(t1*t1)*(t2*t2)
*t7*t3P*t3-2*t6*t2P*t4*t3P*t3*t4P*t2-t42kP*t3P*t3-t42kP*t6*t6*t3P*t3*(t1*t1)*(t2*t2)
+2*t6*t6*t22kP*(t4*t4)*t3P*k*t1-t5*t5*t12kP*t3P*(t3*t3)*(t4*t4)+t6*t6*t22kP*t3P*k*(t1*t1)-2
*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t6*(t1*t1)-8*t42kP*t1*t2*t3P*k*t3*t5+t42kP*t6*t6*(t2*t2)*t3P
*k*t3-2*t6*t2P*t1*t32kP*t3*t7*t2-2*(t3*t3)*(t1*t1)*t3P*t42kP*t6*t5+t42kP*t7*t3P*t3-4*t6*t6
*t22kP*t4*t3P*t3*t1-8*t42kP*t1*t2*t3P*k*t3*t6+2*t42kP*t3P*k*t2+2*t6*t6*t22kP*t3P*k*t1-2
*t42kP*t6*t3P*k+t42kP*t6*t6*t3P*k*(t2*t2)-2*(t3*t3)*t1*t7*t3P*t42kP*t5-4*t2*(t3*t3)*t7*t3P
*t42kP*t6*t1-2*(t2*t2)*(t3*t3)*t3P*t42kP*t1-t7*t3P*(t1*t1)*t4*t2P*k*t4P*t6-2*t7*t3P*t1
*t4*t2P*k*t4P*t6*t3-2*t5*t5*t12kP*t2*(t4*t4)*t3P*(t3*t3)-2*(t3*t3)*t6*t6*t22kP*t3P*t1*(t4
*t4)-4*t42kP*t2*t3P*k*t3*t5-t7*t3P*t3*t2P*k*t4P*t6*(t1*t1)-2*t7*t3P*t3*t2P*k*t4P*t6*t1-t42kP
*t5*t5*(t1*t1)*t3P*t3-2*t7*t3P*t6*t2P*k*t2*t4P*t1*t4-2*t42kP*t1*t7*t3P*k*(t2*t2)-2*t5*t5
*t12kP*t3P*(t3*t3)*t4+2*t4P*t6*t6*t3P*t3*t2P*(t1*t1)*t2+2*t42kP*t6*t6*t3P*k*t2-t5*t5*t12kP
*t3P*t3*(t2*t2)*(t4*t4)+t7*t3P*t4P*t3*t6*t2P-2*t5*t5*t12kP*t3P*t3*t2-2*t5*t1P*t3P*t3
*t4P*t1*(t2*t2)-2*t42kP*t6*(t1*t1)*t7*t3P*t3*t2+4*t42kP*t6*t2*t3P*k*t3*t5*(t1*t1)+4*t4P*t6
*t4*t3P*t3*t5*t1P*t2*t1-t42kP*t6*(t1*t1)*t7*t3P*t3*(t2*t2)+2*t5*t1P*t4*t7*t3P*t4P*t3*t2-t42kP
*t5*t7*t3P*t3-2*t5*t1P*t3P*t3*t4P*t1-4*t5*t1P*t3P*t3*t4P*t2-2*t42kP*t3P*t3*(t1*t1)
*t2-t5*t1P*t32kP*t3*t7*t1*(t2*t2)+2*t4P*t6*t4*t3P*t3*t5*t1P*(t2*t2)*t1+t42kP*t7*t3P*k*t5
*(t2*t2)*t3+2*t42kP*t5*t5*t3P*k*t2*t3+2*t4P*t6*t4*t3P*t3*t5*t1P*(t2*t2)+2*t42kP*(t1*t1)*t7
*t3P*k*t5*t2*t3+t4P*t6*t4*t32kP*t3*t7*(t1*t1)*(t2*t2)+t6*t6*t22kP*(t4*t4)*t3P*k*(t1*t1)+2*t42kP
*t1*(t2*t2)*t3P*k*t3-2*t42kP*t5*t3P*k*(t2*t2)-2*t42kP*t6*t3P*t3*t5*(t1*t1)*(t2*t2)+2*t42kP
*t6*t6*t3P*k*t1*t3-2*t4P*t32kP*t3*t7*(t1*t1)*t2+2*t6*t6*t2P*t4*t3P*t3*t4P*(t1*t1)*t2+2*t6
