R/SEFourMixedExpA2.R
In adw96/CatchAll: Species Richness Estimation with CatchAll
Defines functions
SEFourMixedExpA2
SEFourMixedExpA2 <- function(t1, t2, t3, t4, t5, t6, t7, a, sHatSubset) {
criteria <- 0.0000000000000001
maximumIteration <- 100000
test <- 100.0
k <- 0
t23P <- pow(t2, 3)
t24P <- pow(t2, 4)
t2aP <- pow((1 + t2), (-3))
t2bP <- pow(t2, (-2))
##A22
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))
t23kP <- pow((t2 / (1 + t2)), (3 * k))
a22 <- t2aP * t2bP * 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) * t6 * (2 * t42kP * (t1 * t1) * t6 * t2P * k * k * (t3 * t3) - 2 * t42kP * t2P * k * k * t2 + 8 * t23P
* (t3 * t3) * t42kP * t2P * t6 - 2 * t42kP * t2P * t24P * t5 * t5 + 4 * t4P * t1 * t6 * t6 * t22kP * k * k * t3 * t2 - 8 * t42kP * (t1
* t1) * t6 * t2P * k * t23P - 2 * t42kP * t5 * t2P * k * k * (t2 * t2) * t7 * (t1 * t1) - 16 * t42kP * t1 * t2P * k * t23P * t7 + 4 * t42kP
* t5 * t5 * (t1 * t1) * t2P * k * t23P - t42kP * (t1 * t1) * t2P * k * k * (t2 * t2) + 2 * t6 * t6 * t23kP * t1 * (t3 * t3) * k + 4 * t42kP
* t5 * (t3 * t3) * t2P * k * k * t2 - 24 * t42kP * t1 * (t3 * t3) * t2P * k * t5 * t2 - 2 * t42kP * t3 * t2P * k * k * (t2 * t2) + 8 * (t2 * t2)
* t3 * t42kP * t2P * t6 - 4 * t5 * t5 * t12kP * t4 * t2P * (t2 * t2) + 2 * t6 * t6 * t23kP * (t1 * t1) * t4 * k - 4 * t42kP * t7 * t1 * t2P
* k + 4 * t42kP * t7 * (t1 * t1) * t2P * k * t5 * t3 - 8 * t42kP * t5 * t2P * k * k * t2 * t7 * t1 - 2 * t42kP * t2P * t24P * t5 * t5 * (t3
* t3) * (t1 * t1) + t4P * t5 * t22kP * k * k * t2 * t6 * t4 - 18 * t42kP * (t3 * t3) * t2P * k * t5 * (t2 * t2) + 4 * t42kP * t6 * t2P * k
* k * t2 - t4P * t22kP * k * k * t6 * t2 - 2 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * t7 + 8 * t42kP * t2P * t23P * t5 * (t3 * t3)
* (t1 * t1) + 4 * t42kP * t5 * t2P * k * k * t2 - 8 * t23P * t42kP * t6 * t2P * t7 - 18 * t42kP * t6 * t2P * k * (t2 * t2) + 24 * t42kP
* t1 * t6 * t2P * k * t2 * t5 * (t3 * t3) - 2 * t42kP * t7 * t7 * (t3 * t3) * t2P * k * k * t2 + 4 * t42kP * t7 * (t1 * t1) * t3 * t2P * k * k * (t2
* t2) - 2 * t5 * t1P * (t3 * t3) * t4 * t6 * t22kP * k * k * t1 - 2 * (t2 * t2) * t42kP * t6 * t6 * t2P + 2 * t4P * t3 * t4 * t6 * t6 * t22kP
* k * k * t2 - 2 * t42kP * t7 * t7 * (t1 * t1) * t2P * k * k * t2 - 12 * t42kP * t2P * k * t7 * t2 + 4 * t42kP * t7 * t3 * t2P * k * k - 2 * (t2
* t2) * t7 * t7 * t32kP * t2P * (t4 * t4) + 8 * t7 * t7 * t32kP * t2P * k * t23P * t1 - 16 * t23P * t1 * t6 * t6 * t2P * t42kP * t3
+ 2 * t42kP * t7 * (t1 * t1) * t2P * k * t5 + 8 * t42kP * t6 * t2P * k * t23P * t7 - 12 * t42kP * (t1 * t1) * t2P * k * t2 * t7 - 4 * t42kP
* t7 * t1 * (t3 * t3) * t2P * k * k * t6 + 8 * t42kP * (t1 * t1) * t6 * t2P * k * t23P * t7 * (t3 * t3) + 8 * t42kP * t3 * t2P * k * t23P
+ 18 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * (t2 * t2) * (t3 * t3) - 4 * t42kP * t2P * t24P * t5 * (t3 * t3) * t7 * (t1 * t1) + 2 * t5 * t5
* t12kP * t4 * t2P * k * (t3 * t3) - t7 * t3P * t3 * t22kP * k * k * t6 * (t1 * t1) - 2 * t4P * t1 * t22kP * k * k * t6 * (t3 * t3) * t2 - 4
* (t2 * t2) * t1 * t2P * t42kP * t7 * t7 + 2 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * (t1 * t1) - 16 * t23P * t7 * t7 * t32kP
* t2P * t1 * t4 + 6 * t42kP * t7 * t7 * t2P * k * t2 * (t3 * t3) + t4P * t7 * t22kP * k * k * t6 * t4 + 18 * t7 * t7 * t32kP * t2P * k * (t2
* t2) * t1 - 4 * t23P * t42kP * t6 * t6 * t2P * (t3 * t3) + 4 * (t2 * t2) * (t3 * t3) * t42kP * t2P * t6 * (t1 * t1) + 12 * t42kP * t5
* t5 * t2P * k * t2 * t3 + 2 * t42kP * t6 * t2P * k * k - 4 * t24P * (t3 * t3) * t42kP * t7 * t2P * t6 + 24 * t42kP * t6 * t2P * k * t2
* t7 * t3 + 6 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * t2 * (t4 * t4) + 2 * t6 * t6 * t23kP * (t1 * t1) * t3 * k - 8 * t42kP * t7 * (t1 * t1) * t3
* t2P * k * k * t6 * t2 + 18 * t42kP * t3 * t2P * k * (t2 * t2) - 4 * t42kP * (t3 * t3) * t6 * t2P * k * k * t7 * t2 - t7 * t7 * t32kP * t2P
* k * k * (t2 * t2) * (t4 * t4) + 4 * (t2 * t2) * t42kP * t2P * t5 * (t1 * t1) + 8 * t42kP * t6 * t6 * t2P * k * t23P * t3 - t7 * t3P * t3
* (t4 * t4) * t22kP * k * k * t6 - 4 * t4P * t1 * t22kP * k * k * t6 * t3 - 4 * t42kP * t2P * t24P * t5 * t6 - t5 * t1P * (t3 * t3) * (t4
* t4) * t6 * t22kP * k * k * t1 * t2 + 8 * t42kP * t7 * t3 * t2P * k * k * t2 - 2 * t5 * t1P * t3 * (t4 * t4) * t6 * t22kP * k * k * t1 - 4 * t5 * t5
* t12kP * t24P * t2P * t4 + 8 * t23P * t42kP * t2P * t6 * (t1 * t1) - 2 * (t2 * t2) * (t1 * t1) * t6 * t6 * t2P * t42kP * (t3
* t3) - 2 * t42kP * t5 * t2P * k * k * (t2 * t2) * t6 - 36 * t42kP * t6 * t2P * k * (t2 * t2) * t3 - 2 * t5 * t5 * t12kP * (t4 * t4) * t2P
* (t2 * t2) - 4 * t24P * (t1 * t1) * t6 * t6 * t2P * t42kP * t3 + 4 * t42kP * t5 * t2P * k * k * t2 * (t1 * t1) + 18 * t42kP * t7 * t7 * t2P
* k * t1 * (t3 * t3) * (t2 * t2) + 12 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k * t2 + 2 * t4P * t1 * t6 * t6 * t22kP * k * k + 18 * t42kP
* t1 * t2P * k * (t2 * t2) - 2 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t7 * (t1 * t1) + 2 * t6 * t6 * t23kP * t4 * k + 8 * t42kP
* t2P * t24P * t5 * (t3 * t3) * t1 - 8 * t5 * t5 * t12kP * t23P * t2P * (t3 * t3) * t4 + 12 * t42kP * t7 * t7 * t2P * k * t1 * t2 + 4
* (t2 * t2) * t42kP * t2P * t6 * (t1 * t1) + 18 * t42kP * t6 * t2P * k * (t2 * t2) * t7 + 8 * t23P * (t3 * t3) * t42kP * t2P * t7 - 4
* t42kP * t1 * t2P * k * k * t3 * (t2 * t2) - 0.48e2 * t42kP * t1 * t3 * t2P * k * t5 * t2 - 8 * t42kP * t5 * t2P * k * t23P + 2 * t42kP
* t7 * t7 * t1 * t2P * k * (t3 * t3) + t6 * t6 * t23kP * (t1 * t1) * (t3 * t3) * k - t5 * t5 * t12kP * (t3 * t3) * (t4 * t4) * t2P * k * k - 2 * t7
* t3P * t1 * t22kP * k * k * t6 + 8 * (t2 * t2) * t42kP * t2P * t6 * t1 - 2 * t42kP * t1 * t2P * k * k * (t3 * t3) * (t2 * t2) + 18 * t42kP
* (t1 * t1) * t6 * t2P * k * (t2 * t2) * t5 * (t3 * t3) + 4 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t2 + 18 * t42kP * t1 * t6 * t6
* t2P * k * (t2 * t2) * (t3 * t3) - t4P * t22kP * k * k * t6 + t4P * t6 * t6 * t22kP * k * k - 4 * t23P * t7 * t7 * t32kP * t2P * (t1
* t1) * (t4 * t4) + 8 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * t23P * t4 - 2 * t42kP * t5 * t5 * (t3 * t3) * t2P * k * k * t2 * (t1 * t1) - 0.72e2
* t42kP * t1 * t6 * t2P * k * (t2 * t2) * t3 - 2 * t42kP * t5 * t2P * k * k * t7 * (t3 * t3) - 8 * t42kP * t2P * t24P * t5 * (t3 * t3)
* t7 * t1 + 0.72e2 * t42kP * t1 * t6 * t2P * k * (t2 * t2) * t7 * t3 - 2 * t42kP * (t3 * t3) * t2P * k * t6 - 4 * t24P * t1 * t6 * t6 * t2P
* t42kP - 4 * t24P * t42kP * t6 * t6 * t2P * t3 - 4 * t5 * t5 * t12kP * t23P * t2P * (t4 * t4) + 2 * t4P * t2P * k * t7 * t3P
* (t1 * t1) + 2 * t4P * t2P * k * t5 * t1P * t1 + 2 * t6 * t22kP * t1 * (t3 * t3) * k * t5 * t1P * (t4 * t4) - 4 * t6 * t22kP * t1 * (t3 * t3)
* k * t4P * t7 * t4 + 8 * t6 * t22kP * t1 * t3 * k * t4P + 2 * t4P * t7 * t7 * (t1 * t1) * t2P * k * k * t3P - 2 * t6 * t22kP * k * t4P
* t7 - 2 * t6 * t22kP * k * t4P * t5 + 4 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 * t3 * t4 + 2 * t7 * t3P * t2P * k * k * (t2 * t2)
* t4P * t5 * t3 * t4 - 8 * t7 * t3P * t2P * k * k * t2 * t4P * t1 - 2 * t5 * t1P * t2P * k * k * t7 * t3P + 4 * t7 * t3P * t2P * k * k * t2
* t4P * t5 * (t1 * t1) * t4 + 3 * t4P * t6 * t6 * t22kP * (t1 * t1) * (t2 * t2) + 4 * t5 * t5 * t1P * t1 * t2P * t24P * t4P * (t3 * t3) - 36
* t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P * t1 + 4 * t5 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * (t2 * t2) + 4 * t5 * t5 * t1P * (t3
* t3) * t4 * t2P * k * k * t4P * t2 + 2 * t5 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t1 + 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2)
* t4P * t6 + 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t5 - 2 * t6 * t6 * t23kP * (t4 * t4) * (t2 * t2) * t1 - 6 * t6 * t22kP * t4
* (t2 * t2) * t4P * t1 - 8 * t5 * t1P * t24P * t2P * t4P * t3 * t4 + 4 * t5 * t1P * t24P * t2P * t4P * t7 * t4 + 4 * t5 * t5 * t1P
* t24P * t2P * t4P * t4 - 8 * t5 * t1P * t23P * t2P * t4P * (t3 * t3) * t4 - 8 * t4P * t5 * t6 * t22kP * k * t2 - 24 * t6 * t22kP
* k * (t2 * t2) * t4P * t7 * t1 * t3 - 6 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * (t1 * t1) * (t3 * t3) + 3 * t6 * t6 * t22kP * (t1 * t1) * t23P
* t4P * t4 - 8 * t6 * t6 * t22kP * (t1 * t1) * t4 * k * t2 * t4P + 3 * t6 * t22kP * (t1 * t1) * t23P * t4P * t7 * t4 + 12 * t6 * t22kP
* k * (t2 * t2) * t7 * t3P * t1 * t3 - 6 * t6 * t22kP * k * (t2 * t2) * t4P * t5 * (t3 * t3) + 2 * t5 * t1P * t2P * k * k * t4P * t7 - 12 * t4P
* t3 * t4 * t6 * t2P * k * t2 * t7 * t3P - 8 * t7 * t3P * t6 * t2P * k * t23P * t4P * (t1 * t1) * t3 - 2 * t6 * t6 * t22kP * (t1 * t1) * t4
* k * t4P + 12 * t5 * t1P * (t3 * t3) * t2P * k * t2 * t4P - 8 * t6 * t6 * t22kP * t4 * k * t2 * t4P - 8 * t6 * t22kP * t4 * k * t2 * t4P
* t5 - 18 * t4P * t7 * t7 * t4 * t2P * k * (t2 * t2) * t3P - 2 * t6 * t6 * t23kP * (t2 * t2) * t1 + 3 * t4P * t6 * t6 * t22kP * (t2 * t2) - 3
* t4P * t6 * t22kP * (t2 * t2) + 6 * t4P * t7 * t6 * t22kP * (t2 * t2) * t1 + 8 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P * t3 * t4 - 6
* t6 * t6 * t22kP * k * (t2 * t2) * (t1 * t1) * (t3 * t3) * t4P + 6 * t6 * t22kP * k * (t2 * t2) * t5 * t1P * t1 - 4 * t24P * t3 * t4P * t2P
* t7 * t3P + 4 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t1 * t4 - 8 * t4P * t1 * t4 * t2P * (t2 * t2) * t7 * t3P - 4 * t4P * (t1
* t1) * t4 * t2P * (t2 * t2) * t7 * t3P - 3 * t5 * t1P * t6 * t22kP * t1 * t23P + 8 * t5 * t1P * t1 * t2P * k * t23P * t7 * t3P - 8
* t4P * t5 * t2P * k * t7 * t3P * t23P * t3 - 2 * t4P * t5 * t2P * k * t7 * t3P * t3 - 2 * t4P * t5 * t5 * t2P * k * t1P * (t3 * t3) - 16
* t6 * t22kP * t3 * k * t2 * t4P * t7 * (t1 * t1) + 8 * t7 * t3P * t3 * t4 * t2P * t24P * t4P * t5 * t1 + 6 * t6 * t22kP * k * (t2 * t2)
* t7 * t3P * (t1 * t1) - 6 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * (t1 * t1) - 6 * t6 * t6 * t22kP * k * (t2 * t2) * t4P * (t1 * t1) - 6 * t5
* t1P * t6 * t22kP * t1 * t23P * t4 - 8 * t4P * t7 * t7 * t4 * t2P * k * t23P * t3P + 36 * t5 * t1P * t3 * t2P * k * (t2 * t2) * t4P - 36
* t5 * t1P * t3 * t2P * k * (t2 * t2) * t4P * t7 + 8 * t5 * t1P * t1 * t6 * t2P * t23P * t4P * t4 + 4 * t5 * t1P * t1 * t6 * t2P * t24P
* t4P * t4 + 18 * t5 * t1P * (t3 * t3) * t2P * k * (t2 * t2) * t4P + 18 * t5 * t1P * t3 * t2P * k * (t2 * t2) * t7 * t3P - 4 * t7 * t3P
* t3 * t4 * t2P * t24P * t4P + 2 * t7 * t3P * t3 * t2P * k * t5 * t1P + 4 * t6 * t22kP * t1 * t3 * k * t5 * t1P + 4 * t6 * t22kP * t1
* t3 * k * t7 * t3P + 4 * t6 * t22kP * t1 * (t3 * t3) * k * t4P + 2 * t6 * t22kP * t1 * (t3 * t3) * k * t5 * t1P + 8 * t6 * t22kP * t1 * t3
* k * t5 * t1P * t4 - 6 * t5 * t1P * t6 * t22kP * t1 * t23P * t3 - 4 * t7 * t3P * t1 * t2P * k * t4P * t6 + 2 * t5 * t1P * t1 * t2P
* k * t7 * t3P + 4 * t5 * t1P * t1 * t6 * t2P * t24P * t4P + 4 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P - 6 * t6 * t6 * t22kP
* (t1 * t1) * (t3 * t3) * k * (t2 * t2) * t4P * t4 - 3 * t4P * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) - 16 * t7 * t3P * t6 * t2P * k * t23P
* t4P * t1 * t4 + 2 * t4P * t6 * t2P * k * k * t7 * t3P + 2 * t5 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P + 12 * t4P * (t1 * t1) * t3
* t2P * k * t7 * t3P * t2 - 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P * t5 - 3 * t6 * t22kP * t23P * t7 * t3P * (t4 * t4) + 16
* t5 * t1P * t1 * t3 * t2P * k * t23P * t4P - 8 * t5 * t1P * t4 * t2P * k * t23P * t4P * t7 - 8 * t5 * t1P * t4 * t2P * k * t23P
* t4P * t6 + 6 * t6 * t22kP * t4 * k * (t2 * t2) * t4P + 8 * (t2 * t2) * t3 * t1 * t2P * t4P * t7 * t7 * t3P - 3 * t4P * t6 * t22kP
* (t1 * t1) * (t2 * t2) * (t3 * t3) + 3 * t6 * t22kP * (t1 * t1) * (t2 * t2) * t4P * t5 + 4 * t6 * t22kP * t4 * k * t5 * t1P + 4 * t6 * t22kP
* t4 * k * t7 * t3P + 2 * t6 * t22kP * (t4 * t4) * k * t5 * t1P + 2 * t6 * t22kP * (t4 * t4) * k * t7 * t3P + 16 * t6 * t22kP * t1 * (t3 * t3)
* k * t4P * t2 + 12 * t6 * t22kP * t1 * (t3 * t3) * k * t4P * (t2 * t2) + 24 * t5 * t1P * t1 * t3 * t2P * k * t2 * t4P - 12 * t7 * t3P * t6
* t22kP * t1 * t4 * (t2 * t2) + 16 * t5 * t1P * t23P * t6 * t2P * t4P * t3 + 3 * t4P * t7 * t6 * t22kP * (t2 * t2) - 8 * t4P * t1
* t6 * t2P * k * t23P * t5 * t1P * (t3 * t3) + 18 * t4P * t3 * t2P * k * t7 * t3P * (t2 * t2) + 8 * t5 * t1P * t1 * t6 * t2P * (t2 * t2)
* t4P * t3 + 16 * t5 * t1P * t1 * t6 * t2P * t23P * t4P * t3 - 2 * t5 * t1P * t4 * t2P * k * t4P * t7 + 6 * t4P * t7 * t6 * t22kP
* (t1 * t1) * (t2 * t2) * t3 + 4 * t4P * t4 * t6 * t2P * (t2 * t2) * t5 * t1P * (t3 * t3) - 3 * t6 * t22kP * t3 * (t2 * t2) * t7 * t3P * (t1
* t1) + 6 * t6 * t6 * t22kP * t3 * (t2 * t2) * t4P * (t1 * t1) - 12 * t4P * t7 * t2P * k * t5 * t1P * t2 * (t3 * t3) * t1 + 16 * t4P * t3
* t4 * t2P * k * t23P * t5 * t1P + 36 * t4P * t3 * t4 * t2P * k * (t2 * t2) * t5 * t1P + 18 * t4P * (t3 * t3) * t4 * t2P * k * (t2 * t2)
* t5 * t1P + 4 * t6 * t22kP * t3 * k * t4P * t4 + 8 * t4P * (t1 * t1) * t3 * t2P * k * t7 * t3P * t23P + 4 * t7 * t3P * t6 * t2P * k