*t2P*t3P*t3*t4P*t5-t42kP*t5*t7*t3P*t3*(t1*t1)-2*t4P*t3P*t3*t6*t2P-2*t42kP*t6*t6*t3P
*t3*(t1*t1)*t2-2*t6*t2P*t4*t3P*t3*t4P-2*t5*t1P*t32kP*t3*t7*t2*(t4*t4)-2*t6*t2P*(t1*t1)*t3P
*t3*t4P+t5*t5*t12kP*(t2*t2)*t3P*k*t3*(t4*t4)+t4P*t6*t4*t32kP*t3*t7*(t2*t2)-2*t2*(t3*t3)*t7
*t3P*t42kP*t5-4*t42kP*t6*t3P*k*t2-2*t42kP*t6*t3P*k*(t2*t2)-4*t5*t1P*t32kP*t3*t7*t1*t2
*t4+2*t5*t5*t1P*t3P*t3*t4*t4P*t1+4*t5*t5*t1P*t3P*t3*t4*t4P*t2+t6*t2P*t4*t3P*t3*t4P
*t7+t42kP*(t1*t1)*t7*t3P*k*t5*(t2*t2)-4*t42kP*t1*(t2*t2)*t3P*k*t3*t5+2*t42kP*(t2*t2)*t3P
*(t3*t3)*t5*(t1*t1)+8*t2*(t3*t3)*t3P*t42kP*t6*t1+2*t4P*t5*(t1*t1)*t32kP*t3*t7*t2+t5*t5*t12kP
*t3P*k*(t2*t2)+2*t5*t5*t12kP*t2*t3P*k*t3-4*t42kP*t1*t3P*k*t3*t6-(t2*t2)*(t3*t3)*t7*t3P*t42kP
*t6+2*t42kP*t1*t7*t3P*k*t5+t42kP*t6*t6*t3P*k*(t1*t1)-t4P*t4*t32kP*t3*t7*(t1*t1)-2*t42kP
*t6*t3P*t3*t5*(t2*t2)+2*t6*t6*t22kP*t4*t3P*k*t3*(t1*t1)-t42kP*t3P*t3*(t2*t2)-t5*t1P*t32kP
*t3*t7*(t4*t4)+4*t42kP*t5*t1*t3P*k*t3*t6+2*t42kP*t3P*t3*t5-t5*t1P*t32kP*t3*t7*(t2*t2)*(t4
*t4)+2*t5*t5*t1P*t3P*t3*t4P+2*t6*t6*t22kP*(t4*t4)*t3P*k*t3*t1+(t2*t2)*(t3*t3)*t7*t3P*t42kP
*(t1*t1)-2*t6*t2P*t1*t3P*t3*t5*t1P*t2-2*t6*t2P*t1*t3P*t3*t5*t1P-t6*t6*t22kP*t3P*t3-t6
*t2P*(t4*t4)*t32kP*t3*t7*(t1*t1)*t2-t6*t2P*(t4*t4)*t32kP*t3*t7+t42kP*t5*t5*(t1*t1)*t3P*k-2
*t6*t2P*t4*t32kP*t3*t7*t2-4*t42kP*t5*t3P*k*t2+2*t6*t2P*t4*t3P*t3*t4P*t5-t6*t6*t22kP*(t4
*t4)*t3P*t3-(t3*t3)*t6*t6*t22kP*t3P*(t4*t4)-2*t6*t2P*t4*t32kP*t3*t7*(t1*t1)-t4P*t3*t4*t6
*t2P*k*t7*t3P-t7*t3P*(t1*t1)*t2P*k*t4P*t6-t5*t5*t3P*(t3*t3)*t42kP+2*t42kP*t1*t3P*k
+t6*t6*t22kP*t3P*k-2*t42kP*t6*t6*t3P*t3*t1*(t2*t2)+4*t42kP*(t2*t2)*t3P*(t3*t3)*t5*t1-t42kP
*t3P*t3*(t1*t1)*(t2*t2)-2*t4P*(t1*t1)*t2*t4*t32kP*t3*t7+4*t6*t6*t22kP*t4*t3P*k*t3*t1+2*t42kP
*t5*t5*t1*t3P*k-2*t6*t6*t22kP*t1*t3P*t3-t4P*(t1*t1)*(t2*t2)*t4*t32kP*t3*t7-t42kP*t6*t6*t3P
*t3*(t2*t2)+2*t5*t5*t12kP*(t2*t2)*t4*t3P*k-2*t5*t5*t12kP*t3P*(t3*t3)*t2-t6*t2P*(t1*t1)*t32kP
*t3*t7-t4P*t4*t5*t1P*k*t1*t7*t3P-t4P*t5*t1P*k*t7*t3P*(t2*t2)-2*t4P*t2*t3*t5*t1P*k*t7
*t3P-2*t4P*t4*t5*t1P*k*t1*t7*t3P*t2-2*t4P*t3*t5*t1P*k*t1*t7*t3P*t2-t4P*(t2*t2)*t5*t1P
*k*t1*t7*t3P-t4P*t32kP*t3*t7*(t1*t1)*(t2*t2)-(t2*t2)*(t3*t3)*t7*t3P*t42kP*t5*(t1*t1)+2*t4P
*t6*t32kP*t3*t7*t1*(t2*t2)+2*t42kP*t1*t3P*k*(t2*t2)+2*t42kP*t1*t3P*k*t3+4*(t3*t3)*t1*t3P
*t42kP*t6+t6*t6*t22kP*(t4*t4)*t3P*k-2*(t3*t3)*t6*t6*t22kP*t3P*t1-2*t6*t2P*(t1*t1)*t3P*t3
*t4P*t2+2*t5*t5*t12kP*t2*t3P*k*t3*(t4*t4)-4*t42kP*t5*t5*t1*t3P*t3*t2-2*t42kP*t6*(t2*t2)*t3P
*k*t3-4*t42kP*t6*t3P*k*(t1*t1)*t2-2*t4P*t4*t32kP*t3*t7*t2-t5*t5*t12kP*(t2*t2)*(t4*t4)*t3P
*(t3*t3)+4*t42kP*t6*t1*t2*t7*t3P*k*t3+4*t42kP*t1*t7*t3P*k*t5*t2+2*t42kP*t1*t7*t3P*k*t5*(t2
*t2)-2*t42kP*t1*t7*t3P*k*t3+4*t42kP*t5*t5*t1*t3P*k*t3*t2-2*t42kP*t6*t3P*k*(t1*t1)-2*t4P
*t4*t32kP*t3*t7*t1+(t3*t3)*(t1*t1)*t7*t3P*t42kP-2*t6*t2P*(t4*t4)*t32kP*t3*t7*t1+2*(t2*t2)*(t3
*t3)*t3P*t42kP*t6*(t1*t1)+2*t42kP*t5*t5*(t1*t1)*t3P*k*t2-2*t42kP*t6*t3P*k*t3-t42kP*(t1
*t1)*t7*t3P*k+2*t2*(t3*t3)*t7*t3P*t42kP-4*t42kP*t6*t3P*k*t1-(t3*t3)*(t1*t1)*t7*t3P*t42kP
*t5-2*t42kP*t6*t6*t3P*t3*t1+4*t4P*t6*t3P*t3*t5*t1P*t2+2*t4P*t6*t3P*t3*t5*t1P+4*t4P
*t6*t6*t3P*t3*t2P*t1+4*t42kP*t6*(t2*t2)*t3P*k*t3*t5*t1-8*t42kP*t2*t3P*(t3*t3)*t5*t6*t1+2
*t6*t2P*t1*t3P*t3*t4P*t7-2*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t6*t1-4*t6*t2P*t1*t3P*t3*t4P-2
*t5*t1P*t3P*t3*t4*t4P+2*t5*t5*t1P*t3P*t3*t4P*(t2*t2)+t5*t1P*t3P*t3*t4P*t7*(t2*t2)-2
*t5*t1P*t3P*t3*t4*t4P*(t2*t2)+t4P*t5*t32kP*t3*t7-t42kP*(t2*t2)*t3P*(t3*t3)*t5*t5*(t1*t1)-t6
*t2P*t32kP*t3*t7-2*t42kP*(t1*t1)*(t2*t2)*t3P*k*t3*t6-t42kP*t7*t3P*k+4*t42kP*t6*t3P*t3
*t1*(t2*t2)-8*t42kP*t6*t3P*t3*t5*t1*t2+2*t42kP*t7*t3P*k*t6*t2*t3+2*t42kP*t1*t7*t3P*k*t6-4
*t6*t2P*t4*t3P*t3*t5*t1P*t1+2*t42kP*(t1*t1)*t3P*k*t2+8*t42kP*t5*t1*t3P*k*t6*t2+2*t4P