* k * (t2 * t2) * t4P * t1 * t3 + 16 * t5 * t1P * t1 * t6 * t2P * t23P * t4P * t3 * t4 - 6 * t6 * t22kP * t4 * k * (t2 * t2) * t4P * t7
+ 4 * t4P * t5 * t3 * t4 * t2P * k * k * t7 * t3P * t1 + 4 * t6 * t22kP * t3 * k * t7 * t3P * t4 + 4 * t4P * t2P * (t2 * t2) * t5 * t3 * t7
* t3P + 3 * t6 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P + 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * t5 + 3 * t6 * t22kP * (t3 * t3)
* (t2 * t2) * t4P * t7 + 6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t7 * t4 + 6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t5 * t4 - 6 * t6 * t22kP
* t3 * (t2 * t2) * t5 * t1P * (t4 * t4) - 2 * t4P * t2P * k * k * t7 * t3P - 3 * t6 * t22kP * t23P * t4P * t4 + 2 * t5 * t1P * (t3 * t3)
* t6 * t2P * k * k * t4P * t1 * (t2 * t2) - 6 * t6 * t22kP * t4 * k * (t2 * t2) * t4P * t5 + 4 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P
* (t3 * t3) * t4 - 8 * t4P * t5 * t4 * t2P * k * t23P * t7 * t3P - 6 * t6 * t22kP * k * (t2 * t2) * t4P * t7 - 6 * t6 * t6 * t22kP * k * (t2
* t2) * t4P + 12 * t5 * t1P * t6 * t22kP * k * t1 * t3 * (t2 * t2) + 4 * t4P * t5 * t1 * t2P * k * k * t7 * t3P * t3 - 36 * t7 * t3P * t6
* t2P * k * (t2 * t2) * t4P * t1 - 24 * t7 * t3P * t6 * t2P * k * t2 * t4P * t1 * t3 - 8 * t4P * t5 * t5 * t2P * k * t1P * t23P - 6
* t4P * t6 * t22kP * (t2 * t2) * t3 + 2 * t5 * t1P * t6 * t2P * k * k * (t2 * t2) * t4P * t4 - 8 * t4P * (t3 * t3) * t4 * t6 * t2P * k * t23P
* t5 * t1P - 8 * t4P * t7 * t6 * t22kP * k * (t1 * t1) * (t3 * t3) * t4 * t2 + 8 * t5 * t1P * t1 * t3 * (t4 * t4) * t2P * k * t7 * t3P * t23P - 8
* t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * t7 * t23P - 8 * t7 * t7 * t3P * t2P * k * t23P * t4P * (t1 * t1) * t3 - t6 * t6 * t23kP
* (t2 * t2) - 12 * t5 * t1P * t6 * t22kP * t1 * (t2 * t2) * t3 * t4 - 16 * t4P * t1 * t6 * t2P * k * t23P * t5 * t1P * t3 - 8 * t4P * t1
* t6 * t2P * k * t23P * t5 * t1P * t4 - 4 * t4P * t5 * t5 * t2P * k * t1P * t3 * t4 - 12 * t5 * t1P * t6 * t22kP * t1 * t23P * t3
* t4 + 8 * t4P * t23P * t3 * t4 * t6 * t2P * t7 * t3P - 12 * t5 * t5 * t1P * t1 * t2P * k * t2 * t4P + 8 * t7 * t3P * t2P * k * t23P
* t4P * (t1 * t1) + 4 * t5 * t1P * t3 * t2P * k * k * t4P * t7 * t1 * (t2 * t2) - 12 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * t7
* t2 - 8 * t5 * t5 * t1P * t1 * (t3 * t3) * t2P * k * t23P * t4P - 16 * t6 * t22kP * t1 * t4 * k * t2 * t4P * t7 - 12 * t7 * t7 * t3P * t2P
* k * t2 * t4P * (t1 * t1) - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t4 + 16 * t4P * t7 * t3 * t2P * t23P * t5 * t1P + 8 * t4P
* t7 * t3 * t2P * (t2 * t2) * t5 * t1P + 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 * (t1 * t1) + 4 * t7 * t3P * t2P * k * k * t2 * t4P
* t5 * t3 * t4 + 4 * (t2 * t2) * t3 * (t1 * t1) * t2P * t4P * t7 * t7 * t3P + 16 * t23P * t3 * t1 * t2P * t4P * t7 * t7 * t3P + 36 * t4P
* t1 * t3 * t4 * t2P * k * (t2 * t2) * t7 * t3P + 8 * t7 * t3P * t6 * t22kP * k * (t4 * t4) * t2 * (t1 * t1) - 6 * t6 * t22kP * (t1 * t1) * k
* (t2 * t2) * t4P * t7 * t4 - 4 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) * t3 - 4 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) + 6
* t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t5 * t1P * (t4 * t4) + 24 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t4P + 16 * t5 * t5 * t1P
* t23P * t2P * t4P * t3 - 4 * t4P * t7 * t3 * t4 * t2P * k * t5 * t1P + 8 * t5 * t1P * t1 * t3 * t2P * k * t23P * t7 * t3P - 18
* t5 * t5 * t1P * t1 * (t3 * t3) * t2P * k * (t2 * t2) * t4P + 16 * t6 * t22kP * t3 * k * t2 * t4P - 8 * t6 * t6 * t22kP * (t3 * t3) * k * t2
* t4P - 16 * t5 * t5 * t1P * t1 * t3 * t2P * k * t23P * t4P + 8 * t6 * t22kP * (t3 * t3) * k * t2 * t4P - 16 * t6 * t6 * t22kP * t3
* k * t2 * t4P - 24 * t7 * t3P * t6 * t2P * k * t2 * t4P * t1 + 4 * t4P * t2P * t24P * t5 * t3 * t7 * t3P * (t1 * t1) + 3 * t4P * t7
* t6 * t22kP * (t3 * t3) * t4 * (t2 * t2) * (t1 * t1) + 8 * t5 * t1P * t1 * (t3 * t3) * t2P * k * t23P * t4P - 12 * t7 * t3P * t6 * t2P
* k * t2 * t4P * (t1 * t1) * t4 - 8 * t7 * t3P * t6 * t2P * k * t23P * t4P * (t1 * t1) + 4 * t4P * t24P * t3 * t4 * t6 * t2P * t7 * t3P
+ 12 * t7 * t3P * t2P * k * t2 * t4P * t4 + 6 * t6 * t22kP * t23P * t3 * t4P * t7 + 6 * t6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t4 - 3
* t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * t4 - 6 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * t1 * t4 - t42kP * t5 * t5 * t2P * k * k
* (t2 * t2) + 4 * t4P * t5 * t24P * t4 * t2P * t7 * t3P * (t1 * t1) + 8 * t4P * t5 * t23P * t4 * t2P * t7 * t3P * (t1 * t1) - 8 * t4P
* t5 * t6 * t22kP * k * (t1 * t1) * (t3 * t3) * t2 - 12 * t4P * t5 * t6 * t22kP * k * t1 * (t3 * t3) * (t2 * t2) - 6 * t4P * t5 * t6 * t22kP
* k * (t1 * t1) * (t3 * t3) * (t2 * t2) + 4 * t4P * t3 * t2P * k * t5 * t1P + 2 * t4P * t3 * t2P * k * t7 * t3P - 2 * t4P * t7 * t7 * t3 * t4
* t2P * k * t3P + 4 * t42kP * t7 * t1 * t2P * k * t5 * (t3 * t3) + t4P * t7 * (t3 * t3) * t22kP * k * k * t6 * t4 - 4 * (t2 * t2) * t3 * (t1
* t1) * t2P * t42kP * t7 * t7 - t7 * t3P * t6 * t22kP * k * k * t2 * (t1 * t1) * t3 * (t4 * t4) - 12 * t42kP * (t3 * t3) * t2P * k * t5
* t2 + 12 * t42kP * t1 * (t3 * t3) * t2P * k * t2 - 12 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * t5 * t2 + 16 * t42kP * t7 * t1 * t3 * t2P
* k * k * t2 - 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * (t3 * t3) * (t1 * t1) - 2 * t6 * t6 * t23kP * t4 * (t2 * t2) - 3 * t4P * t6 * t22kP * t23P - 2
* t6 * t6 * t23kP * t3 * (t2 * t2) + 2 * t6 * t6 * t23kP * k * t2 - t6 * t6 * t23kP * (t3 * t3) * (t2 * t2) + 3 * t6 * t6 * t22kP * t23P * t4P - t6
* t6 * t23kP * (t1 * t1) * (t2 * t2) - 2 * t6 * t6 * t22kP * k * t4P + 2 * t6 * t22kP * k * t4P - t6 * t6 * t23kP * (t4 * t4) * (t2 * t2)
+ 0.32e2 * t42kP * t1 * t6 * t2P * k * t23P * t5 * t3 - 8 * t42kP * (t3 * t3) * t2P * k * t7 * t23P - 8 * t42kP * t7 * t1 * t3 * t2P
* k * k * t5 - t5 * t5 * t12kP * t2P * k * k - 2 * t24P * t42kP * t2P * (t1 * t1) + 4 * t24P * t42kP * t2P * t6 + 16 * t42kP * t5
* t3 * t2P * k * k * t2 * t1 + 2 * t42kP * (t1 * t1) * t6 * t2P * k * k * (t2 * t2) + 0.48e2 * t42kP * t1 * t6 * t2P * k * t2 * t7 * t3 + 2 * t4P
* t3 * t6 * t6 * t22kP * k * k - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * t4 + 12 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * t2 * t3 + 4 * t42kP
* t7 * t1 * t2P * k * k * (t2 * t2) + 18 * t42kP * t6 * t2P * k * (t2 * t2) * t5 * (t3 * t3) + 2 * t4P * t7 * (t1 * t1) * t3 * t22kP * k * k * t6 - 4
* t42kP * t5 * t2P * k * k * t2 * t7 + 2 * t4P * t3 * t4 * t6 * t6 * t22kP * k * k * (t1 * t1) * t2 - 2 * t42kP * t5 * t2P * k * k * (t2 * t2)
* t7 - 8 * t42kP * t2P * t23P * t5 * t6 * (t1 * t1) - 36 * t42kP * t1 * t2P * k * (t2 * t2) * t7 * (t3 * t3) - 18 * t42kP * t5 * (t1 * t1)
* t2P * k * (t2 * t2) + 0.72e2 * t42kP * t1 * t6 * t2P * k * (t2 * t2) * t5 * t3 - 2 * t4P * t3 * t4 * t6 * t22kP * k * k * (t1 * t1) + 2 * t4P
* t5 * t22kP * k * k * t2 * t6 * t1 - 4 * t42kP * t2P * t24P * t5 * (t3 * t3) * t6 * (t1 * t1) - 8 * t42kP * t2P * t23P * t5 * t7 * (t1
* t1) + 12 * t42kP * t5 * t2P * k * t7 * t2 - 2 * t42kP * (t3 * t3) * t6 * t2P * k * k * t7 - 4 * (t2 * t2) * t7 * t7 * t32kP * t2P * t1 * (t4
* t4) + 6 * t42kP * t7 * t7 * t2P * k * t2 - 24 * t42kP * t3 * t2P * k * t7 * t2 + 2 * t42kP * t5 * t2P * k * t7 * (t3 * t3) - 4 * t23P
* t42kP * t2P * (t1 * t1) - t42kP * t6 * t6 * t2P * k * k + 4 * t6 * t6 * t23kP * (t1 * t1) * t3 * k * t4 - 4 * t7 * t7 * t32kP * t2P
* k * k * t2 * (t1 * t1) * t4 + t42kP * t5 * t5 * t2P * k - t42kP * t7 * t7 * (t1 * t1) * t2P * k * k - t5 * t1P * t22kP * k * k * t6 - 8 * t23P
* t3 * t42kP * t7 * t7 * t2P - t5 * t5 * t12kP * (t3 * t3) * t2P * k * k + 2 * t4P * t1 * t6 * t6 * t22kP * k * k * t4 * t2 - t7 * t3P * t6
* t22kP * k * k * t2 * t3 - 8 * (t2 * t2) * t1 * t6 * t6 * t2P * t42kP * t3 - 8 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * t5 * t23P + 4
* t42kP * t3 * t6 * t2P * k * k + t42kP * t7 * t7 * (t1 * t1) * t2P * k * (t3 * t3) - 16 * t23P * t3 * t42kP * t7 * t2P * t6 - 2 * t42kP
* t7 * t7 * (t1 * t1) * t3 * t2P * k * k * (t2 * t2) + 18 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) * t7 - 2 * t42kP * t7 * t7 * t1 * t2P
* k * k * (t2 * t2) + 16 * (t2 * t2) * t3 * t42kP * t2P * t7 * t1 - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t6 + 8 * t42kP * t6 * t2P
* k * t23P * t5 * (t3 * t3) + 12 * t42kP * t1 * t6 * t6 * t2P * k * t2 * (t3 * t3) - 4 * t5 * t1P * t3 * t4 * t6 * t22kP * k * k * t2 - 2 * t42kP
* t2P * t24P * t5 * t5 * (t1 * t1) - 4 * t5 * t5 * t12kP * t24P * t2P * (t3 * t3) * t4 + 2 * t4P * t7 * t3 * t22kP * k * k * t6 * t4 + 4
* (t2 * t2) * (t3 * t3) * t42kP * t2P * t7 * (t1 * t1) + 8 * t42kP * (t1 * t1) * t3 * t2P * k * t23P + 24 * t42kP * t1 * t6 * t2P
* k * t2 * t7 - 4 * t42kP * t2P * t24P * t5 * t5 * t1 - 16 * t42kP * t2P * t23P * t5 * (t3 * t3) * t6 * t1 - t42kP * (t3 * t3) * t6
* t6 * t2P * k * k + 8 * t24P * (t3 * t3) * t42kP * t2P * t7 * t1 - 2 * t24P * (t1 * t1) * t6 * t6 * t2P * t42kP * (t3 * t3) + 6 * t42kP
* (t1 * t1) * (t3 * t3) * t2P * k * t2 - t42kP * (t1 * t1) * t6 * t6 * t2P * k * k * (t3 * t3) * (t2 * t2) + 0.9e1 * t5 * t5 * t12kP * (t3 * t3)
* t2P * k * (t2 * t2) * (t4 * t4) - 8 * t42kP * t6 * t2P * k * t23P * (t3 * t3) - 24 * t42kP * t1 * t6 * t2P * k * t2 * (t3 * t3) - 4 * t42kP
* t1 * t6 * t6 * t2P * k * k * (t3 * t3) * t2 + 4 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2) - t7 * t3P * t6 * t22kP * k * k * t2 * t3 * (t4 * t4) - 2
* t4P * t3 * t22kP * k * k * t6 * t2 + 0.9e1 * t42kP * t6 * t6 * t2P * k * (t2 * t2) - 4 * t42kP * t2P * (t2 * t2) * t5 * t6 * (t1 * t1)
+ 4 * t42kP * t7 * t1 * t2P * k * t6 * (t3 * t3) + 4 * t4P * t7 * t1 * t3 * t4 * t22kP * k * k * t6 - 4 * t42kP * (t1 * t1) * t6 * t6 * t2P
* k * k * t2 * t3 - 2 * t7 * t7 * t32kP * t2P * k * k * (t2 * t2) * (t1 * t1) * t4 + 4 * t24P * (t3 * t3) * t42kP * t2P * t6 + 4 * t42kP * t7
* t1 * t2P * k * t5 - 0.32e2 * t42kP * t1 * t2P * k * t23P * t7 * t3 - 8 * t42kP * t2P * t23P * t5 * t5 * t1 - 8 * t42kP * (t3 * t3)
* t2P * k * t5 * t23P - t42kP * t7 * t7 * (t3 * t3) * t2P * k * k + t4P * t5 * (t1 * t1) * t22kP * k * k * t6 * t4 + 0.72e2 * t42kP
* t7 * t2P * k * t5 * t1 * (t2 * t2) * t3 - 8 * t42kP * (t1 * t1) * t2P * k * t23P * t7 * (t3 * t3) + 36 * t42kP * t7 * t2P * k * t5 * t1
* (t2 * t2) + t4P * t5 * (t1 * t1) * t22kP * k * k * t6 * (t3 * t3) - 16 * t23P * t1 * t2P * t42kP * t7 * t6 - 4 * t42kP * t2P * (t2
* t2) * t5 * t7 * (t1 * t1) - 2 * t42kP * t7 * (t1 * t1) * t2P * k + 8 * t6 * t6 * t23kP * t1 * t3 * k * t4 + t4P * t5 * (t3 * t3) * t4 * t22kP
* k * k * t6 * (t1 * t1) - 4 * t42kP * t3 * t6 * t2P * k * k * t7 * (t2 * t2) - 16 * t42kP * t2P * t23P * t5 * t3 * t6 * (t1 * t1) - 4 * (t2 * t2)
* (t3 * t3) * t42kP * t2P * t1 - 4 * t42kP * t3 * t2P * k * k * t2 - 2 * t42kP * t5 * t5 * t2P * k * k * (t2 * t2) * t1 - 2 * t7 * t3P * t6
* t22kP * k * k * t2 * t1 * t3 * (t4 * t4) + 8 * t42kP * (t1 * t1) * t6 * t2P * k * t23P * t5 * (t3 * t3) - t7 * t7 * t32kP * (t1 * t1) * t2P
* k * k - 8 * t42kP * t7 * t7 * t1 * t3 * t2P * k * k * t2 - t5 * t1P * t22kP * k * k * t6 * t2 - 2 * t42kP * t2P * k * t6 * (t1 * t1) - 4 * (t2
* t2) * t7 * t7 * t32kP * t2P * t1 - 4 * t5 * t1P * t3 * t4 * t6 * t22kP * k * k * t1 + 8 * t42kP * t1 * t6 * t6 * t2P * k * t23P * (t3
* t3) - 2 * t42kP * t7 * t7 * (t1 * t1) * t3 * t2P * k * k - 8 * t42kP * t2P * (t2 * t2) * t5 * t6 * t1 - 2 * t7 * t7 * t32kP * t2P * k * k
* (t2 * t2) * t4 - 4 * t42kP * (t1 * t1) * t3 * t2P * k * t5 + 2 * t4P * t3 * t4 * t6 * t6 * t22kP * k * k - 8 * t42kP * t2P * t23P * t5
* t5 * t3 * (t1 * t1) + 2 * t42kP * t7 * (t1 * t1) * t2P * k * t6 + 2 * t4P * t7 * t4 * t22kP * k * k * t2 * t6 * t3 - 4 * t42kP * t5 * t5 * t3
* t2P * k * k * t2 * (t1 * t1) + t6 * t6 * t23kP * (t1 * t1) * (t4 * t4) * k + 8 * t23P * (t3 * t3) * t42kP * t2P * t7 * (t1 * t1) + 4 * t42kP
* t5 * t2P * k * t6 * t1 + 4 * t42kP * t5 * (t1 * t1) * t2P * k * k * t3 - 2 * t42kP * t5 * t5 * t3 * t2P * k * k * (t2 * t2) - 4 * t5 * t5 * t12kP
* t3 * t4 * t2P * k * k * (t2 * t2) + 24 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t7 * t3 - 4 * t42kP * t3 * t2P * k * t6 - t5 * t5 * t12kP
* (t3 * t3) * (t4 * t4) * t2P * k * k * (t2 * t2) - 8 * t42kP * t2P * k * t23P * t7 + 12 * t42kP * t6 * t2P * k * t2 * t5 + 2 * t7 * t7 * t32kP
* t4 * t2P * k + 12 * t42kP * t7 * t7 * t2P * k * t2 * t3 - t42kP * t6 * t6 * t2P * k * k * (t2 * t2) + 12 * t42kP * t5 * t2P * k * t7 * t2
* (t3 * t3) + 0.9e1 * t42kP * (t1 * t1) * t2P * k * (t2 * t2) - 18 * t42kP * (t1 * t1) * t2P * k * (t2 * t2) * t7 * (t3 * t3) + 2 * t4P
* t7 * t3 * t22kP * k * k * t6 - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * (t1 * t1) * t4 - 8 * (t2 * t2) * t3 * t42kP * t7 * t2P * t6 - 8 * t42kP
* t2P * t24P * t5 * t3 * t7 - 4 * (t2 * t2) * (t3 * t3) * t1 * t2P * t42kP * t7 * t7 - t5 * t1P * (t3 * t3) * (t4 * t4) * t6 * t22kP * k