*t6*t3*t2P*t2*t7*t3P*t1-2*t4P*t2*t5*t1P*k*t1*t7*t3P-(t3*t3)*t6*t6*t22kP*t3P-2*t42kP*t6
*t3P*t3*t5+t7*t3P*(t2*t2)*t3*t4*t1P*t1*t4P*t5-2*(t2*t2)*(t3*t3)*t7*t3P*t42kP*t5*t1-4*t5*t5
*t12kP*t2*t4*t3P*(t3*t3)+4*t5*t5*t12kP*t2*t3P*k*t3*t4+2*t42kP*t1*t7*t3P*k*t5*(t2*t2)*t3+t6
*t6*t22kP*(t4*t4)*t3P*k*t3*(t1*t1)+4*t5*t1P*t1*t2*t3P*k*t4P*t4+2*t4P*t6*(t2*t2)*t4*t3P
*(t3*t3)*t5*t1P*t1-2*t5*t5*t1P*t4*t3P*k*t4P*t1*(t2*t2)*t3-2*t5*t1P*t1*(t2*t2)*t3P*k*t4P
*t6*t4+2*t5*t1P*t3P*k*t3*t6*t2P*t2-2*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P*t4+2*t4P*t1*t3P*k
*t3*t5*t1P+2*t4P*t1*t3P*k*t3*t5*t1P*t4-2*t5*t5*t1P*t1*(t2*t2)*t3P*k*t4P*t4+4*t4P*t1*t3P
*k*t6*t2P*t3-2*t4P*t6*t1*(t2*t2)*t3P*k*t3*t5*t1P*t4+2*t6*t2P*t2*t4*t3P*k*t3*t4P*(t1*t1)
+2*t6*t2P*t2*(t4*t4)*t3P*k*t3*t5*t1P*t1+2*t6*t2P*t1*t3P*k*t3*t5*t1P*t2+2*t6*t2P*t1*t3P
*k*t3*t5*t1P+4*t6*t2P*t2*t4*t3P*k*t3*t5*t1P+2*t4P*t3P*k*t6*t2P-2*t4P*t6*t3P*k*t5*t1P
*(t2*t2)+2*t4P*(t1*t1)*t3P*k*t6*t2P*t3+4*t4P*t1*t3P*k*t6*t2P*t3*t4-2*t4P*t5*t5*t1*t3P
*k*t1P*t4-2*t6*t6*t2P*t2*t4*t3P*k*t3*t4P-2*t6*t2P*t2*t4*t3P*k*t3*t4P*t5-2*t4P*t6*t3P
*k*t5*t1P*t4*t1-2*t4P*t6*t3P*k*t5*t1P*t3*t1+2*t7*t32kP*k*t5*t1P*t2*(t4*t4)-2*t7*t32kP*k
*t4P*t5*t1*t4+2*t7*t32kP*k*t6*t2P*t1*(t4*t4)+4*t4P*t1*t3P*k*t6*t2P*t3*t2+4*t6*t2P*t2*t4
*t3P*k*t3*t5*t1P*t1-4*t2*(t3*t3)*t3P*t4P*t5*t1P*t4*t1-2*(t2*t2)*(t3*t3)*t3P*t4P*t5*t1P
*t1+2*t5*t1P*(t4*t4)*t3P*k*t6*t2P*t1*t3-4*t5*t5*t1P*t4*t3P*k*t4P*t1*t2*t3-2*t4P*t6*t3P
*k*t5*t1P*(t2*t2)*t4-4*t6*t2P*t4*t3P*k*t4P*t5*t1*t2-2*t4P*t5*(t1*t1)*t3P*k*t6*t2P*t2-2
*t5*t5*t1P*(t2*t2)*t3P*k*t3*t4P+4*t5*t1P*t2*t3P*k*t3*t4P-2*t4P*t6*t6*t3P*k*t2P*(t1
*t1)*t2-2*t4P*t6*t3P*k*t5*t1P*t1-2*t4P*t6*t6*t3P*k*t2P*(t1*t1)+(t3*t3)*(t1*t1)*t7*t3P*t4P
*t6*t2P+2*(t3*t3)*t1*t7*t3P*t4P*t6*t2P*t4-2*t4P*t6*t6*t2*t3P*k*t2P*t3+2*t4P*(t2*t2)*t3P