* k * t2 - 2 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t6 - 16 * t42kP * (t1 * t1) * t3 * t2P * k * t5 * t23P - 4 * t24P * (t3
* t3) * t1 * t2P * t42kP * t7 * t7 - t5 * t1P * t1 * t22kP * k * k * t6 + 4 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * t23P * (t3 * t3)
+ 16 * t42kP * t5 * t5 * t1 * t2P * k * t23P * t3 - 18 * t42kP * t6 * t2P * k * (t2 * t2) * (t3 * t3) - t4P * t4 * t22kP * k * k * t2
* t6 + 8 * t7 * t7 * t32kP * t2P * k * t23P * t4 + 8 * t42kP * t1 * (t3 * t3) * t2P * k * t23P + 12 * t7 * t7 * t32kP * t2P * k * t2
* t4 + 2 * t4P * t5 * t3 * t22kP * k * k * t2 * t6 * (t1 * t1) + t42kP * t2P * k * (t1 * t1) - 2 * t7 * t7 * t32kP * t2P * k * k * t2 * (t4
* t4) - t42kP * t5 * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) + 2 * t42kP * (t3 * t3) * t6 * t2P * k * k * (t2 * t2) - 8 * (t2 * t2) * t1 * t6 * t2P
* t42kP * t7 + 2 * t5 * t5 * t12kP * t4 * t2P * k - 4 * t42kP * t5 * t5 * t3 * t2P * k * k * (t2 * t2) * t1 - 8 * t5 * t1P * t23P * t2P
* t7 * t3P - 16 * t5 * t1P * t23P * t2P * t4P * t3 - 8 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 - 16 * t5 * t1P * t1 * t2P
* t23P * t4P * t3 - 4 * t5 * t1P * t3 * t4 * t2P * k * k * t7 * t3P - 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P - 4 * t4P * t4
* t2P * (t2 * t2) * t5 * t1P * (t3 * t3) + 18 * t7 * t3P * t3 * (t4 * t4) * t2P * k * t5 * t1P * (t2 * t2) - 4 * t7 * t3P * t2P * k * k
* (t2 * t2) * t4P * t1 * t3 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 * t4 - 16 * t5 * t1P * t1 * t2P * t23P * t4P * t3
* t4 + 8 * t5 * t1P * t1 * t2P * t23P * t4P * t7 * t4 - 8 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t1 * t2 - 2 * t5 * t1P * (t3 * t3)
* t4 * t2P * k * k * t4P * t1 - 4 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t2 - 4 * t5 * t1P * t3 * t4 * t2P * k * k * t7 * t3P * t1 - 2
* t5 * t1P * t3 * (t4 * t4) * t2P * k * k * t7 * t3P + 8 * t5 * t1P * (t4 * t4) * t2P * k * t23P * t7 * t3P + 6 * t6 * t22kP * t3 * (t2
* t2) * t4P * t7 * (t1 * t1) * t4 + 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * t7 * (t1 * t1) + 12 * t6 * t22kP * t3 * (t2 * t2) * t4P
* t7 * t1 + 12 * t6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t1 - 6 * t7 * t3P * t6 * t22kP * (t4 * t4) * (t2 * t2) * t1 - 6 * t7 * t3P * t6 * t22kP
* (t4 * t4) * t23P * t1 + 8 * t5 * t5 * t1P * t24P * t2P * t4P * t3 * t4 - 4 * t5 * t1P * t24P * t2P * t4P + 4 * t5 * t1P * t24P
* t2P * t4P * t7 + 4 * t5 * t5 * t1P * t24P * t2P * t4P - 4 * t5 * t1P * t1 * t2P * t24P * t7 * t3P * (t4 * t4) + 2 * t4P
* t5 * (t1 * t1) * t2P * k * k * t7 * t3P * t3 - 8 * t5 * t1P * t1 * t2P * t24P * t4P * t3 * t4 + 4 * t5 * t5 * t1P * (t3 * t3) * t2P
* k * k * t4P * t1 * t2 + 8 * t5 * t5 * t1P * t3 * t2P * k * k * t4P * t1 * t2 + 4 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t7 * t1 * t2 + 12
* t5 * t1P * t1 * t3 * (t4 * t4) * t2P * k * t7 * t3P * t2 + 2 * t5 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t1 * (t2 * t2) + 6 * t6 * t22kP
* t1 * (t3 * t3) * (t2 * t2) * t4P * t5 + 6 * t6 * t22kP * (t1 * t1) * t3 * (t2 * t2) * t4P * t5 + 8 * t7 * t3P * t6 * t2P * k * k * t2 * t4P
* t1 + 2 * t7 * t7 * t3P * t3 * t2P * k * k * t4P + 2 * t7 * t3P * t3 * t2P * k * k * t4P * t6 - 6 * t6 * t22kP * t23P * (t3 * t3) * t5
* t1P * t4 - 18 * t4P * t6 * t2P * k * (t2 * t2) * t7 * t3P + 2 * t7 * t7 * t3P * t3 * t4 * t2P * k * k * t4P + 8 * t4P * t6 * t22kP
* k * t2 + 2 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t7 + 2 * t4P * t1 * (t3 * t3) * t2P * k * t5 * t1P + 4 * t5 * t5 * t1P * t3 * t2P
* k * k * t4P * t1 - 36 * t7 * t3P * t6 * t2P * k * (t2 * t2) * t4P * t1 * t3 + 2 * t6 * t22kP * (t3 * t3) * k * t5 * t1P * (t4 * t4) - 24 * t4P
* t5 * t1 * t2P * k * t2 * t7 * t3P - 12 * t4P * t5 * (t1 * t1) * t2P * k * t2 * t7 * t3P - 2 * t5 * t1P * t2P * k * k * t4P * (t2 * t2) - 8
* t4P * t6 * t2P * k * t23P * t7 * t3P * t4 - 18 * t4P * t6 * t2P * k * (t2 * t2) * t5 * t1P - 12 * t4P * t6 * t2P * k * t2 * t7 * t3P
+ 8 * t5 * t5 * t1P * t3 * t2P * k * k * t4P * t2 + 8 * t4P * t3 * t4 * t2P * k * t23P * t7 * t3P + 6 * t6 * t22kP * t23P * (t3 * t3)
* t4P * t7 * t1 + 6 * t6 * t6 * t22kP * t23P * (t3 * t3) * t4P * t1 - 6 * t7 * t3P * t6 * t22kP * (t1 * t1) * t4 * t23P + 6 * t6 * t22kP
* k * (t2 * t2) * t7 * t3P * t3 + 4 * t4P * t1 * t6 * t2P * k * k * t7 * t3P - 24 * t6 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t4P * t4 + 8 * t24P
* t3 * t1 * t2P * t4P * t7 * t7 * t3P - 8 * (t2 * t2) * t7 * t3P * t2P * t4P * t1 - 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P
* t5 * t4 + 24 * t7 * t3P * t2P * k * t2 * t4P * t1 + 36 * t5 * t1P * t1 * t3 * t2P * k * (t2 * t2) * t4P - 2 * t7 * t3P * t1 * t2P * k
* k * t5 * t1P - 36 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * t1 * (t2 * t2) - 16 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * t1 * t23P
+ 6 * t6 * t22kP * t1 * t23P * t4P * t7 + 6 * t6 * t6 * t22kP * t1 * t23P * t4P - 18 * t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P
+ 4 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * (t1 * t1) - 6 * t6 * t6 * t22kP * (t1 * t1) * k * (t2 * t2) * t4P * t4 + 4 * t7 * t3P * t6 * t2P
* k * k * t2 * t4P * (t1 * t1) * t3 + 4 * t7 * t3P * t6 * t2P * k * k * t2 * t4P * (t1 * t1) + 3 * t4P * t5 * t6 * t22kP * (t3 * t3) * t4 * t23P - 12
* t6 * t22kP * t3 * k * (t2 * t2) * t4P * t5 * t4 + 6 * t6 * t22kP * (t3 * t3) * k * (t2 * t2) * t4P * t4 + 8 * t5 * t5 * t1P * t3 * t4 * t2P
* k * k * t4P * t2 + 2 * t5 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P + 4 * t5 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t1 + 2 * t5 * t1P
* (t3 * t3) * t4 * t2P * k * k * t4P * t7 + 4 * t4P * t7 * (t3 * t3) * t2P * t24P * t5 * t1P + 8 * t4P * t7 * t3 * t2P * t24P * t5
* t1P * t4 - 24 * t5 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t2 - 2 * t5 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P + 2 * t4P
* (t3 * t3) * t2P * k * t5 * t1P + 4 * t4P * t3 * t2P * k * t5 * t1P * t4 + 12 * t4P * t3 * t2P * k * t7 * t3P * t2 + 2 * t4P * t3 * t2P
* k * t7 * t3P * t4 - 18 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * (t1 * t1) * (t2 * t2) - 8 * t7 * t7 * t3P * t2P * k * t23P * t4P
* t3 - 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t5 * t1P * (t4 * t4) - 6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t4 - 4 * (t2 * t2) * t7 * t3P
* t2P * t4P - 6 * t6 * t6 * t22kP * (t3 * t3) * k * (t2 * t2) * t4P * t4 - 8 * t5 * t5 * t1P * (t3 * t3) * t2P * k * t23P * t4P - 16
* t6 * t22kP * (t3 * t3) * k * t2 * t4P * t7 * t1 - 6 * t6 * t22kP * t23P * t5 * t1P * t4 - 6 * t6 * t22kP * t23P * t7 * t3P * t4 - 8
* t4P * t5 * t2P * k * t7 * t3P * t23P - 4 * t4P * t5 * t5 * t2P * k * t1P * t3 * t1 - 8 * t5 * t1P * t3 * t2P * k * k * t4P * t1
* t2 + 2 * t4P * t5 * t3 * t4 * t2P * k * k * t7 * t3P * (t1 * t1) + 8 * t7 * t3P * t6 * t22kP * k * (t1 * t1) * t3 * (t4 * t4) * t2 - 16 * t4P
* t7 * t6 * t22kP * k * t3 * t4 * t2 - 8 * t4P * t7 * t6 * t22kP * k * (t3 * t3) * t4 * t2 + 8 * t6 * t22kP * (t1 * t1) * t4 * k * t2 * t4P + 18
* t5 * t1P * t1 * t4 * t2P * k * (t2 * t2) * t4P - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P * t6 - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P
* t5 - 4 * t7 * t7 * t3P * t1 * t4 * t2P * k * t4P + 8 * t4P * t2P * t23P * t5 * t3 * t7 * t3P - 8 * t4P * (t1 * t1) * t4 * t2P * t23P
* t7 * t3P + 4 * t5 * t1P * t1 * t2P * t24P * t4P * t7 + 4 * t5 * t5 * t1P * t1 * t2P * t24P * t4P + 16 * t5 * t5 * t1P * t1 * t2P
* t23P * t4P * t3 - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P - 3 * t6 * t22kP * t23P * (t3 * t3) * t4P - 24 * t7 * t3P * t3
* t4 * t6 * t2P * k * t4P * t1 * t2 - 8 * t5 * t1P * (t3 * t3) * t2P * k * t23P * t4P * t6 - 2 * t5 * t1P * t2P * k * k * t4P + 8 * t5
* t1P * t23P * t6 * t2P * t4P + 4 * t5 * t1P * t24P * t6 * t2P * t4P * (t3 * t3) + 18 * t7 * t3P * t1 * (t4 * t4) * t2P * k
* t5 * t1P * (t2 * t2) - 4 * t7 * t3P * t1 * t2P * k * k * t5 * t1P * t4 - 8 * t4P * t7 * t2P * k * t5 * t1P * t23P * (t3 * t3) * t4 - 18
* t4P * t7 * t2P * k * t5 * t1P * (t3 * t3) * t4 * (t2 * t2) + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * (t1 * t1) - 8 * t6 * t6 * t22kP
* k * t2 * t4P * (t1 * t1) + 8 * t6 * t22kP * k * t2 * t7 * t3P * (t1 * t1) + 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t7 * t3P + 2 * t5 * t1P
* t1 * (t3 * t3) * t4 * t2P * k * t4P + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * (t1 * t1) + 16 * t6 * t22kP * (t1 * t1) * t3 * k * t4P
* t2 + 8 * t6 * t22kP * t1 * (t3 * t3) * (t4 * t4) * k * t2 * t5 * t1P - 4 * t7 * t3P * t4 * t2P * k * k * t5 * t1P - 2 * t7 * t3P * (t4 * t4)
* t2P * k * k * t5 * t1P + 6 * t6 * t22kP * (t1 * t1) * k * (t2 * t2) * t7 * t3P * (t4 * t4) + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t6
* t3 + 4 * t6 * t6 * t23kP * k * (t1 * t1) * t2 * t3 + 8 * t6 * t6 * t23kP * k * (t1 * t1) * t2 * t3 * t4 - 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P
* (t2 * t2) - 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P + 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t7 * t1 * (t2 * t2) + 2 * t5 * t5 * t1P
* (t3 * t3) * t4 * t2P * k * k * t4P * (t2 * t2) + 8 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * t1 + 2 * t4P * t7 * t1 * t4 * t2P * k * k * (t2
* t2) * t5 * t1P + 4 * t4P * t7 * t1 * t4 * t2P * k * k * t2 * t5 * t1P + 6 * t6 * t22kP * (t3 * t3) * t4 * (t2 * t2) * t4P * t5 * t1 + 8 * t6
* t22kP * (t3 * t3) * k * t4P * t2 * t4 - 18 * t5 * t1P * (t3 * t3) * t2P * k * (t2 * t2) * t4P * t7 - 6 * t6 * t22kP * t3 * (t4 * t4) * (t2
* t2) * t5 * t1P * t1 + 8 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t7 * t1 * t2 - 8 * t7 * t3P * t23P * t3 * t2P * t4P * (t1 * t1) * t4 - 12
* t6 * t22kP * t23P * t3 * t5 * t1P * t4 + 4 * t7 * t3P * t2P * k * k * t2 * t4P * t5 + 4 * t4P * t7 * (t3 * t3) * t2P * t24P * t5
* t1P * t4 - 36 * t4P * t7 * t2P * k * t5 * t1P * t3 * t4 * (t2 * t2) - 16 * t4P * t7 * t2P * k * t5 * t1P * t23P * t3 * t4 - 4 * t7 * t3P
* t3 * t2P * (t2 * t2) * t5 * t1P * (t4 * t4) - 3 * t6 * t22kP * t23P * (t3 * t3) * t5 * t1P + 8 * (t2 * t2) * t7 * t3P * t2P * t4P
* t5 * t1 + 16 * t7 * t3P * t2P * k * t23P * t4P * t1 - 18 * t7 * t3P * t6 * t2P * k * (t2 * t2) * t4P * (t1 * t1) * t4 + 2 * t6 * t6 * t23kP
* k * (t1 * t1) * (t4 * t4) * t2 - 4 * t6 * t22kP * t1 * k * t4P * t7 - 4 * t6 * t6 * t22kP * t1 * k * t4P - 4 * t6 * t22kP * t1 * k * t4P * t5 - 8
* t5 * t1P * t23P * t2P * t4P - 8 * t5 * t1P * t23P * t2P * t7 * t3P * t3 - 4 * t5 * t1P * t24P * t2P * t4P * (t3 * t3) - 2
* t4P * (t1 * t1) * t2P * k * k * t7 * t3P * t4 - 8 * t7 * t7 * t3P * t2P * k * t23P * t4P * (t1 * t1) - 36 * t7 * t3P * t6 * t2P
* k * (t2 * t2) * t4P * t1 * t4 - 3 * t7 * t3P * t6 * t22kP * (t2 * t2) + 4 * t7 * t3P * t6 * t2P * k * k * t2 * t4P + 4 * t7 * t3P * t6 * t2P
* k * k * t2 * t4P * (t1 * t1) * t4 - 12 * t4P * t5 * (t1 * t1) * t2P * k * t2 * t7 * t3P * t3 - 16 * t5 * t1P * t3 * t2P * k * t23P * t4P
* t7 + 24 * t7 * t3P * t1 * t4 * t2P * k * t5 * t1P * t2 + 4 * t7 * t3P * t1 * t4 * t2P * k * t5 * t1P + 8 * t6 * t22kP * t4 * k * t2 * t4P - 6
* t6 * t22kP * t23P * (t3 * t3) * t4P * t1 + 24 * t5 * t1P * t4 * t2P * k * t2 * t7 * t3P - 18 * t5 * t1P * t4 * t2P * k * (t2 * t2)
* t4P * t6 - 16 * t5 * t1P * t3 * t2P * k * t23P * t4P * t6 - 16 * t5 * t5 * t1P * t3 * t2P * k * t23P * t4P - 16 * t4P * t5 * t4
* t2P * k * t23P * t7 * t3P * t1 + 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P * t4 - 2 * t6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k
* t4P * t4 + 8 * t6 * t22kP * t1 * t3 * k * t4P * t4 - 12 * t5 * t1P * t4 * t2P * k * t2 * t4P * t7 - 24 * t4P * t5 * t4 * t2P * k * t2
* t7 * t3P * t1 - 6 * t6 * t22kP * t23P * t3 * t7 * t3P * t1 + 12 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t2 + 2 * t7 * t3P * (t1
* t1) * t4 * t2P * k * t4P * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 * (t4 * t4) + 2 * t7 * t7 * t3P * t2P * k * k * (t2
* t2) * t4P * t3 * t4 + 6 * t6 * t6 * t22kP * t23P * t3 * t4P * (t1 * t1) * t4 + 8 * t5 * t5 * t1P * t23P * t2P * t4P * t4 - 16 * t5
* t1P * t23P * t2P * t4P * t3 * t4 - 8 * t5 * t1P * t23P * t2P * t7 * t3P * (t4 * t4) - 4 * t5 * t1P * t24P * t2P * t4P
* t4 + 3 * t6 * t22kP * (t3 * t3) * t4 * (t2 * t2) * t4P * t5 * (t1 * t1) + 2 * t7 * t3P * t1 * (t4 * t4) * t2P * k * t5 * t1P - 24 * t4P
* t5 * t5 * t4 * t2P * k * t1P * t2 * t3 + 4 * t4P * t7 * (t3 * t3) * t2P * (t2 * t2) * t5 * t1P * t4 * t1 + 8 * t4P * t7 * (t3 * t3) * t2P
* t23P * t5 * t1P * t4 * t1 - 12 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * (t1 * t1) * t2 + 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P
* t5 * t1 * t3 * t4 + 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 * t1 * t4 + 16 * t5 * t1P * t1 * t3 * t4 * t2P * k * t7 * t3P * t23P - 16
* t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t7 * t23P - 16 * t5 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t23P - 8 * t5 * t1P * t24P
* t2P * t7 * t3P * t4 - 6 * t6 * t22kP * t23P * t3 * t7 * t3P * t4 - 0.32e2 * t4P * t5 * t6 * t22kP * k * t1 * t3 * t4 * t2 - 16 * t4P