*(t3*t3)*t5*t5*t1P*t4-4*t6*t2P*t4*t3P*t3*t4P*t1+4*t4P*t6*t6*t3P*t3*t2P*t1*t2+4*t6*t2P
*t4*t3P*t3*t4P*t5*t1-t42kP*t7*t3P*k*t3+2*t6*t6*t22kP*t1*t3P*k*t3+4*t42kP*t1*t7*t3P*k
*t5*t2*t3-(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)-t5*t5*t12kP*t3P*t3-2*t5*t3P*(t3*t3)*t42kP*t6+2
*t42kP*t6*(t2*t2)*t3P*k*t3*t5-(t3*t3)*(t1*t1)*t3P*t42kP*t6*t6*(t2*t2)-4*t42kP*t5*(t1*t1)*t3P
*k*t2+2*t42kP*t6*(t1*t1)*t2*t7*t3P*k*t3-4*(t3*t3)*t6*t6*t22kP*t3P*t1*t4+2*t5*t5*t12kP*(t2*t2)
*t3P*k*t3*t4-2*t42kP*t7*t3P*k*t2*t3+2*t5*t5*t12kP*t3P*k*t4+4*t6*t2P*t1*t3P*t3*t4P*t5
+2*t6*t6*t2P*t4*t3P*t3*t4P+t42kP*(t1*t1)*t7*t3P*t3+t4P*t5*(t1*t1)*t4*t32kP*t3*t7-t42kP
*(t1*t1)*t7*t3P*k*(t2*t2)*t3-2*t2*(t3*t3)*t7*t3P*t42kP*t6*(t1*t1)+2*t6*t2P*(t1*t1)*t3P*t3*t4P
*t5-2*t6*t2P*t2*t3P*t3*t4P+2*t6*t2P*t4*t3P*t3*t4P*t5*(t1*t1)-2*t42kP*t5*t3P*k-(t3*t3)
*t3P*t42kP*(t1*t1)-2*(t3*t3)*t3P*t42kP*t1-t5*t5*t12kP*t3P*(t3*t3)+2*t42kP*t5*(t1*t1)*t3P
*k*t6+2*t42kP*t5*t5*t1*t3P*k*t3*(t2*t2)-4*(t3*t3)*t1*t3P*t42kP*t6*t5+2*t42kP*t6*t3P*t3*(t1
*t1)-4*t42kP*t6*t3P*k*t1*(t2*t2)+t4P*t5*t32kP*t3*t7*t4-2*t4P*t32kP*t3*t7*t2-2*t42kP*t2
*t3P*(t3*t3)*t5*t5-2*t2*(t3*t3)*t3P*t42kP-2*t42kP*t1*t7*t3P*k+t42kP*t7*t3P*k*t5*t3+t42kP
*t3P*k*(t2*t2)+t42kP*t6*(t1*t1)*(t2*t2)*t7*t3P*k*t3-2*t5*t5*t3P*(t3*t3)*t42kP*t1-t5*t1P*t32kP
*t3*t7*t1*(t4*t4)-2*t5*t5*t12kP*(t2*t2)*t4*t3P*(t3*t3)-t42kP*t7*t3P*k*(t2*t2)+t5*t5*t12kP*(t2
*t2)*(t4*t4)*t3P*k-t42kP*t6*t6*t3P*t3+t42kP*t6*t6*(t2*t2)*t3P*k*t3*(t1*t1)-4*t42kP*t5*t1
*t3P*k+4*t42kP*t1*t7*t3P*k*t6*t2+2*t42kP*t7*t3P*k*t5*t2-2*t4P*t1*(t2*t2)*t4*t32kP*t3*t7-4
*t42kP*t6*t3P*t3*t5*t1*(t2*t2)+t42kP*t5*t5*t3P*k-2*t42kP*(t1*t1)*(t2*t2)*t3P*k*t3*t5+t42kP
*t5*t5*(t1*t1)*t3P*k*t3*(t2*t2)-2*t42kP*t6*t6*t3P*t3*t2+8*t42kP*t5*t1*t3P*t3*t2-2*t42kP*t3P
*t3*t1-4*t42kP*t6*t3P*t3*t5*(t1*t1)*t2-2*t6*t2P*(t4*t4)*t32kP*t3*t7*t1*t2-2*t42kP*t5*(t1*t1)
*t3P*k*t3-(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)*(t4*t4)-(t3*t3)*(t1*t1)*t3P*t42kP*t6*t6+2*t42kP
*t6*t1*(t2*t2)*t7*t3P*k*t3+t42kP*t7*t3P*k*t5+2*t5*t5*t1P*t3P*t3*t4P*t1*(t2*t2)+2*t5*t5*t1P
*t3P*t3*t4*t4P*(t2*t2)+t4P*t5*t32kP*t3*t7*(t2*t2)*t4+2*t42kP*t6*t6*t3P*k*t1-(t3*t3)*t7*t3P
*t42kP*t6-(t2*t2)*(t3*t3)*t42kP*t6*t6*t3P+2*t42kP*(t2*t2)*t3P*(t3*t3)*t5+2*(t3*t3)*t3P*t42kP
*t6+t42kP*t6*t6*t3P*k*(t1*t1)*(t2*t2)-2*(t3*t3)*(t1*t1)*t3P*t42kP*t6*t6*t2-2*t6*t6*t22kP*t4
*t3P*t3*(t1*t1)-2*(t3*t3)*t1*t3P*t42kP*t6*t6*(t2*t2)+t4P*t6*t3*t2P*t2*t7*t3P-2*t5*t1P*t3P
*t3*t4*t4P*t1-2*t42kP*t6*t1*t7*t3P*t3-2*t42kP*t6*(t2*t2)*t7*t3P*t3*t1+t6*t2P*(t1*t1)*t3P
*t3*t4P*t7+4*t6*t2P*t1*t3P*t3*t4P*t5*t2+t4P*t6*t32kP*t3*t7+t42kP*t6*t6*t3P*k*(t1*t1)
*t3-4*t42kP*t5*t1*t3P*k*t3+4*t4P*t5*t1*t32kP*t3*t7*t2-2*t2*(t3*t3)*t7*t3P*t42kP*t6-2*t42kP
*t5*t7*t3P*t3*(t1*t1)*t2-4*t6*t2P*t4*t3P*t3*t5*t1P-t42kP*(t1*t1)*t7*t3P*k*(t2*t2)+2*t4P
*t6*t4*t3P*t3*t5*t1P*t1+t42kP*t7*t3P*k*t6*(t2*t2)*t3+4*t42kP*t6*t6*t2*t3P*k*t3*t1-2*t2*(t3
*t3)*t3P*t42kP*(t1*t1)+2*t42kP*t5*(t1*t1)*t3P*t3*(t2*t2)-2*t42kP*t6*t3P*k*(t1*t1)*(t2*t2)-2
*t42kP*t5*t5*t1*t3P*t3*(t2*t2)-t5*t5*t12kP*t3P*(t3*t3)*(t2*t2)-2*(t3*t3)*t1*t3P*t42kP*t6
*t6-(t2*t2)*(t3*t3)*t7*t3P*t42kP*t5-t4P*t4*t32kP*t3*t7-(t3*t3)*t7*t3P*t42kP*t5-4*t42kP
*t6*t3P*t3*t5*t2+t6*t6*t22kP*(t4*t4)*t3P*k*t3+2*t4P*t5*t1*t32kP*t3*t7+2*t42kP*t3P*t3*t5
*(t2*t2)+2*t42kP*t6*t6*t2*t3P*k*t3-2*t42kP*t1*t7*t3P*k*(t2*t2)*t3-t5*t1P*t32kP*t3*t7+t42kP
*t7*t3P*k*t6-2*t42kP*t5*t7*t3P*t3*t2-2*t42kP*t5*t7*t3P*t3*t1-4*t42kP*t5*t7*t3P*t3*t1*t2
+2*t5*t5*t12kP*t3P*k*t2-2*t4P*t32kP*t3*t7*t1*(t2*t2)+2*t42kP*t6*t3P*t3*(t1*t1)*(t2*t2)-(t3
*t3)*t3P*t42kP+t42kP*(t1*t1)*t3P*k*t3+2*t6*t6*t2P*t4*t3P*t3*t4P*(t1*t1)+t6*t2P*t4*t3P
*t3*t4P*t7*(t1*t1)-2*t6*t2P*(t4*t4)*t3P*t3*t5*t1P*t2+t4P*t5*(t2*t2)*t3*t1P*t1*t7*t3P+2
*t42kP*t6*t6*t3P*k*(t1*t1)*t2-2*t6*t2P*t1*t32kP*t3*t7+t4P*t6*t32kP*t3*t7*(t1*t1)-2*t2*(t3