* t5 * t6 * t22kP * k * t1 * (t3 * t3) * t4 * t2 - 8 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * (t3 * t3) * t4 * t2 + 2 * t7 * t3P * t2P * k * k
* (t2 * t2) * t4P * t5 * t3 + 8 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * t1 * t3 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * t4 - 8 * t7
* t3P * t24P * t3 * t2P * t4P * t1 * t4 + 4 * t7 * t3P * t1 * t4 * t2P * k * t4P * t3 + 16 * t7 * t3P * t3 * t4 * t2P * t23P * t4P
* t5 * t1 - 3 * t6 * t22kP * (t1 * t1) * t23P * t7 * t3P - 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t1 * (t2 * t2) - 18 * t4P
* t5 * t5 * t4 * t2P * k * t1P * (t3 * t3) * (t2 * t2) - 2 * t7 * t3P * t1 * t2P * k * k * t5 * t1P * (t4 * t4) - 16 * t7 * t7 * t3P * t2P
* k * t23P * t4P * t1 * t3 - 18 * t5 * t5 * t1P * (t3 * t3) * t2P * k * (t2 * t2) * t4P + 8 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P
* t4 * t1 + 0.32e2 * t6 * t22kP * t3 * k * t5 * t1P * t2 * t4 - 4 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t1 * t2 - 2 * t5 * t1P * t3
* (t4 * t4) * t2P * k * k * t7 * t3P * t1 - 4 * t5 * t1P * t24P * t2P * t7 * t3P * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P
+ 8 * t5 * t5 * t1P * t23P * t2P * t4P * (t3 * t3) * t4 - 8 * t5 * t1P * t23P * t2P * t7 * t3P * (t4 * t4) * t3 - 4 * t7 * t3P * t2P
* k * k * t2 * t5 * t1P - 4 * t7 * t3P * t2P * k * k * t2 * t4P * t3 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 - 4 * t7 * t3P * (t4
* t4) * t2P * (t2 * t2) * t5 * t1P + 12 * t6 * t22kP * (t1 * t1) * t3 * k * (t2 * t2) * t4P * t4 - 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P
* t7 - 4 * t5 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P + 16 * t7 * t3P * t3 * t4 * t2P * k * t5 * t1P * t23P - 8 * t4P * t5 * t6 * t22kP
* k * (t1 * t1) * t4 * t2 - 16 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * t4 * t2 * t3 + 4 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t7 * t2 - 2
* t6 * t6 * t23kP * (t3 * t3) * t4 * (t2 * t2) - 4 * t6 * t6 * t23kP * (t3 * t3) * t4 * (t2 * t2) * t1 + 2 * t5 * t1P * t1 * t2P * k * k * t4P
* t7 * t4 + 2 * t4P * t5 * t5 * t2P * k * k * (t2 * t2) * t1P + 6 * t6 * t22kP * t23P * t3 * t4P * t7 * (t1 * t1) * t4 - t6 * t6 * t23kP
* (t3 * t3) * (t4 * t4) * (t2 * t2) - 2 * t6 * t6 * t23kP * (t3 * t3) * (t4 * t4) * (t2 * t2) * t1 + 8 * t5 * t1P * (t3 * t3) * t2P * k * t23P
* t4P - 12 * t4P * t6 * t2P * k * t2 * t7 * t3P * t3 + 3 * t4P * t7 * t6 * t22kP * t4 * (t2 * t2) - 2 * t6 * t6 * t22kP * (t3 * t3) * k
* t4P + 4 * t6 * t22kP * (t3 * t3) * k * t5 * t1P * t4 + 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * t7 * (t1 * t1) + 8 * t5 * t1P * t1
* t6 * t2P * t23P * t4P - 2 * t4P * t5 * t5 * t2P * k * t1P * t4 * t1 - 4 * t4P * t5 * t2P * k * t7 * t3P * t1 * t3 + 4 * t7 * t3P
* t3 * t4 * t2P * t24P * t4P * t5 - 4 * t7 * t3P * t6 * t22kP * k * k * t2 * t1 * t3 * t4 + 12 * t5 * t5 * t12kP * t3 * t2P * k * t2 - 4 * t6
* t6 * t22kP * t1 * t4 * k * t4P + 36 * t7 * t3P * t1 * t4 * t2P * k * t5 * t1P * (t2 * t2) - 6 * t7 * t3P * t6 * t22kP * (t2 * t2) * t4 - 2
* t5 * t1P * t3 * t2P * k * k * t7 * t3P * t1 + 12 * t5 * t1P * t1 * t3 * t2P * k * t2 * t7 * t3P - 12 * t4P * t5 * t5 * t4 * t2P * k * t2
* t1P + 2 * t4P * (t1 * t1) * t6 * t2P * k * k * t7 * t3P * t4 + 3 * t4P * t5 * t6 * t22kP * t23P + 4 * t5 * t1P * t3 * t2P * k * k
* t4P * t7 * t1 + 8 * t7 * t3P * t6 * t2P * k * k * t2 * t4P * t1 * t3 + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t3 + 2 * t7 * t3P
* t6 * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t4 - 3 * t5 * t1P * t6 * t22kP * t1 * (t2 * t2) * (t4 * t4) + 6 * t4P * t5 * t6 * t22kP
* t23P * t1 - 6 * t4P * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) * t3 - 8 * t5 * t1P * t3 * t2P * k * k * t4P * t2 - 4 * t5 * t1P * t3 * t2P
* k * k * t4P * t1 + 3 * t4P * t5 * t6 * t22kP * (t2 * t2) - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t5 * t3 - 4 * t6 * t22kP * (t1
* t1) * t3 * k * t4P * t7 * t4 - 4 * t6 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t4 - 4 * t6 * t22kP * t1 * (t3 * t3) * k * t4P * t5 * t4 - 4 * t6
* t6 * t22kP * t1 * (t3 * t3) * k * t4P * t4 - 4 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t5 * t4 - 8 * t4P * t5 * t5 * t4 * t2P * k * t23P
* t1P * t1 - 8 * t4P * t5 * (t1 * t1) * t2P * k * t23P * t7 * t3P + 8 * t5 * t1P * t3 * t2P * k * k * t4P * t7 * t2 - 4 * t42kP * t6
* t2P * k * k * t7 * t2 + 8 * t4P * (t1 * t1) * t4 * t6 * t2P * t23P * t7 * t3P + 4 * t4P * t1 * t3 * t2P * k * t5 * t1P + 4 * t4P * t1
* t3 * t2P * k * t7 * t3P + 12 * t5 * t1P * t1 * (t3 * t3) * t2P * k * t2 * t4P + 8 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * t1 * t3
+ 4 * t4P * t2P * (t2 * t2) * t5 * t3 * t7 * t3P * (t1 * t1) - 6 * t5 * t1P * t6 * t22kP * t1 * (t2 * t2) * t4 + 16 * t4P * t1 * t3 * t2P
* k * t7 * t3P * t23P + 2 * t6 * t22kP * (t3 * t3) * k * t4P + 2 * t6 * t22kP * (t3 * t3) * k * t5 * t1P + 8 * t6 * t22kP * t3 * k * t5
* t1P * t4 - 2 * t7 * t3P * t3 * t2P * k * k * t4P + 8 * t5 * t1P * t24P * t6 * t2P * t4P * t3 * t4 + 8 * t5 * t1P * t23P * t6 * t2P
* t4P * (t3 * t3) * t4 + 2 * t5 * t1P * (t3 * t3) * t4 * t6 * t2P * k * k * t4P * t1 * (t2 * t2) - 8 * t6 * t22kP * t4 * k * t2 * t4P * t7 - 12
* t6 * t22kP * t3 * (t2 * t2) * t4P * t1 * t4 + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * (t1 * t1) * t3 + 8 * t7 * t3P * t2P * k * t23P
* t4P + 4 * t4P * t6 * t2P * (t2 * t2) * t5 * t1P + 8 * t4P * t6 * t2P * (t2 * t2) * t5 * t1P * t3 + 2 * t4P * t5 * (t1 * t1) * t2P
* k * k * t7 * t3P + 4 * t4P * t5 * t1 * t2P * k * k * t7 * t3P * t4 - 2 * t6 * t6 * t23kP * (t1 * t1) * t4 * (t2 * t2) + 2 * t7 * t3P * t3 * t2P
* k * t5 * t1P * (t4 * t4) + 2 * t42kP * t5 * (t1 * t1) * t2P * k * k * (t3 * t3) - 8 * t42kP * t2P * (t2 * t2) * t5 * t5 * t3 * t1 - 2 * t42kP
* t5 * t5 * (t1 * t1) * t2P * k * k * t3 + 2 * t42kP * t7 * (t1 * t1) * t2P * k * k * (t2 * t2) + 2 * t4P * t3 * t4 * t6 * t6 * t22kP * k * k * (t1
* t1) - 2 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * t6 + 18 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) * t7 * (t3 * t3) - 2 * t5 * t5 * t12kP
* t3 * (t4 * t4) * t2P * k * k * (t2 * t2) - t42kP * t5 * t5 * t2P * k * k * (t3 * t3) + t4P * t7 * (t3 * t3) * t22kP * k * k * t6 * t2 - 4 * t24P
* t7 * t7 * t32kP * t2P * t4 - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t7 * (t1 * t1) - 24 * t42kP * (t1 * t1) * t2P * k * t2 * t7
* t3 + 24 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * t2 * t3 - 2 * t5 * t5 * t12kP * t2P * (t2 * t2) + 6 * t42kP * t2P * k * t2 - 8 * t23P
* t3 * t42kP * t2P - t42kP * t7 * t7 * t2P * k * k - 36 * t42kP * t3 * t2P * k * t7 * (t2 * t2) - 16 * (t2 * t2) * t3 * t1 * t2P * t42kP
* t7 * t6 - 2 * t4P * (t3 * t3) * t4 * t6 * t22kP * k * k * t1 * t2 + 12 * t42kP * t1 * t6 * t6 * t2P * k * t2 + 2 * t4P * t5 * t1 * t22kP * k
* k * t6 * (t3 * t3) - 2 * t7 * t3P * t3 * t22kP * k * k * t6 * t1 + 2 * t4P * t3 * t6 * t6 * t22kP * k * k * t2 + 4 * t6 * t6 * t23kP * t1 * t3 * k - 4
* t42kP * t5 * t2P * k * k * t6 * t3 - 2 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t5 - 2 * (t2 * t2) * (t3 * t3) * t42kP * t2P
* (t1 * t1) + 8 * t23P * t42kP * t2P * t7 - 4 * t42kP * t3 * t2P * k * t7 - 4 * t42kP * t3 * t6 * t6 * t2P * k * k * t2 - t42kP * (t3
* t3) * t6 * t6 * t2P * k * k * (t2 * t2) - 36 * t42kP * t1 * t2P * k * (t2 * t2) * t7 - 2 * t6 * t2P * t1P * k * t1 * t4P * t5 - 4 * t23P
* (t1 * t1) * t2P * t42kP * t7 * t7 + t4P * t7 * t22kP * k * k * t2 * t6 + 6 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * t2 + 16 * t5 * t5 * t12kP
* t3 * t2P * k * t23P * t4 - 24 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t4P * t5 * t4 + 12 * t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t4P
* t4 + 12 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t5 * t1P * (t4 * t4) - 12 * t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t4P * t5 * t4 - 12
* t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t4P * t7 * t4 - 12 * t5 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * t2 - 6 * t7 * t3P
* t6 * t22kP * t1 * (t2 * t2) + 16 * t6 * t22kP * (t1 * t1) * t3 * t4 * k * t2 * t4P + 8 * t5 * t5 * t1P * t1 * t2P * t23P * t4P * (t3
* t3) - 4 * t5 * t1P * t1 * t2P * t24P * t4P * (t3 * t3) - 8 * t5 * t1P * t1 * t2P * t23P * t7 * t3P * (t4 * t4) * t3 + 8 * t5 * t1P
* t23P * t2P * t4P * t7 + 8 * t5 * t5 * t1P * t23P * t2P * t4P - 4 * t5 * t1P * t24P * t2P * t4P * (t3 * t3) * t4 - 4 * t5
* t1P * t3 * t2P * k * k * t4P * t1 * (t2 * t2) - 16 * t7 * t3P * t23P * t3 * t2P * t4P * t1 * t4 - 8 * t7 * t3P * t4 * t2P * (t2
* t2) * t5 * t1P + 8 * t5 * t1P * t1 * t4 * t2P * k * t23P * t4P + 12 * t5 * t1P * t1 * t4 * t2P * k * t2 * t4P - 8 * t5 * t5 * t1P
* t1 * (t3 * t3) * t4 * t2P * k * t4P * t23P - 6 * t6 * t22kP * t23P * t3 * t4P * (t1 * t1) * t4 + 2 * t5 * t5 * t1P * (t3 * t3) * t4
* t2P * k * k * t4P * t1 * (t2 * t2) + 4 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * (t1 * t1) * t3 * t4 - 2 * t7 * t3P * t2P * k * k * (t2 * t2)
* t4P * t4 + 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t7 - 8 * t4P * t5 * t4 * t2P * k * t23P * t7 * t3P * t3 + 4 * t5 * t5 * t1P
* t3 * t4 * t2P * k * k * t4P + 2 * t4P * t5 * (t1 * t1) * t2P * k * k * t7 * t3P * t4 - 18 * t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P
* (t1 * t1) * t3 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t4 - 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * (t2 * t2) - 4
* t5 * t1P * t3 * t4 * t2P * k * k * t4P * t1 * (t2 * t2) + 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 + 4 * t7 * t3P * t2P * k * k
* t2 * t4P * t5 * t3 + 8 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * t1 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * t3 - 2 * t6 * t22kP
* (t1 * t1) * t4 * k * t4P * t5 - 6 * t4P * t6 * t22kP * t1 * (t2 * t2) + 8 * t7 * t3P * t24P * t3 * t6 * t2P * t4P * t1 * t4 + 4 * t7 * t3P
* t1 * t4 * t2P * k * t4P - 8 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * (t1 * t1) * t23P + 6 * t6 * t6 * t22kP * t1 * t23P * t4P
* t4 - 3 * t6 * t22kP * t1 * t23P * t5 * t1P * (t4 * t4) - 8 * t4P * t6 * t2P * k * t23P * t7 * t3P * t3 + 4 * t24P * t7 * t7 * t3P
* t2P * t4P * (t1 * t1) - 4 * t24P * t7 * t3P * t2P * t4P * t4 - 4 * t24P * t7 * t3P * t2P * t4P * (t1 * t1) + 8 * t23P
* t7 * t7 * t3P * t2P * t4P * (t1 * t1) + 8 * t23P * t7 * t3P * t2P * t4P * t5 * (t1 * t1) + 8 * t23P * t7 * t3P * t2P * t6
* t4P * (t1 * t1) + 12 * t5 * t1P * t1 * t2P * k * t2 * t7 * t3P - 18 * t4P * t1 * t6 * t2P * k * (t2 * t2) * t5 * t1P + 2 * t4P * t3
* t4 * t6 * t2P * k * k * t7 * t3P * (t1 * t1) - 18 * t4P * t1 * t6 * t2P * k * (t2 * t2) * t5 * t1P * t4 + 6 * t4P * t6 * t6 * t22kP * t1
* (t3 * t3) * t4 * (t2 * t2) + 2 * t7 * t3P * t4 * t2P * k * t4P + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t3 + 4 * t4P
* t3 * t4 * t6 * t2P * k * k * t7 * t3P * t1 + 18 * t4P * t3 * t4 * t2P * k * (t2 * t2) * t7 * t3P + 2 * t5 * t1P * t1 * t3 * t2P * k * t7 * t3P
+ 4 * t6 * t6 * t23kP * k * t3 * (t4 * t4) * t2 - 8 * t23P * t7 * t3P * t2P * t4P * t4 - 18 * t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P
* (t1 * t1) - 6 * t6 * t22kP * t23P * (t3 * t3) * t4P * t1 * t4 + 8 * t5 * t1P * t6 * t22kP * k * t1 * t2 + 3 * t4P * t7 * t6 * t22kP
* (t3 * t3) * t4 * (t2 * t2) - 2 * t7 * t7 * t3P * t4 * t2P * k * t4P - 12 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * (t1 * t1) * t3 - 12 * t6
* t6 * t22kP * k * (t2 * t2) * t4P * (t1 * t1) * t3 - 12 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * t1 - 12 * t6 * t6 * t22kP * k * (t2 * t2)
* t4P * t1 - 12 * t6 * t6 * t22kP * k * (t2 * t2) * t4P * t3 - 12 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * t3 + 6 * t6 * t22kP * k * (t2
* t2) * t4P + 4 * t4P * t1 * t6 * t2P * k * k * t7 * t3P * t3 - 36 * t4P * t1 * t6 * t2P * k * (t2 * t2) * t5 * t1P * t3 + 18 * t5 * t1P
* t1 * t2P * k * (t2 * t2) * t7 * t3P + 4 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P * t4 - 4 * t6 * t22kP * t3 * k * t4P * t5 * t4 - 4
* t6 * t6 * t22kP * t3 * k * t4P * t4 - 4 * t6 * t22kP * t3 * k * t4P * t7 * t4 - 18 * t4P * t5 * (t1 * t1) * t2P * k * (t2 * t2) * t7 * t3P
+ 2 * t6 * t22kP * t4 * k * t4P - 18 * t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P * t3 + 3 * t6 * t6 * t22kP * t23P * (t3 * t3) * t4P
* t4 + 12 * t6 * t6 * t22kP * t23P * t3 * t4P * t1 * t4 + 2 * t4P * (t3 * t3) * t2P * k * t5 * t1P * t4 + 8 * t23P * t7 * t7 * t3P * t2P
* t4P + 8 * t23P * t7 * t3P * t2P * t4P * t5 + 16 * t7 * t3P * t1 * t4 * t2P * k * t4P * t23P - 18 * t4P * t5 * t5 * t2P * k
* t1P * (t2 * t2) - 18 * t4P * t5 * t2P * k * t7 * t3P * (t2 * t2) - 4 * t7 * t3P * t2P * (t2 * t2) * t5 * t1P - 2 * t6 * t6 * t22kP
* (t1 * t1) * (t3 * t3) * k * t4P - 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P * t7 - 12 * t4P * t7 * t2P * k * t5 * t1P * t2 * (t3
* t3) * t4 - 36 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * t1 * (t2 * t2) - 3 * t6 * t22kP * t23P * (t3 * t3) * t5 * t1P * t1 - 6 * t6 * t22kP
* t3 * (t4 * t4) * t23P * t5 * t1P * t1 - 3 * t6 * t22kP * (t3 * t3) * (t4 * t4) * (t2 * t2) * t5 * t1P * t1 - 3 * t6 * t22kP * (t3 * t3)
* (t4 * t4) * t23P * t5 * t1P * t1 + 4 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t4 - 8 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P
* t3 * t4 - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * (t4 * t4) - 18 * t4P * t6 * t2P * k * (t2 * t2) * t7 * t3P * t3 - 36 * t7 * t7
* t3P * t2P * k * (t2 * t2) * t4P * t1 * t4 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 * t4 - 24 * t7 * t7 * t3P * t2P * k * t2
* t4P * t1 * t4 - 6 * t6 * t6 * t22kP * k * (t2 * t2) * (t3 * t3) * t4P - 24 * t6 * t6 * t22kP * k * (t2 * t2) * t4P * t1 * t3 - 8 * t6 * t6 * t22kP
* (t3 * t3) * k * t2 * t4P * (t1 * t1) - 12 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P * (t1 * t1) + 6 * t4P * t7 * t6 * t22kP * (t3 * t3)
* t4 * (t2 * t2) * t1 - 2 * t7 * t3P * t4 * t2P * k * t4P * t6 - 16 * t6 * t6 * t22kP * (t3 * t3) * k * t2 * t4P * t1 - 12 * t6 * t6 * t22kP
* t3 * k * (t2 * t2) * t4P * t4 - 2 * t4P * t7 * t1 * t2P * k * t5 * t1P - 4 * t4P * t7 * t7 * t1 * t2P * k * t3P - 4 * t4P * t7 * t1 * t2P
* k * t5 * t1P * t3 - 8 * t4P * t7 * t2P * k * t23P * t5 * t1P - 18 * t4P * t7 * t2P * k * (t2 * t2) * t5 * t1P - 8 * t4P * t7 * t2P
* k * t5 * t1P * t23P * t1 - 8 * t4P * t7 * t2P * k * t5 * t1P * t23P * (t3 * t3) * t1 + 8 * t5 * t1P * t23P * t2P * t4P * t7
* t4 + 4 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 * t4 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 * t3 * t4 + 16 * t6 * t22kP
* t1 * t4 * k * t2 * t4P + 8 * t5 * t1P * t1 * t2P * t23P * t4P * t7 + 8 * t5 * t5 * t1P * t1 * t2P * t23P * t4P + 8 * t5 * t5 * t1P
* t1 * t2P * (t2 * t2) * t4P * t3 + 12 * t6 * t22kP * t23P * t3 * t4P * t7 * t1 * t4 - 8 * t23P * t7 * t3P * t2P * t4P * (t1 * t1)
+ 16 * t6 * t22kP * (t1 * t1) * t3 * t4 * k * t2 * t7 * t3P + 8 * t4P * (t1 * t1) * t3 * t4 * t2P * k * t23P * t7 * t3P - 2 * t6 * t22kP
* t4 * k * t4P * t7 - 2 * t6 * t6 * t22kP * t4 * k * t4P - 2 * t6 * t22kP * t4 * k * t4P * t5 - 8 * t5 * t1P * t1 * t2P * t23P * t4P
* (t3 * t3) + 4 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * (t3 * t3) + 8 * t5 * t5 * t1P * t1 * t2P * t24P * t4P * t3 - 8 * t5 * t1P
* t1 * t2P * t24P * t7 * t3P * t4 * t3 - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * (t4 * t4) * t1 - 4 * t7 * t3P * t2P * k * k * t2 * t4P
* (t1 * t1) * t3 * t4 - 8 * t6 * t6 * t23kP * t3 * t4 * (t2 * t2) * t1 + 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t7 * t4 - 8 * t7 * t3P * t2P
* k * k * t2 * t4P * t1 * t3 * t4 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t3 * t4 - 8 * t5 * t1P * t24P * t2P * t4P * t3 - 4 * t5
* t1P * t24P * t2P * t7 * t3P - 16 * t5 * t1P * t23P * t2P * t7 * t3P * t4 - 8 * t4P * t5 * t5 * t4 * t2P * k * t1P * t23P
* (t3 * t3) + 8 * t4P * t7 * t7 * t3 * t2P * t23P * t3P * (t1 * t1) * t4 + 4 * t24P * t7 * t3P * t2P * t4P * t6 * (t1 * t1) + 4 * t24P
* t7 * t3P * t2P * t4P * t6 - 8 * t24P * t7 * t3P * t2P * t4P * t1 + 8 * t23P * t7 * t7 * t3P * t2P * t4P * (t1 * t1) * t4
+ 4 * t24P * t7 * t7 * t3P * t2P * t4P * (t1 * t1) * t4 + 0.32e2 * t6 * t22kP * t1 * t3 * k * t4P * t2 + 2 * t4P * t7 * t1 * t2P * k
* k * t5 * t1P + 4 * t4P * t7 * t7 * t1 * t2P * k * k * t3P - 36 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t7 * (t2 * t2) - 36 * t5 * t5 * t1P
* t1 * t3 * t4 * t2P * k * t4P * (t2 * t2) + 16 * t6 * t22kP * t3 * k * t4P * t2 * t4 - 8 * t4P * t5 * t4 * t2P * k * t23P * t7 * t3P
* (t1 * t1) + 4 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P - 8 * t5 * t1P * t1 * t2P * t23P * t4P * (t3 * t3) * t4 + 8 * t6 * t22kP
* t1 * (t3 * t3) * k * t5 * t1P * t2 + 4 * t4P * t7 * (t3 * t3) * t2P * t24P * t5 * t1P * t4 * t1 + 2 * t5 * t1P * t6 * t2P * k * k * (t2
* t2) * t4P * t1 * t4 - 18 * t4P * t6 * t2P * k * (t2 * t2) * t7 * t3P * t4 - 4 * t6 * t22kP * t1 * t4 * k * t4P * t7 + 4 * t5 * t1P * t1
* t6 * t2P * t24P * t4P * (t3 * t3) * t4 - 8 * t5 * t1P * (t3 * t3) * t2P * k * t23P * t4P * t7 - 2 * t7 * t7 * t3P * t2P * k * t4P - 8
* t6 * t22kP * (t3 * t3) * k * t2 * t4P * t7 * (t1 * t1) + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 - 8 * t5 * t1P * t1 * (t3 * t3) * t4
* t6 * t2P * k * t4P * t23P + 4 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t7 * t2 + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 - 18
* t5 * t1P * t1 * (t3 * t3) * t4 * t6 * t2P * k * t4P * (t2 * t2) - 24 * t5 * t1P * t3 * t2P * k * t2 * t4P * t7 - 24 * t5 * t5 * t1P * t3
* t2P * k * t2 * t4P + 18 * t7 * t3P * t2P * k * (t2 * t2) * t4P * (t1 * t1) + 12 * t7 * t3P * t2P * k * t2 * t4P - 12 * t4P * t5
* t5 * t4 * t2P * k * t2 * t1P * t1 + 8 * t4P * t1 * t4 * t6 * t2P * (t2 * t2) * t7 * t3P + 4 * t4P * (t1 * t1) * t4 * t6 * t2P * (t2 * t2)
* t7 * t3P + 16 * t4P * t1 * t4 * t6 * t2P * t23P * t7 * t3P + 18 * t5 * t1P * t1 * t3 * t2P * k * (t2 * t2) * t7 * t3P + 2 * t5 * t1P
* t2P * k * k * t4P * t7 * (t2 * t2) + 2 * t5 * t1P * t2P * k * k * t4P * t6 * (t2 * t2) - 12 * t6 * t22kP * t23P * t3 * t7 * t3P * t1
* t4 - 4 * t24P * t3 * t4P * t2P * t7 * t3P * (t1 * t1) - 6 * t6 * t22kP * t1 * t23P * t4P * t4 + 12 * t7 * t3P * t2P * k * t2 * t5
* t1P + 18 * t7 * t3P * t2P * k * (t2 * t2) * t5 * t1P + 6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P * (t2 * t2) - 12 * t4P * t6
* t2P * k * t2 * t7 * t3P * t4 - 18 * t7 * t3P * t6 * t2P * k * (t2 * t2) * t4P * (t1 * t1) - 12 * t7 * t3P * t6 * t2P * k * t2 * t4P
* (t1 * t1) * t3 - 12 * t7 * t3P * t6 * t2P * k * t2 * t4P * (t1 * t1) + 18 * t7 * t3P * t2P * k * (t2 * t2) * t4P + 36 * t7 * t3P * t2P
* k * (t2 * t2) * t4P * t1 + 8 * t23P * t3 * (t1 * t1) * t2P * t4P * t7 * t7 * t3P - 12 * t6 * t6 * t22kP * t1 * k * (t2 * t2) * t4P * t4
+ 18 * t5 * t1P * t1 * (t3 * t3) * t2P * k * (t2 * t2) * t4P + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P + 2 * t4P * (t1 * t1) * t3
* t2P * k * t7 * t3P + 24 * t4P * t1 * t3 * t2P * k * t7 * t3P * t2 + 4 * t6 * t6 * t23kP * k * t4 * t2 * (t3 * t3) + 16 * t6 * t22kP * t1
* (t3 * t3) * t4 * k * t2 * t5 * t1P + 16 * t6 * t22kP * t1 * t3 * (t4 * t4) * k * t2 * t5 * t1P + 8 * t5 * t5 * t1P * t24P * t2P * t4P
* t3 + 16 * t7 * t3P * t6 * t22kP * k * t4 * t2 + 0.32e2 * t7 * t3P * t6 * t22kP * k * t4 * t2 * t1 + 16 * t7 * t3P * t6 * t22kP * k * (t4
* t4) * t2 * t1 + 12 * t7 * t3P * t6 * t22kP * k * t4 * (t2 * t2) + 6 * t7 * t3P * t6 * t22kP * k * (t1 * t1) * t3 * (t2 * t2) - 2 * t5 * t1P
* (t3 * t3) * t2P * k * k * t4P * t1 * (t2 * t2) + 16 * t5 * t5 * t1P * t23P * t2P * t4P * t3 * t4 + 8 * t5 * t5 * t1P * t1 * t2P * t23P
* t4P * t4 - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * (t3 * t3) * t4 + 4 * t5 * t1P * t2P * k * k * t2 * t4P * t7 * t4 - 3 * t6 * t22kP
* t3 * (t4 * t4) * (t2 * t2) * t7 * t3P * (t1 * t1) - 6 * t6 * t22kP * t3 * t4 * t23P * t7 * t3P * (t1 * t1) - 8 * t5 * t1P * t1 * t2P * t23P
* t7 * t3P - 8 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * t4 + 4 * t5 * t5 * t1P * t2P * k * k * t2 * t4P * t4 - 4 * t5 * t1P * t2P
* k * k * t2 * t4P * t1 * t4 - 2 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t4 + 4 * t4P * t7 * t7 * t3 * t2P * t24P * t3P * (t1 * t1)
* t4 + 16 * t4P * t7 * t3 * t2P * t23P * t5 * t1P * t4 * t1 + 8 * t4P * t7 * (t3 * t3) * t2P * t23P * t5 * t1P * t1 + 8 * t4P * (t3
* t3) * t4 * t2P * k * t23P * t5 * t1P + 16 * t7 * t3P * t6 * t22kP * k * t3 * t4 * t2 + 8 * t4P * t5 * t5 * t3 * t4 * t2P * (t2 * t2) * t1P - 2
* t6 * t6 * t23kP * (t1 * t1) * (t2 * t2) * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 * (t4 * t4) * t1 + 16 * t4P * t6 * t22kP
* k * t2 * t1 + 16 * t4P * t6 * t22kP * k * t1 * (t3 * t3) * t4 * t2 + 8 * t4P * t6 * t22kP * k * (t1 * t1) * (t3 * t3) * t4 * t2 + 12 * t6 * t22kP
* t1 * k * (t2 * t2) * t4P + 8 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * t1 * t3 * t4 + 8 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * t1 + 2 * t7
* t7 * t3P * t2P * k * k * (t2 * t2) * t4P - 6 * t6 * t22kP * t3 * t4 * (t2 * t2) * t7 * t3P * (t1 * t1) - 6 * t6 * t22kP * t23P * t3
* t4P * (t1 * t1) - 4 * t4P * t7 * t7 * t1 * t2P * k * t3P * t3 - 2 * t4P * t7 * t1 * t2P * k * t5 * t1P * (t3 * t3) + 4 * t7 * t7 * t3P
* t3 * t4 * t2P * (t2 * t2) * t4P - 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * (t1 * t1) - 3 * t6 * t22kP * (t1 * t1) * t23P * t7
* t3P * (t4 * t4) + 8 * t7 * t3P * t2P * k * t23P * t5 * t1P - 2 * t4P * t4 * t2P * k * k * t5 * t1P + 4 * t4P * t7 * (t3 * t3) * t2P
* (t2 * t2) * t5 * t1P + 8 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P * t4 + 2 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t7 * t4 + 2
* t5 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t4 + 2 * t6 * t22kP * k * t5 * t1P + 2 * t6 * t22kP * k * t7 * t3P + 4 * t6 * t22kP
* t1 * (t4 * t4) * k * t7 * t3P + 2 * t4P * t5 * t5 * t2P * k * k * t1P * t4 + 8 * t6 * t22kP * k * t2 * t4P * (t1 * t1) - 2 * t5 * t1P * t1
* (t3 * t3) * t4 * t2P * k * t4P * t7 + 16 * t6 * t6 * t23kP * k * t4 * t2 * t1 * t3 - 16 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * t1 * t23P
+ 8 * t6 * t6 * t23kP * k * t3 * (t4 * t4) * t2 * t1 + 2 * t6 * t6 * t23kP * k * (t3 * t3) * (t4 * t4) * t2 + 4 * t6 * t6 * t23kP * k * (t3 * t3) * (t4
* t4) * t2 * t1 + 18 * t5 * t1P * t1 * t2P * k * (t2 * t2) * t4P - 18 * t5 * t5 * t1P * t1 * t2P * k * (t2 * t2) * t4P - 8 * t5 * t5 * t1P
* t1 * t2P * k * t23P * t4P + 4 * t4P * t7 * t7 * t1 * t3 * t2P * k * k * t3P + 16 * t6 * t22kP * t3 * k * t2 * t7 * t3P * t1 - 3 * t4P
* t6 * t22kP * (t1 * t1) * (t2 * t2) + 4 * t6 * t6 * t23kP * k * t1 * (t4 * t4) * t2 - 4 * (t2 * t2) * t7 * t3P * t2P * t4P * (t1 * t1) + 2
* t4P * t5 * t2P * k * k * t7 * t3P * t3 - 16 * t7 * t3P * t6 * t2P * k * t23P * t4P * t1 + 4 * t7 * t3P * t3 * t4 * t2P * t24P
* t4P * t5 * (t1 * t1) + 8 * t5 * t1P * t23P * t6 * t2P * t4P * (t3 * t3) - 36 * t4P * t5 * t1 * t2P * k * (t2 * t2) * t7 * t3P + 4
* t6 * t6 * t23kP * k * (t1 * t1) * (t4 * t4) * t2 * t3 + 2 * t4P * t5 * t5 * t1 * t2P * k * k * t1P + 4 * t4P * t5 * t1 * t2P * k * k * t7 * t3P - 0.32e2
* t6 * t6 * t22kP * t1 * t3 * t4 * k * t2 * t4P + 4 * t6 * t22kP * t3 * k * t5 * t1P + 2 * t6 * t22kP * t3 * k * t7 * t3P + 16 * t4P * t5
* t23P * t4 * t2P * t7 * t3P * t1 + 4 * t4P * t5 * t24P * t4 * t2P * t7 * t3P - 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P
+ 16 * t23P * t7 * t7 * t3P * t2P * t4P * t1 * t4 + 4 * t24P * t7 * t7 * t3P * t2P * t4P * t4 - 6 * t6 * t22kP * t1 * t23P * t7
* t3P - 0.32e2 * t6 * t22kP * t3 * k * t2 * t4P * t7 * t1 + 2 * t4P * t7 * t7 * (t1 * t1) * t3 * t2P * k * k * t3P + 2 * t4P * t5 * t5 * t2P
* k * k * t1P + 2 * t4P * t5 * t2P * k * k * t7 * t3P + 2 * t7 * t7 * t3P * t4 * t2P * k * k * t4P + 2 * t7 * t3P * t4 * t2P * k * k * t4P
* t6 + 2 * t7 * t3P * t4 * t2P * k * k * t4P * t5 - 8 * t4P * t7 * t6 * t22kP * k * t2 + 3 * t4P * t7 * t6 * t22kP * (t1 * t1) * (t2 * t2)
+ 8 * t4P * t2P * t24P * t5 * t3 * t7 * t3P * t1 + 12 * t6 * t22kP * t4 * k * (t2 * t2) * t5 * t1P + 16 * t6 * t22kP * t4 * k * t2 * t5
* t1P + 2 * t7 * t7 * t3P * t2P * k * k * t4P + 12 * t7 * t3P * t1 * (t4 * t4) * t2P * k * t5 * t1P * t2 + 6 * t6 * t6 * t22kP * t23P
* (t3 * t3) * t4P * t1 * t4 - 12 * t4P * t6 * t22kP * t1 * (t2 * t2) * t3 - 6 * t6 * t22kP * t23P * (t3 * t3) * t5 * t1P * t4 * t1 - 3 * t5
* t1P * t6 * t22kP * t1 * (t2 * t2) - 12 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P - 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P
* t7 * t4 + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t3 * t4 + 4 * t7 * t3P * t6 * t2P * k * k * t2 * t4P * t3 * t4 + 16
* t5 * t1P * t6 * t22kP * k * t1 * t3 * t2 - 18 * t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P - 12 * t7 * t3P * t3 * t4 * t6 * t2P * k
* t4P * (t1 * t1) * t2 + 6 * t6 * t22kP * t23P * (t3 * t3) * t4P * t7 * t1 * t4 + 8 * t7 * t3P * t6 * t2P * k * k * t2 * t4P * t1 * t4 - 2
* t6 * t6 * t22kP * (t3 * t3) * k * t4P * t4 - 2 * t6 * t22kP * (t3 * t3) * k * t4P * t5 * t4 - 4 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P
* t2 + 8 * t5 * t1P * t23P * t6 * t2P * t4P * t4 - 18 * t4P * t5 * t5 * t4 * t2P * k * (t2 * t2) * t1P - 8 * t7 * t3P * t6 * t2P * k
* t23P * t4P * (t1 * t1) * t4 - 18 * t7 * t3P * t6 * t2P * k * (t2 * t2) * t4P * (t1 * t1) * t3 + 4 * t5 * t1P * t1 * t6 * t2P * (t2 * t2)
* t4P * (t3 * t3) + 8 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P * t2 - 2 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t1 + 8 * t5 * t1P
* t1 * t6 * t2P * t23P * t4P * (t3 * t3) + 8 * t7 * t3P * t3 * t4 * t2P * t23P * t4P * t5 - 3 * t6 * t22kP * (t1 * t1) * t23P
* t4P * t4 + 4 * t7 * t3P * t6 * t2P * k * k * t2 * t4P * (t1 * t1) * t3 * t4 - 2 * t6 * t22kP * (t3 * t3) * k * t4P * t7 * t4 + 4 * t6 * t22kP
* t1 * t4 * k * t4P + 2 * t6 * t22kP * (t1 * t1) * t4 * k * t4P + 8 * t5 * t1P * t4 * t2P * k * t23P * t4P + 8 * t7 * t3P * t6 * t2P