*t3)*t42kP*t6*t6*t3P+2*t42kP*t5*t5*t1*t3P*k*t3+4*(t2*t2)*(t3*t3)*t3P*t42kP*t6*t1-2*t42kP
*(t2*t2)*t3P*(t3*t3)*t5*t6-4*t42kP*(t1*t1)*t2*t3P*k*t3*t5+2*t4P*t6*t32kP*t3*t7*t2-(t3*t3)*(t1
*t1)*t7*t3P*t42kP*t6+2*(t3*t3)*t1*t7*t3P*t42kP+2*t42kP*(t1*t1)*t7*t3P*k*t6*t2-4*t42kP*t1
*t7*t3P*k*t2-2*t6*t2P*t4*t32kP*t3*t7+t4P*t6*t4*t32kP*t3*t7*(t1*t1)-2*t42kP*t5*t5*t1*t3P
*t3-t42kP*(t2*t2)*t3P*(t3*t3)*t5*t5+t42kP*t7*t3P*k*t6*(t2*t2)+4*t42kP*t5*t1*t3P*t3-t6*t2P
*(t1*t1)*t32kP*t3*t7*t2+2*t4P*t6*t32kP*t3*t7*(t1*t1)*t2-4*t6*t2P*t4*t32kP*t3*t7*t1*t2+2*t4P
*t5*t1*t32kP*t3*t7*(t2*t2)+t4P*t6*t4*t32kP*t3*t7+4*t42kP*t6*t2*t3P*k*t3*t5+t4P*t5*(t1*t1)
*t32kP*t3*t7+2*t6*t6*t22kP*t4*t3P*k*(t1*t1)-t5*t1P*t32kP*t3*t7*(t2*t2)-8*t42kP*t5*t1*t3P
*k*t2+2*t42kP*t7*t3P*k*t6*t2+t5*t5*t12kP*t3P*k*t3*(t4*t4)-2*t42kP*t5*t5*(t1*t1)*t3P*t3*t2
+2*t4P*t6*t6*t3P*t3*t2P+2*t4P*t6*t6*t3P*t3*t2P*t2-t4P*t4*t32kP*t3*t7*(t2*t2)+t5*t5*t12kP
*t3P*k-4*t42kP*t6*t6*t3P*t3*t1*t2+4*t42kP*t3P*t3*t5*t2-t6*t2P*t2*t32kP*t3*t7-t42kP*(t1
*t1)*t7*t3P*k*t3-2*t5*t1P*t3P*t3*t4P*(t2*t2)-2*t5*t1P*t32kP*t3*t7*t1*t2*(t4*t4)+4*t42kP
*t5*t1*t3P*t3*(t2*t2)+t5*t5*t12kP*t3P*k*(t4*t4)-2*t42kP*(t2*t2)*t3P*k*t3*t5+t4P*t5*(t1*t1)
*t4*t32kP*t3*t7*(t2*t2)+t42kP*t7*t3P*k*t5*(t2*t2)-2*(t3*t3)*t1*t7*t3P*t42kP*t6+4*(t3*t3)*t3P
*t42kP*t5*t1-4*t2*(t3*t3)*t3P*t42kP*t1+2*t5*t5*t1P*t3P*t3*t4*t4P+2*t4P*t6*t3P*t3*t5*t1P
*t1+2*t42kP*t6*t3P*k*t5+t7*t3P*t4*t2P*t2*t4P*t6*t3-t6*t2P*(t4*t4)*t32kP*t3*t7*(t1*t1)-2
*(t3*t3)*t6*t6*t22kP*t3P*(t1*t1)*t4-4*t42kP*t2*t3P*(t3*t3)*t5*t6*(t1*t1)+t42kP*(t1*t1)*t7*t3P
*k*t6+t42kP*t5*t5*(t1*t1)*t3P*k*t3-2*t6*t2P*(t4*t4)*t3P*t3*t5*t1P*t1-t42kP*t6*(t1*t1)*t7
*t3P*t3)
if (k > 0) test <- abs(A37/a[3,7])
a[3,7] <- a[3,7] + A37
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
a
}
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