* k * k * t2 * t4P * t1 * t3 * t4 + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t3 * t4 + 8 * t23P * t7 * t3P * t2P * t4P * t6 * (t1
* t1) * t3 - 16 * t23P * t7 * t3P * t2P * t4P * t1 - 4 * t24P * t7 * t3P * t2P * t4P + 4 * t24P * t7 * t3P * t2P * t4P
* t5 * (t1 * t1) + 16 * t23P * t7 * t7 * t3P * t2P * t4P * t1 + 4 * t24P * t7 * t7 * t3P * t2P * t4P + 16 * t23P * t7 * t3P
* t2P * t4P * t6 * t1 + 8 * t23P * t7 * t3P * t2P * t4P * t6 * t3 + 4 * t24P * t7 * t3P * t2P * t4P * t5 + 16 * t23P * t7
* t3P * t2P * t4P * t5 * t1 + 8 * t23P * t7 * t7 * t3P * t2P * t4P * t3 + 8 * t23P * t7 * t7 * t3P * t2P * t4P * t4 + 8 * t23P
* t7 * t3P * t2P * t4P * t6 * t4 + 8 * t5 * t1P * t24P * t6 * t2P * t4P * t3 + 4 * t7 * t3P * t3 * t2P * k * t5 * t1P * t4 + 4 * t6
* t22kP * t3 * k * t4P + 12 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t2 * t3 - 16 * t6 * t6 * t22kP * t3 * k * t4P * t2 * t4 - 3 * t7
* t3P * t6 * t22kP * t3 * (t4 * t4) * (t2 * t2) + 8 * t5 * t1P * t1 * t6 * t2P * t23P * t4P * (t3 * t3) * t4 - 2 * t7 * t3P * t4 * t2P
* k * k * t4P + 2 * t4P * t7 * t7 * (t1 * t1) * t3 * t4 * t2P * k * k * t3P + 4 * t4P * t7 * t7 * t1 * t3 * t4 * t2P * k * k * t3P + 12 * t5 * t1P
* t4 * t2P * k * t2 * t4P + 2 * t5 * t1P * t6 * t2P * k * k * (t2 * t2) * t4P * t1 + 8 * t5 * t1P * t1 * t2P * k * t23P * t4P + 12 * t5
* t1P * t1 * t2P * k * t2 * t4P + 4 * t4P * t7 * t7 * t1 * t2P * k * k * t3P * t4 + 8 * t5 * t1P * t1 * t6 * t2P * t24P * t4P * t3 - 8
* t4P * t5 * t6 * t22kP * k * (t1 * t1) * t2 - 18 * t4P * t5 * t5 * t4 * t2P * k * (t2 * t2) * t1P * t1 - 12 * t6 * t22kP * t23P * t3
* t4P * t1 * t4 - 3 * t6 * t22kP * t23P * t3 * t7 * t3P * (t4 * t4) - 12 * t6 * t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t4P * t4 + 2
* t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t7 * (t2 * t2) + 3 * t4P * t5 * t6 * t22kP * (t3 * t3) * t4 * (t2 * t2) - 16 * t6 * t6 * t22kP
* (t1 * t1) * t3 * t4 * k * t2 * t4P + 4 * t5 * t1P * t1 * t6 * t2P * t24P * t4P * (t3 * t3) + 3 * t4P * t7 * t6 * t22kP * (t1 * t1) * t4
* (t2 * t2) - 8 * t23P * t7 * t3P * t2P * t4P + 4 * t24P * t7 * t3P * t2P * t4P * t6 * t4 + 8 * t24P * t7 * t7 * t3P * t2P
* t4P * t1 * t4 + 4 * t5 * t1P * t24P * t6 * t2P * t4P * (t3 * t3) * t4 - 18 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * (t2 * t2) - 8
* t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * t23P + 4 * t5 * t1P * t3 * t6 * t2P * k * k * t4P * t1 * (t2 * t2) + 6 * t6 * t22kP * t23P
* t3 * t4P * t7 * (t1 * t1) + 16 * t7 * t3P * t23P * t3 * t6 * t2P * t4P * t1 * t4 + 4 * t5 * t1P * t3 * t2P * k * k * t4P * t7 - 3 * t6
* t22kP * t23P * t3 * t7 * t3P * (t1 * t1) - 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * (t1 * t1) + 2 * t4P * t7 * t7 * (t1 * t1) * t2P
* k * k * t3P * t4 - 24 * t5 * t5 * t1P * t1 * t3 * t2P * k * t2 * t4P + 4 * t24P * t7 * t3P * t2P * t4P * t6 * (t1 * t1) * t3 + 4 * t5
* t1P * t3 * t4 * t6 * t2P * k * k * t4P * (t2 * t2) - 8 * t4P * t1 * t6 * t2P * k * t23P * t5 * t1P + 4 * t5 * t5 * t1P * t3 * t2P
* k * k * t4P + 6 * t6 * t6 * t22kP * t23P * t3 * t4P * (t1 * t1) - 2 * t6 * t6 * t23kP * (t1 * t1) * t4 * (t2 * t2) * (t3 * t3) - 18 * t4P
* t1 * t6 * t2P * k * (t2 * t2) * t5 * t1P * (t3 * t3) - 18 * t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P * (t1 * t1) * t3 - 24 * t4P * t5
* t4 * t2P * k * t2 * t7 * t3P * t1 * t3 + 4 * t24P * t7 * t3P * t2P * t4P * t6 * t3 + 8 * t24P * t7 * t7 * t3P * t2P * t4P * t1
+ 4 * t24P * t7 * t7 * t3P * t2P * t4P * t3 + 8 * t24P * t7 * t3P * t2P * t4P * t6 * t1 + 8 * t24P * t7 * t3P * t2P * t4P
* t6 * t1 * t3 + 8 * t24P * t7 * t3P * t2P * t4P * t5 * t1 + 16 * t23P * t7 * t3P * t2P * t4P * t6 * t1 * t3 + 8 * t24P * t42kP
* t2P * t7 * t1 - 2 * t7 * t7 * t3P * t3 * t2P * k * t4P - 8 * t6 * t6 * t22kP * (t3 * t3) * k * t4P * t2 * t4 - 8 * t23P * t3 * t4P * t2P
* t7 * t3P * (t1 * t1) + 16 * t5 * t1P * t6 * t22kP * k * t3 * t2 + 8 * t5 * t1P * t6 * t22kP * k * (t3 * t3) * t2 + 12 * t5 * t1P * t6 * t22kP
* k * t3 * (t2 * t2) + 6 * t5 * t1P * t6 * t22kP * k * (t3 * t3) * (t2 * t2) - t6 * t6 * t23kP * (t1 * t1) * (t4 * t4) * (t2 * t2) * (t3 * t3) + 8
* t7 * t3P * t23P * t3 * t6 * t2P * t4P * (t1 * t1) * t4 - 2 * t7 * t3P * t2P * k * t4P * t6 + 6 * t4P * t5 * t6 * t22kP * t1 * t4
* (t2 * t2) + 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P + 2 * t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P + 8 * t6 * t22kP * t1 * t3 * k
* t7 * t3P * t4 + 4 * t6 * t22kP * (t1 * t1) * t3 * k * t4P - 4 * (t2 * t2) * t3 * t4P * t2P * t7 * t3P * (t1 * t1) - 12 * t4P * t5 * t4
* t2P * k * t2 * t7 * t3P * (t1 * t1) * t3 - 8 * t4P * t5 * t4 * t2P * k * t23P * t7 * t3P * (t1 * t1) * t3 - 6 * t6 * t22kP * t23P
* t3 * t7 * t3P * t1 * (t4 * t4) + 12 * t4P * t5 * t6 * t22kP * t1 * t4 * (t2 * t2) * t3 - 16 * t4P * t5 * t4 * t2P * k * t23P * t7 * t3P
* t1 * t3 + 3 * t4P * t5 * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) - 12 * t6 * t6 * t22kP * k * (t2 * t2) * t1 * (t3 * t3) * t4P - 6 * t6 * t22kP
* t23P * t3 * t4P * t4 - 3 * t6 * t22kP * t23P * (t3 * t3) * t5 * t1P * (t4 * t4) + 2 * t7 * t3P * (t4 * t4) * t2P * k * t5 * t1P - 8
* t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t1 + 18 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) * t5 - 12 * t7 * t7 * t3P * t2P
* k * t2 * t4P + 6 * t4P * t5 * t6 * t22kP * t1 * t4 * t23P + 3 * t6 * t6 * t22kP * t23P * (t3 * t3) * t4P * (t1 * t1) * t4 - 8 * t7 * t3P
* t3 * t4 * t2P * t23P * t4P + 8 * t7 * t3P * t3 * t4 * t2P * t23P * t4P * t5 * (t1 * t1) - 2 * t4P * t7 * t1 * t2P * k * t5 * t1P
* t4 - 2 * t4P * t7 * t7 * (t1 * t1) * t2P * k * t3P - 36 * t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P * t1 * t3 - 2 * t7 * t3P * (t1
* t1) * t4 * t2P * k * t4P * t6 * t3 + 6 * t4P * t5 * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) * t3 + 4 * t7 * t3P * t6 * t2P * k * k * t2 * t4P
* t3 + 4 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t1 + 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * t7 * (t1 * t1) * t4 - 12 * t6 * t6
* t22kP * (t1 * t1) * t3 * k * (t2 * t2) * t4P * t4 + 3 * t4P * t5 * t6 * t22kP * (t1 * t1) * t4 * t23P + 6 * t4P * t5 * t6 * t22kP
* (t2 * t2) * t3 + 18 * t4P * (t1 * t1) * t3 * t2P * k * t7 * t3P * (t2 * t2) + 2 * t7 * t3P * t2P * k * t5 * t1P - 8 * t4P * t7 * t6 * t22kP
* k * t2 * (t1 * t1) + 8 * t7 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t1 - 2 * t7 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t3 - 2
* t5 * t1P * t3 * t2P * k * k * t7 * t3P - 2 * t7 * t3P * t3 * t2P * k * t4P * t6 - 2 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P + 6 * t4P
* t5 * t6 * t22kP * (t2 * t2) * t1 + 16 * t7 * t3P * t1 * t4 * t2P * k * t5 * t1P * t23P + 8 * t42kP * t1 * t2P * k * t23P + 18 * t42kP
* t6 * t2P * k * (t2 * t2) * t5 + 2 * t42kP * t3 * t6 * t6 * t2P * k + 12 * t7 * t7 * t32kP * (t1 * t1) * t4 * t2P * k * t2 - 2 * t5 * t5 * t12kP
* t24P * t2P * (t4 * t4) + 2 * t42kP * t5 * (t1 * t1) * t2P * k * k + 8 * (t2 * t2) * (t3 * t3) * t42kP * t2P * t7 * t1 + 12 * t42kP
* (t1 * t1) * t6 * t2P * k * t2 * t5 + 4 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t1 * (t3 * t3) * t4 - 2 * t42kP * t5 * t2P * k * (t1 * t1)
+ 2 * t4P * t5 * t1P * k * k * t1 * t6 * t2P * t4 + 2 * t4P * t5 * t1P * k * k * t1 * t6 * t2P - 12 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P
* t2 - 12 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * (t3 * t3) * t2 - 2 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * (t3 * t3) + 2 * t6 * t2P
* (t3 * t3) * t4 * t1P * k * k * t4P * t5 + 4 * t6 * t2P * t3 * t1P * k * k * t1 * t4P * t5 - 2 * t4P * t4 * t5 * t1P * k * t6 * t2P - 4 * t4P
* t4 * t5 * t1P * k * t6 * t2P * t3 + 2 * t6 * t6 * t23kP * (t1 * t1) * (t3 * t3) * k * t4 - 12 * t4P * t4 * t5 * t1P * k * t6 * t2P * t2 - 2
* t4P * t4 * t5 * t1P * k * t6 * t2P * (t3 * t3) + 4 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t4 - 36 * t42kP * t1 * t6 * t2P * k * (t2
* t2) - 2 * t5 * t1P * t6 * t22kP * k * k * t2 * t4 - 2 * t42kP * t7 * t7 * t1 * t2P * k * k + 2 * t42kP * t7 * (t3 * t3) * t2P * k * k + 8 * t24P
* t3 * t42kP * t2P * t7 + 4 * t4P * t5 * t1P * k * k * t6 * t2P * t3 + 2 * t4P * t5 * t1P * k * k * t6 * t2P * t4 + 2 * t4P * t5 * t1P
* k * k * t6 * t2P - 4 * t6 * t2P * t3 * t1P * k * t4P * t5 - 12 * t42kP * t5 * (t1 * t1) * t2P * k * t2 + 4 * t4P * t2 * t5 * t1P * k * k
* t6 * t2P * t1 * (t3 * t3) + 4 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * (t3 * t3) * t4 - t4P * t4 * t22kP * k * k * t6 - 2 * t4P * (t3
* t3) * t5 * t1P * k * t1 * t6 * t2P - 4 * t4P * t3 * t5 * t1P * k * t1 * t6 * t2P - 4 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 - 2
* t4P * t4 * t5 * t1P * k * t1 * t6 * t2P - 0.32e2 * t42kP * t2P * t23P * t5 * t3 * t6 * t1 + 2 * t42kP * (t3 * t3) * t6 * t2P * k
* t7 + 36 * t7 * t7 * t32kP * t1 * t4 * t2P * k * (t2 * t2) - 2 * t42kP * t6 * t2P * k * k * t7 + 8 * t24P * (t3 * t3) * t42kP * t2P * t6
* t1 + 16 * t42kP * t1 * t6 * t2P * k * t23P * t5 * (t3 * t3) - 2 * t42kP * t7 * t7 * t1 * (t3 * t3) * t2P * k * k * (t2 * t2) - 4 * t42kP
* t7 * t7 * (t1 * t1) * t3 * t2P * k * k * t2 - t5 * t5 * t12kP * (t3 * t3) * t2P * k * k * (t2 * t2) + 4 * t42kP * t5 * t5 * t2P * k * t1 * t3 - t4P
* (t1 * t1) * t6 * t22kP * k * k * t4 * t2 - t42kP * t7 * t7 * (t1 * t1) * t2P * k * k * (t2 * t2) - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * t1
+ 24 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t5 * t3 - 2 * t42kP * t6 * t6 * t2P * k * k * t2 + t4P * (t3 * t3) * t4 * t6 * t6 * t22kP * k
* k - 2 * (t2 * t2) * (t1 * t1) * t2P * t42kP * t7 * t7 - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t6 * (t1 * t1) - 4 * t5 * t5 * t12kP
* t3 * t4 * t2P * k * k - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * t3 * t4 - 2 * t24P * t7 * t7 * t32kP * t2P * (t4 * t4) + 8 * t42kP * t7
* t7 * t2P * k * t1 * t23P * (t3 * t3) - 8 * t5 * t5 * t12kP * t24P * t2P * t3 * t4 + t4P * (t1 * t1) * t6 * t6 * t22kP * k * k + t4P
* (t1 * t1) * t6 * t6 * t22kP * k * k * t4 + 4 * t42kP * (t1 * t1) * t6 * t2P * k * k * t2 - 4 * t23P * t42kP * t7 * t7 * t2P - t4P * (t3
* t3) * t4 * t6 * t22kP * k * k * (t1 * t1) * t2 - 8 * t42kP * t2P * t24P * t5 * t5 * t3 * t1 + 0.9e1 * t7 * t7 * t32kP * t2P * k * (t2
* t2) * (t4 * t4) - 4 * t5 * t1P * t3 * t4 * t6 * t22kP * k * k * t1 * t2 + 2 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 * t2 + 2 * t42kP * t5 * t2P
* k * k * (t3 * t3) + 2 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 * (t1 * t1) * t2 - t7 * t3P * t6 * t22kP * k * k * t2 * (t1 * t1) * t3 - 4 * t42kP
* t1 * t2P * k * k * t3 - 2 * t7 * t7 * t32kP * t2P * k * k * (t2 * t2) * t1 * (t4 * t4) - 4 * t23P * t42kP * t2P - 2 * t42kP * t7 * (t1
* t1) * t2P * k * k * t6 + 12 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * t2 * t3 - 4 * t42kP * t5 * t2P * k * k * t7 * t3 + 2 * t42kP * (t3 * t3)
* t6 * t6 * t2P * k * t1 - 2 * t4P * t1 * t22kP * k * k * t6 * t2 - 4 * t7 * t7 * t32kP * t4 * t2P * k * k * t1 - 4 * t24P * (t3 * t3) * (t1 * t1)
* t2P * t42kP * t7 * t6 + 2 * t4P * t5 * t3 * t22kP * k * k * t2 * t6 + 2 * t4P * t5 * (t3 * t3) * t4 * t22kP * k * k * t6 * t1 * t2 - 8 * t42kP
* t7 * t1 * t3 * t2P * k * k * t6 + 2 * t42kP * t6 * t2P * k * t7 + 4 * t5 * t5 * t12kP * t2P * k * t23P + 8 * t42kP * t5 * t2P * k * t6
* t1 * t3 - 8 * t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) * t7 * t1 + 2 * t4P * t1 * t6 * t6 * t22kP * k * k * t4 + 4 * t42kP * t5 * t2P * k
* k * (t2 * t2) * t1 + 18 * t42kP * t5 * t5 * t1 * t2P * k * (t2 * t2) + 2 * t42kP * t5 * t5 * t2P * k * t3 + 4 * t42kP * t2P * k * t23P
+ 0.32e2 * t42kP * t1 * t6 * t2P * k * t23P * t7 * t3 + 2 * t4P * t7 * t1 * (t3 * t3) * t4 * t22kP * k * k * t6 * t2 - 4 * t42kP * t3 * t6
* t2P * k * k * t7 + t7 * t7 * t32kP * (t1 * t1) * t2P * k + 4 * t4P * t7 * t1 * t3 * t22kP * k * k * t6 - 2 * t7 * t3P * (t4 * t4) * t22kP
* k * k * t6 * t1 - 8 * t42kP * t5 * (t1 * t1) * t2P * k * t23P + 16 * t42kP * t6 * t2P * k * t23P * t5 * t3 - 4 * t42kP * t7 * t1 * t2P
* k * k * t6 - t42kP * (t1 * t1) * t6 * t6 * t2P * k * k * (t2 * t2) + 4 * t5 * t5 * t12kP * t4 * t2P * k * t3 + 18 * t42kP * t7 * t7 * t2P
* k * (t2 * t2) * t3 + 36 * t42kP * t6 * t2P * k * (t2 * t2) * t7 * t3 - 8 * t42kP * t1 * t3 * t2P * k * t5 - t5 * t1P * (t4 * t4) * t6 * t22kP
* k * k - 2 * t42kP * t7 * (t1 * t1) * t2P * k * k * t6 * (t2 * t2) - 18 * t42kP * t5 * t2P * k * (t2 * t2) + 4 * t42kP * t1 * t6 * t2P * k
* k - 24 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 * t2 - 2 * t4P * t5 * t1P * k * t6 * t2P - 24 * t4P * t3 * t5 * t1P * k * t1 * t6
* t2P * t2 + 2 * t4P * t5 * t1P * k * k * t6 * t2P * (t3 * t3) - 12 * t4P * (t3 * t3) * t5 * t1P * k * t1 * t6 * t2P * t2 - 12 * t6 * t2P
* t2 * t1P * k * t4P * t5 - 12 * t4P * t2 * (t3 * t3) * t5 * t1P * k * t6 * t2P * t4 + 4 * t6 * t2P * t3 * t4 * t1P * k * k * t4P * t5 + 4
* t4P * t2 * t5 * t1P * k * k * t6 * t2P * (t3 * t3) + t4P * (t3 * t3) * t6 * t6 * t22kP * k * k * t2 + 8 * t42kP * t7 * t1 * (t3 * t3) * t2P
* k * k * t2 + 2 * t42kP * t3 * t6 * t6 * t2P * k * (t1 * t1) + 4 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * t23P + 16 * t23P * t3 * t42kP
* t2P * t6 * (t1 * t1) - 2 * t42kP * (t3 * t3) * t2P * k * t7 + 8 * t42kP * t1 * t6 * t2P * k * k * t3 - 4 * t42kP * t7 * t7 * t1 * t3 * t2P
* k * k + 8 * t42kP * t7 * t1 * t2P * k * t6 * t3 - 4 * t42kP * t7 * t7 * t3 * t2P * k * k * t2 + 4 * t42kP * t5 * t5 * t2P * k * t23P - 4 * t5
* t5 * t12kP * (t4 * t4) * t2P * (t2 * t2) * t3 - 8 * t42kP * t6 * t2P * k * t23P + 16 * t42kP * t2P * t23P * t5 * (t3 * t3) * t1 - 4
* t23P * t7 * t7 * t32kP * t2P + 4 * (t2 * t2) * t42kP * t2P * t6 + 8 * t23P * t42kP * t2P * t5 + 16 * t42kP * t7 * t2P
* k * t5 * t1 * t23P + 8 * t42kP * t5 * t1 * t2P * k * k * t3 - 0.32e2 * t42kP * t1 * t3 * t2P * k * t5 * t23P + 8 * (t2 * t2) * t42kP
* t2P * t5 * t1 - 2 * t4P * t4 * t22kP * k * k * t6 * t3 - 4 * t42kP * t2P * t23P * t5 * t5 * (t1 * t1) + t4P * (t1 * t1) * t6 * t6 * t22kP
* k * k * (t3 * t3) + 36 * t42kP * t1 * t6 * t6 * t2P * k * (t2 * t2) * t3 + 6 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * t2 * (t3 * t3) - 2 * t7 * t7
* t32kP * t2P * k * k * (t2 * t2) * t1 - 2 * t42kP * t1 * t6 * t6 * t2P * k * k * (t3 * t3) - 24 * t42kP * t1 * t2P * k * t2 * t7 - 8 * t23P
* t3 * t42kP * t2P * (t1 * t1) + 2 * t4P * t1 * t6 * t6 * t22kP * k * k * t2 - 8 * t42kP * (t1 * t1) * t2P * k * t23P * t7 - 2 * t5 * t5
* t12kP * t2P * (t2 * t2) * (t3 * t3) + 16 * t42kP * t5 * t2P * k * t7 * t23P * t3 + 4 * t42kP * t7 * (t3 * t3) * t2P * k * k * t2 + 2
* t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) - 16 * t23P * t3 * t1 * t2P * t42kP * t7 * t7 + 4 * t42kP * t2P * (t2 * t2) * t5
* (t3 * t3) * (t1 * t1) - 8 * t42kP * t2P * t23P * t5 * (t3 * t3) * t7 - 16 * t42kP * t2P * t23P * t5 * t6 * t1 - t7 * t3P * t6 * t22kP
* k * k * t2 * (t4 * t4) - t42kP * (t1 * t1) * t2P * k * k * (t3 * t3) * (t2 * t2) - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t7 + 4 * t42kP
* (t3 * t3) * t2P * k * t23P + 2 * t4P * t7 * (t1 * t1) * t3 * t4 * t22kP * k * k * t6 * t2 - 8 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2)
* t6 * t1 - 8 * t23P * t1 * t6 * t6 * t2P * t42kP + 8 * t42kP * (t1 * t1) * t6 * t2P * k * t23P * t5 - 4 * t23P * (t3 * t3) * t42kP
* t7 * t7 * t2P - 4 * (t2 * t2) * (t1 * t1) * t6 * t2P * t42kP * t7 + 4 * t4P * t3 * t4 * t6 * t6 * t22kP * k * k * t1 * t2 - 2 * t7 * t7 * t32kP
* t2P * k * k * t2 + t4P * (t3 * t3) * t4 * t6 * t6 * t22kP * k * k * t2 + 16 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * t23P * t3 + 6 * t4P
* t6 * t6 * t22kP * (t1 * t1) * t3 * t4 * (t2 * t2) + 16 * t4P * t2P * t23P * t5 * t3 * t7 * t3P * t1 + 2 * t7 * t3P * t2P * k * k * (t2
* t2) * t4P * t5 * (t1 * t1) * t3 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) * t3 + 2 * t7 * t7 * t3P * t2P * k * k * (t2 * t2)
* t4P * (t1 * t1) * t4 + 8 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * t1 * t4 - 12 * t7 * t7 * t3P * t2P * k * t2 * t4P * (t1 * t1) * t4
+ 4 * t4P * t5 * t5 * t1 * t4 * t2P * k * k * t1P * t2 + 2 * t4P * t5 * t5 * t1 * t4 * t2P * k * k * t1P + 3 * t4P * t6 * t6 * t22kP * (t1
* t1) * (t3 * t3) * t4 * (t2 * t2) + 8 * t5 * t5 * t1P * t23P * t2P * t4P * (t3 * t3) - 8 * t5 * t1P * t23P * t2P * t4P * (t3 * t3) - 16
* t5 * t1P * t23P * t2P * t7 * t3P * t4 * t3 + 0.32e2 * t6 * t22kP * t1 * t3 * t4 * k * t2 * t5 * t1P + 0.32e2 * t6 * t22kP * t1 * t3
* t4 * k * t2 * t4P - 24 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t4P * t7 * t4 + 12 * t6 * t22kP * t23P * t3 * t4P * t7 * t1 + 24 * t6 * t22kP
* t3 * k * (t2 * t2) * t5 * t1P * t4 - 16 * t6 * t22kP * (t1 * t1) * t3 * t4 * k * t2 * t4P * t7 + 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P
* t7 * t1 * (t2 * t2) - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t1 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) - 6 * t6 * t22kP
* (t3 * t3) * (t2 * t2) * t5 * t1P * t4 - 12 * t6 * t22kP * t3 * (t2 * t2) * t7 * t3P * t1 * t4 + 12 * t5 * t1P * t6 * t22kP * k * t3 * (t4
* t4) * (t2 * t2) + 16 * t5 * t1P * t6 * t22kP * k * (t3 * t3) * t4 * t2 + 16 * t5 * t1P * t6 * t22kP * k * t3 * (t4 * t4) * t2 - 2 * t6 * t22kP
* (t3 * t3) * k * t4P * t5 - 2 * t6 * t22kP * (t3 * t3) * k * t4P * t7 + 24 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t2 - 24 * t5 * t1P
* t1 * t3 * t4 * t2P * k * t4P * t7 * t2 + 12 * t6 * t22kP * t1 * k * (t2 * t2) * t5 * t1P * t4 + 24 * t6 * t22kP * t1 * k * (t2 * t2) * t7 * t3P
* t4 + 6 * t6 * t22kP * (t1 * t1) * k * (t2 * t2) * t4P + 4 * t4P * t5 * t5 * t2P * k * k * t2 * t1P + 2 * t4P * t5 * t5 * t1 * t4 * t2P * k
* k * t1P * (t2 * t2) + 8 * t6 * t6 * t23kP * k * t4 * t2 * t3 + 2 * t4P * t7 * t2P * k * k * t5 * t1P * t4 + 4 * t4P * t5 * t5 * t2P * (t2
* t2) * t1P + 8 * t4P * t5 * t5 * t2P * (t2 * t2) * t1P * t3 + 4 * t4P * t5 * t5 * t2P * (t2 * t2) * t1P * t4 - 12 * t6 * t22kP * t23P
* t3 * t4P * t1 + 3 * t6 * t6 * t22kP * t23P * (t3 * t3) * t4P * (t1 * t1) + 8 * t4P * t1 * t4 * t6 * t2P * t24P * t7 * t3P + 24 * t7
* t3P * t1 * t4 * t2P * k * t4P * t2 * t3 + 6 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * t7 * t1 - 4 * t6 * t6 * t23kP * t3 * (t2 * t2)
* t1 + 16 * t5 * t5 * t1P * t1 * t2P * t23P * t4P * t3 * t4 - 8 * t5 * t1P * t1 * t2P * t23P * t4P - 18 * t4P * t7 * t7 * t3 * t4
* t2P * k * t3P * (t2 * t2) + 12 * t6 * t6 * t22kP * t23P * t3 * t4P * t1 + 4 * t5 * t1P * t1 * t2P * t24P * t4P * t7 * t4 + 4 * t5
* t5 * t1P * t1 * t2P * t24P * t4P * t4 - 8 * t4P * t1 * t4 * t2P * t24P * t7 * t3P + 2 * t6 * t6 * t23kP * k * (t1 * t1) * t2 * (t3
* t3) * (t4 * t4) + 4 * t5 * t1P * t24P * t6 * t2P * t4P + 8 * t5 * t1P * t3 * t2P * k * t23P * t7 * t3P + 12 * t7 * t3P * t3 * (t4
* t4) * t2P * k * t5 * t1P * t2 - 8 * t5 * t1P * t1 * t2P * t23P * t7 * t3P * (t4 * t4) - 24 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P
* t1 * t2 - 12 * t6 * t22kP * t1 * k * (t2 * t2) * t4P * t7 * t4 - 2 * t4P * t3 * t4 * t2P * k * k * t7 * t3P * (t1 * t1) + 3 * t6 * t6 * t22kP
* t23P * (t3 * t3) * t4P - 6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * (t2 * t2) * t4P * t7 * t4 - 16 * t5 * t1P * t1 * t2P * t23P
* t7 * t3P * t4 + 8 * t5 * t5 * t1P * t1 * t2P * t23P * t4P * (t3 * t3) * t4 + 2 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1
* t1) - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 * t1 - 8 * t7 * t3P
* t2P * k * k * t2 * t5 * t1P * t3 * t4 * t1 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 * t4 * t1 - 4 * t4P * t3 * t4 * t2P * k
* k * t7 * t3P * t1 + 8 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * t1 * t3 * t4 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t4 * t1
+ 8 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * t1 * t4 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * t3 * t4 + 2 * t7 * t7 * t3P * t2P * k
* k * (t2 * t2) * t4P * (t1 * t1) * t3 * t4 + 12 * t6 * t22kP * t3 * k * (t2 * t2) * t4P * t4 - 12 * t4P * t5 * t5 * t4 * t2P * k * t1P * t2
* (t3 * t3) + 4 * t5 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t1 * (t2 * t2) + 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t7 * (t2
* t2) + 4 * t4P * t7 * (t3 * t3) * t2P * (t2 * t2) * t5 * t1P * t1 + 8 * t4P * t7 * (t3 * t3) * t2P * t23P * t5 * t1P + 4 * t4P * t7
* (t3 * t3) * t2P * (t2 * t2) * t5 * t1P * t4 - 2 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t1 * t4 - 24 * t4P * t5 * t1 * t2P * k * t2
* t7 * t3P * t3 + 8 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 * t4 - 4 * t5 * t1P * t1 * t2P * t24P * t4P * (t3 * t3) * t4 + 3
* t6 * t22kP * t23P * (t3 * t3) * t4P * t5 - 4 * t6 * t6 * t23kP * t4 * (t2 * t2) * t1 + 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P
+ 24 * t7 * t3P * t1 * t4 * t2P * k * t4P * t2 + 4 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * (t1 * t1) * t4 - 3 * t6 * t22kP * (t1 * t1)
* t23P * t4P + 6 * t4P * t7 * t6 * t22kP * t4 * (t2 * t2) * t1 + 8 * t5 * t1P * t1 * t6 * t2P * t24P * t4P * t3 * t4 + 24 * t4P
* t3 * t4 * t2P * k * t2 * t5 * t1P + 12 * t4P * (t3 * t3) * t4 * t2P * k * t2 * t5 * t1P - 16 * t6 * t22kP * t1 * (t3 * t3) * t4 * k * t2 * t4P
* t7 - 3 * t6 * t22kP * t3 * (t4 * t4) * t23P * t7 * t3P * (t1 * t1) - 24 * t7 * t7 * t3P * t2P * k * t2 * t4P * t1 - 16 * t7 * t7 * t3P
* t2P * k * t23P * t4P * t1 + 4 * t5 * t5 * t1P * t24P * t2P * t4P * (t3 * t3) + 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * t7
+ 18 * t7 * t3P * t2P * k * (t2 * t2) * t4P * t4 + 3 * t6 * t22kP * (t3 * t3) * t4 * t23P * t4P * t5 * (t1 * t1) + 2 * t6 * t22kP * t3
* k * t7 * t3P * (t4 * t4) + 4 * t6 * t22kP * t3 * k * t5 * t1P * (t4 * t4) + 2 * t6 * t22kP * (t3 * t3) * k * t4P * t4 - 4 * t5 * t1P * t3
* t4 * t2P * k * k * t4P * t1 - 8 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t2 + 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t7 * t1 + 8 * t5
* t1P * t3 * t4 * t2P * k * k * t4P * t7 * t2 - 16 * t4P * t5 * t5 * t4 * t2P * k * t1P * t23P * t3 + 0.32e2 * t7 * t3P * t6 * t22kP
* k * t3 * t4 * t2 * t1 + 8 * t7 * t3P * t6 * t22kP * k * t3 * (t4 * t4) * t2 + 16 * t7 * t3P * t6 * t22kP * k * t3 * (t4 * t4) * t2 * t1 + 12 * t7
* t3P * t6 * t22kP * k * t3 * t4 * (t2 * t2) + 24 * t7 * t3P * t6 * t22kP * k * t3 * t4 * (t2 * t2) * t1 + 6 * t7 * t3P * t6 * t22kP * k * t3
* (t4 * t4) * (t2 * t2) + 8 * t23P * t7 * t3P * t2P * t4P * t6 - 6 * t6 * t22kP * (t3 * t3) * k * (t2 * t2) * t4P * t5 * t4 - 6 * t6 * t22kP
* (t3 * t3) * k * (t2 * t2) * t4P * t7 * t4 + 6 * t6 * t22kP * k * (t2 * t2) * t4P * (t3 * t3) + 12 * t6 * t22kP * (t1 * t1) * t3 * k * (t2 * t2)
* t7 * t3P * t4 + 24 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t4P * t4 + 8 * t5 * t1P * t6 * t22kP * k * (t3 * t3) * (t4 * t4) * t2 - 24 * t7
* t7 * t3P * t2P * k * t2 * t4P * t1 * t3 - 36 * t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P * t1 * t3 + 16 * t4P * t7 * t7 * t3 * t2P * t23P
* t3P * t1 * t4 + 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t7 + 4 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * (t1 * t1) * t3 - 2 * t7 * t3P
* t2P * k * k * (t2 * t2) * t5 * t1P * t1 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 - 4 * t7 * t3P * t24P * t3 * t2P * t4P
* (t1 * t1) * t4 - 4 * t7 * t3P * t3 * t2P * (t2 * t2) * t5 * t1P - 8 * t7 * t3P * t3 * t2P * (t2 * t2) * t5 * t1P * t4 - 0.32e2 * t6 * t22kP
* t1 * t3 * t4 * k * t2 * t4P * t7 + 4 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * (t3 * t3) * t4 - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t7
* t3P * (t4 * t4) * t3 + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * t4 - 36 * t4P * t7 * t2P * k * t5 * t1P * t3 * (t2 * t2) * t1 - 18
* t4P * t7 * t2P * k * t5 * t1P * t4 * (t2 * t2) * t1 + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * t4 - 12 * t7 * t7 * t3P * t2P * k
* t2 * t4P * (t1 * t1) * t3 - 18 * t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P * (t1 * t1) * t4 - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P
* t3 * t1 - 8 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t3 * t4 - 16 * t7 * t7 * t3P * t2P * k * t23P * t4P * t1 * t4 - 8 * t5 * t1P * t1
* t2P * t24P * t7 * t3P * t4 - 16 * t5 * t1P * t1 * t2P * t23P * t7 * t3P * t4 * t3 + 36 * t5 * t1P * t4 * t2P * k * (t2 * t2) * t7
* t3P - 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t5 * t1P * t1 + 12 * t6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t1 * t4 + 3 * t6 * t6 * t22kP
* (t3 * t3) * (t2 * t2) * t4P * t4 + 12 * t6 * t22kP * t3 * (t2 * t2) * t4P * t7 * t1 * t4 - 4 * t7 * t3P * t3 * t2P * k * k * t4P * t1 + 4
* t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t1 * t3 * t4 - 16 * t6 * t6 * t22kP * t1 * t4 * k * t2 * t4P + 4 * t6 * t6 * t23kP * k * t2
* t3 - 12 * t7 * t7 * t3P * t2P * k * t2 * t4P * t4 + 8 * t7 * t3P * t2P * k * t23P * t4P * t4 + 4 * t6 * t6 * t23kP * k * t1 * t2 + 2 * t6
* t6 * t23kP * k * (t1 * t1) * t2 + 8 * t6 * t6 * t23kP * k * t1 * t2 * t4 + 4 * t6 * t6 * t23kP * k * (t1 * t1) * t2 * t4 + 12 * t5 * t1P * (t4 * t4)
* t2P * k * t2 * t7 * t3P + 18 * t5 * t1P * t4 * t2P * k * (t2 * t2) * t4P - 18 * t5 * t1P * t4 * t2P * k * (t2 * t2) * t4P * t7 + 8 * t4P
* t7 * t3 * t2P * t24P * t5 * t1P - 8 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * (t1 * t1) * t23P - 8 * t5 * t1P * t1 * t2P * t23P
* t4P * t4 - 4 * t5 * t1P * t1 * t2P * t24P * t4P * t4 + 2 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t7 * t1 - 4 * t5 * t1P * t2P
* k * k * t2 * t4P * t4 + 2 * t5 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t1 - 2 * t6 * t6 * t23kP * (t3 * t3) * (t2 * t2) * t1 - 4 * t5 * t1P
* t1 * t2P * t24P * t7 * t3P * t3 + 4 * t5 * t5 * t1P * t1 * t2P * t24P * t4P * (t3 * t3) * t4 - 4 * t5 * t1P * t1 * t2P * t24P
* t4P - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P + 6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * (t2 * t2) * t4P * t4 - 12 * t6 * t22kP
* (t1 * t1) * t3 * k * (t2 * t2) * t4P * t7 * t4 + 6 * t6 * t22kP * k * (t2 * t2) * t5 * t1P + 12 * t6 * t22kP * k * (t2 * t2) * t4P * t3 - 36
* t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P * t1 - 4 * t5 * t1P * t24P * t2P * t7 * t3P * (t4 * t4) - 4 * t5 * t1P * t24P * t2P
* t7 * t3P * (t4 * t4) * t3 - 6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * (t2 * t2) * t4P * t5 * t4 + 12 * t6 * t22kP * (t1 * t1) * t3 * k * (t2
* t2) * t4P - 8 * t4P * t6 * t6 * t22kP * k * t2 - 16 * t4P * t6 * t6 * t22kP * k * t2 * t1 + 6 * t6 * t22kP * (t4 * t4) * k * (t2 * t2) * t5
* t1P + 6 * t6 * t22kP * t23P * t3 * t4P * t7 * t4 - 4 * t7 * t3P * t2P * k * k * t2 * t4P + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P
* (t1 * t1) + 4 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * (t1 * t1) - 4 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) * t4 - 2 * t4P * t5
* t2P * k * t7 * t3P * (t1 * t1) * t3 - 2 * t4P * t5 * t5 * t2P * k * t1P * (t3 * t3) * t1 - 12 * t4P * t5 * t2P * k * t7 * t3P * t2 * t3 - 2
* t4P * t5 * t5 * t2P * k * t1P * t1 - 2 * t4P * t5 * t2P * k * t7 * t3P * (t1 * t1) - 12 * t4P * t7 * t2P * k * t5 * t1P * t2 * t4
* t1 - 24 * t4P * t7 * t2P * k * t5 * t1P * t2 * t3 * t1 - 12 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * (t2 * t2) * t3 - 16 * t4P * t5 * t6
* t22kP * k * (t1 * t1) * t2 * t3 - 2 * t7 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P + 3 * t6 * t22kP * (t1 * t1) * t23P * t4P * t7
+ 3 * t6 * t6 * t22kP * (t1 * t1) * t23P * t4P - 4 * t4P * t2P * (t2 * t2) * t5 * t1P * (t3 * t3) - 4 * t4P * t2P * (t2 * t2) * t5
* t1P - 8 * t4P * t2P * (t2 * t2) * t5 * t1P * t3 + 6 * t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t5 * t1P + 24 * t6 * t22kP * t1
* t3 * k * (t2 * t2) * t5 * t1P * t4 - 18 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * t7 * (t2 * t2) - 2 * t7 * t3P * t2P * k * k * (t2
* t2) * t5 * t1P * (t4 * t4) - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t3 * (t4 * t4) + 12 * t4P * t3 * t4 * t2P * k * t2 * t7 * t3P - 36
* t4P * t5 * t5 * t4 * t2P * k * t1P * t3 * (t2 * t2) + 8 * t5 * t1P * t3 * t2P * k * k * t4P * t7 * t1 * t2 - 4 * t5 * t1P * (t3 * t3) * t2P
* k * k * t4P * t1 * t2 - 2 * t4P * t5 * t2P * k * t7 * t3P * t4 * t3 + 24 * t5 * t1P * t1 * t3 * t4 * t2P * k * t7 * t3P * t2 + 2 * t5 * t1P
* t1 * t3 * (t4 * t4) * t2P * k * t7 * t3P - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t6 - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P
* t6 * t3 + 16 * t5 * t1P * t23P * t6 * t2P * t4P * t3 * t4 + 4 * t5 * t1P * t24P * t6 * t2P * t4P * t4 + 6 * t6 * t6 * t22kP * t23P
* t3 * t4P * t4 + 8 * t4P * t5 * t24P * t4 * t2P * t7 * t3P * t1 + 3 * t4P * t6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * (t2 * t2) + 6 * t6
* t22kP * t23P * t3 * t4P * t5 * t4 + 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t7 * t1 + 4 * t5 * t1P * (t3 * t3) * t4 * t2P
* k * k * t4P * t7 * t1 * t2 + 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t7 * (t2 * t2) + 4 * t5 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P
* t1 * t2 + 8 * t5 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t1 * t2 - 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * t4 + 16 * t4P * t7 * t3
* t2P * t23P * t5 * t1P * t1 - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t3 - 8 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t4 - 8 * t7
* t3P * t2P * k * k * t2 * t4P * t1 * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5
* t1P * (t4 * t4) * t1 - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t3 * (t4 * t4) * t1 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1
* t1) * t4 - 6 * t6 * t22kP * t23P * t3 * t5 * t1P * (t4 * t4) - 16 * t6 * t22kP * t3 * k * t2 * t4P * t7 - 2 * t7 * t3P * (t1 * t1) * t4
* t2P * k * t4P * t5 - 4 * t7 * t7 * t3P * t1 * t4 * t2P * k * t4P * t3 + 3 * t6 * t22kP * (t1 * t1) * t23P * t4P * t5 - 4 * t7 * t3P
* t1 * t4 * t2P * k * t4P * t5 * t3 - 12 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P * t3 + 2 * t6 * t6 * t23kP * k * t2 * (t3 * t3) + 8 * t4P
* t7 * t7 * t3 * t2P * t23P * t3P * t4 - 8 * t4P * t7 * t2P * k * t5 * t1P * t23P * t4 * t1 - 16 * t4P * t7 * t2P * k * t5 * t1P
* t23P * t3 * t1 - 8 * t5 * t1P * t24P * t2P * t7 * t3P * t4 * t3 + 6 * t5 * t1P * t6 * t22kP * k * (t3 * t3) * (t4 * t4) * (t2 * t2) - 12
* t6 * t22kP * t1 * k * (t2 * t2) * t4P * t5 * t4 + 6 * t6 * t22kP * t1 * k * (t2 * t2) * t5 * t1P * (t4 * t4) + 12 * t6 * t22kP * t1 * k * (t2
* t2) * t7 * t3P * (t4 * t4) + 6 * t6 * t22kP * (t1 * t1) * k * (t2 * t2) * t4P * t4 + 12 * t4P * t2P * k * t5 * t1P * t2 + 2 * t4P * t2P
* k * t5 * t1P + 2 * t4P * t2P * k * t7 * t3P + 2 * t4P * t2P * k * t5 * t1P * t4 + 8 * t6 * t22kP * t3 * k * t2 * t7 * t3P - 2 * t4P
* t7 * t2P * k * t5 * t1P - 3 * t5 * t1P * t6 * t22kP * (t2 * t2) + 4 * t4P * t2P * k * t7 * t3P * t1 - 8 * t6 * t22kP * (t3 * t3) * k
* t2 * t4P * t7 - 8 * t6 * t22kP * (t3 * t3) * k * t2 * t4P * t5 - 0.32e2 * t6 * t6 * t22kP * t3 * k * t2 * t4P * t1 - 16 * t6 * t6 * t22kP
* t3 * k * t2 * t4P * (t1 * t1) + 2 * t6 * t22kP * t1 * k * t5 * t1P + 4 * t6 * t22kP * t1 * k * t7 * t3P + 2 * t6 * t22kP * (t1 * t1) * k * t7
* t3P + 2 * t6 * t22kP * (t1 * t1) * k * t4P - 2 * t6 * t22kP * (t1 * t1) * k * t4P * t7 - 2 * t6 * t6 * t22kP * (t1 * t1) * k * t4P - 2
* t6 * t22kP * (t1 * t1) * k * t4P * t5 + 4 * t6 * t22kP * t1 * k * t4P + 3 * t6 * t22kP * t23P * t4P * t7 * t4 + 3 * t6 * t22kP * t23P
* t4P * t5 * t4 + 3 * t6 * t6 * t22kP * t23P * t4P * t4 - 3 * t6 * t22kP * t23P * t5 * t1P * (t4 * t4) + 8 * t5 * t5 * t1P * t1 * t2P
* t24P * t4P * t3 * t4 - 4 * t5 * t1P * t1 * t2P * t24P * t7 * t3P * (t4 * t4) * t3 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P + 8
* t7 * t7 * t3P * t2P * k * k * t2 * t4P * t1 * t4 + 2 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t4 + 2 * t7 * t3P * t2P * k * k * (t2
* t2) * t4P * t5 * t4 + 6 * t6 * t22kP * t23P * t3 * t4P * t5 * (t1 * t1) * t4 - 2 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t1 - 4 * t5
* t1P * t2P * k * k * t2 * t4P * t1 + 4 * t5 * t1P * t2P * k * k * t2 * t4P * t7 * t1 + 4 * t5 * t5 * t1P * t2P * k * k * t2 * t4P * t1
+ 36 * t7 * t3P * t3 * t4 * t2P * k * t5 * t1P * (t2 * t2) + 8 * t6 * t6 * t23kP * k * t1 * t2 * t3 - 4 * t5 * t1P * t1 * t2P * t24P * t7
* t3P - 8 * t5 * t1P * t1 * t2P * t24P * t4P * t3 + 6 * t6 * t22kP * (t3 * t3) * t4 * t23P * t4P * t5 * t1 + 2 * t4P * t7 * t4 * t22kP
* k * k * t2 * t6 * t1 + 6 * t6 * t6 * t22kP * t23P * t3 * t4P + 8 * t4P * t2P * (t2 * t2) * t5 * t3 * t7 * t3P * t1 + 4 * t7 * t3P * t6 * t2P
* k * k * t2 * t4P * t4 - 6 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * (t2 * t2) + 18 * t4P * (t1 * t1) * t3 * t4 * t2P * k * (t2 * t2) * t7 * t3P
+ 3 * t4P * t6 * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) + 6 * t6 * t22kP * t23P * t3 * t4P * t5 - 6 * t7 * t3P * t6 * t22kP * t1 * t3
* (t4 * t4) * (t2 * t2) + 16 * t4P * t1 * t3 * t4 * t2P * k * t23P * t7 * t3P + 16 * t5 * t1P * t4 * t2P * k * t23P * t7 * t3P - 2 * t4P
* t7 * (t3 * t3) * t4 * t2P * k * t5 * t1P - 18 * t4P * t5 * (t1 * t1) * t2P * k * (t2 * t2) * t7 * t3P * t3 - t6 * t6 * t23kP * (t1 * t1)
* (t4 * t4) * (t2 * t2) - 4 * t6 * t6 * t23kP * (t1 * t1) * t4 * (t2 * t2) * t3 - 2 * t6 * t22kP * (t1 * t1) * t4 * k * t4P * t7 + 4 * (t2 * t2) * t7
* t7 * t3P * t2P * t4P - 2 * t7 * t3P * t3 * t4 * t2P * k * k * t4P - 2 * t7 * t3P * t3 * t2P * k * t4P * t6 * (t1 * t1) + 8 * t7 * t7
* t3P * t2P * k * k * t2 * t4P * t1 * t3 + 4 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 * t3 - 4 * t4P * t1 * t2P * k * k * t7 * t3P
* t4 - 18 * t4P * t5 * t2P * k * t7 * t3P * (t2 * t2) * t3 + 36 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * (t2 * t2) + 16 * t5 * t1P * t1
* t3 * t4 * t2P * k * t4P * t23P + 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P - 16 * t4P * t5 * t6 * t22kP * k * t4 * t2 * t1 - 16 * t4P
* t5 * t6 * t22kP * k * t4 * t2 * t3 + 2 * t4P * (t1 * t1) * t6 * t2P * k * k * t7 * t3P * t3 - 18 * t5 * t1P * (t3 * t3) * t2P * k * (t2 * t2)
* t4P * t6 - 12 * t4P * t7 * t2P * k * t5 * t1P * t2 * t1 - 24 * t4P * t7 * t2P * k * t5 * t1P * t2 * t3 * t4 - 4 * t4P * (t1 * t1) * t4
* t2P * t24P * t7 * t3P - 18 * t5 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * (t2 * t2) - 2 * t6 * t6 * t23kP * (t1 * t1) * (t4
* t4) * (t2 * t2) * t3 + 8 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P * t1 + 2 * t6 * t22kP * t1 * (t4 * t4) * k * t5 * t1P + 8 * t4P * t7
* (t3 * t3) * t2P * t23P * t5 * t1P * t4 + 4 * t4P * t7 * (t3 * t3) * t2P * t24P * t5 * t1P * t1 + 8 * t4P * t7 * t3 * t2P * t24P
* t5 * t1P * t4 * t1 + 2 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t7 * t1 * (t2 * t2) - 12 * t4P * t7 * t7 * t3 * t4 * t2P * k * t3P * t2 - 3
* t6 * t22kP * t23P * (t3 * t3) * t4P * (t1 * t1) * t4 - 12 * t4P * t5 * t5 * t2P * k * t1P * t2 - 2 * t4P * t5 * t5 * t2P * k * t1P - 2
* t4P * t5 * t2P * k * t7 * t3P - 4 * t4P * t5 * t5 * t2P * k * t1P * t3 - 2 * t4P * t5 * t5 * t2P * k * t1P * t4 - 4 * t4P * t5 * t2P
* k * t7 * t3P * t1 - 12 * t4P * t5 * t2P * k * t7 * t3P * t2 - 2 * t4P * t5 * t2P * k * t7 * t3P * t4 + 2 * t7 * t3P * t6 * t2P * k * k
* (t2 * t2) * t4P * (t1 * t1) - 8 * t24P * t3 * t4P * t2P * t7 * t3P * t1 - 16 * t4P * t7 * t6 * t22kP * k * t2 * t1 + 2 * t4P * t5
* t3 * t4 * t2P * k * k * t7 * t3P - 6 * t6 * t22kP * t23P * t3 * t5 * t1P - t42kP * (t1 * t1) * t6 * t6 * t2P * k * k * (t3 * t3) - 4 * (t2
* t2) * t3 * t4P * t2P * t7 * t3P - 8 * t23P * t3 * t4P * t2P * t7 * t3P + 12 * t7 * t3P * t6 * t22kP * k * t3 * (t4 * t4) * (t2
* t2) * t1 + 4 * t4P * t5 * t5 * t2P * (t2 * t2) * t1P * (t3 * t3) + 6 * t4P * t6 * t6 * t22kP * t1 * t4 * (t2 * t2) + 12 * t5 * t1P * t1
* (t3 * t3) * t4 * t2P * k * t4P * t2 + 4 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 + 12 * t5 * t1P * t6 * t22kP * k * (t3 * t3)
* t4 * (t2 * t2) - 8 * (t2 * t2) * t3 * t4P * t2P * t7 * t3P * t1 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t3 * t4 + 4 * t7
* t3P * t2P * k * k * t2 * t4P * t5 * t4 - 4 * t7 * t3P * t2P * k * k * t2 * t4P * t3 * t4 - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P
* (t4 * t4) - 4 * t6 * t6 * t23kP * t3 * t4 * (t2 * t2) - 2 * t6 * t6 * t23kP * t3 * (t4 * t4) * (t2 * t2) - 4 * t6 * t6 * t23kP * t3 * (t4 * t4)
* (t2 * t2) * t1 - 8 * t7 * t3P * t2P * k * k * t2 * t4P * t1 * t4 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) * t4 + 4 * t5 * t5 * t1P
* t24P * t2P * t4P * (t3 * t3) * t4 - 8 * t5 * t1P * t23P * t2P * t4P * t4 + 12 * t4P * t5 * t6 * t22kP * (t2 * t2) * t1 * t3
+ 12 * t4P * t5 * t6 * t22kP * t23P * t1 * t3 - 8 * t7 * t7 * t3P * t2P * k * t23P * t4P + 4 * t6 * t6 * t23kP * k * t1 * t2 * (t3 * t3)
+ 2 * t6 * t6 * t23kP * k * (t1 * t1) * t2 * (t3 * t3) + 8 * t6 * t6 * t23kP * k * t1 * t2 * (t3 * t3) * t4 + 4 * t6 * t6 * t23kP * k * (t1 * t1) * t2
* (t3 * t3) * t4 - 8 * t5 * t1P * t1 * t2P * t23P * t7 * t3P * t3 - 8 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * t4 * t3 - 4 * t7 * t3P
* t3 * t2P * k * t4P * t6 * t1 + 4 * t4P * t7 * t4 * t2P * (t2 * t2) * t5 * t1P - 2 * t4P * t7 * t7 * (t1 * t1) * t2P * k * t3P * t3 - 18
* t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P * (t1 * t1) + 16 * t5 * t1P * t3 * t2P * k * t23P * t4P + 24 * t5 * t1P * t3 * t2P * k
* t2 * t4P - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * (t3 * t3) - 3 * t6 * t22kP * t23P * t3 * t7 * t3P + 2 * t6 * t22kP * (t1
* t1) * (t4 * t4) * k * t7 * t3P - 12 * t6 * t22kP * t3 * k * (t2 * t2) * t4P * t7 * t4 + 8 * t4P * t7 * t7 * t3 * t2P * t24P * t3P * t1
* t4 + 16 * t4P * t7 * t3 * t2P * t23P * t5 * t1P * t4 + 8 * t4P * t7 * t3 * t2P * t24P * t5 * t1P * t1 - 4 * t5 * t1P * t1 * t2P
* (t2 * t2) * t7 * t3P * t3 + 8 * t6 * t22kP * k * t2 * t5 * t1P + 2 * t4P * t3 * t4 * t6 * t2P * k * k * t7 * t3P + 36 * t7 * t3P * t1 * t4
* t2P * k * t4P * (t2 * t2) - 6 * t6 * t22kP * t23P * t3 * t4P - 8 * t4P * t7 * t7 * t3 * t4 * t2P * k * t3P * t23P - 6 * t6 * t22kP
* t4 * (t2 * t2) * t5 * t1P - 3 * t6 * t22kP * (t4 * t4) * (t2 * t2) * t5 * t1P - 3 * t6 * t22kP * (t4 * t4) * (t2 * t2) * t7 * t3P + 6 * t6
* t22kP * (t4 * t4) * k * (t2 * t2) * t7 * t3P + 6 * t6 * t22kP * t1 * t23P * t4P * t7 * t4 + 6 * t6 * t22kP * t3 * (t2 * t2) * t4P
* t7 + 6 * t6 * t6 * t22kP * t3 * (t2 * t2) * t4P - 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * (t1 * t1) * t4 - 36 * t5 * t1P * t1 * t3
* t4 * t6 * t2P * k * t4P * (t2 * t2) - 16 * t5 * t1P * t1 * t3 * t4 * t6 * t2P * k * t4P * t23P + 2 * t4P * t2P * k * t5 * t1P * t4
* t1 + 8 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * t1 * t4 - 8 * t6 * t22kP * t1 * t3 * k * t4P * t5 * t4 - 8 * t6 * t6 * t22kP * t1 * t3 * k
* t4P * t4 - 8 * t6 * t22kP * t1 * t3 * k * t4P * t7 * t4 + 4 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t4 + 4 * t6 * t22kP * t1 * t3 * k * t7
* t3P * (t4 * t4) + 4 * t6 * t22kP * t1 * t3 * k * t5 * t1P * (t4 * t4) + 4 * t6 * t22kP * t1 * (t3 * t3) * k * t4P * t4 - 12 * t7 * t3P * t6
* t22kP * t1 * t4 * t23P + 4 * t4P * (t1 * t1) * t4 * t6 * t2P * t24P * t7 * t3P - 12 * t5 * t1P * t2P * k * t2 * t4P * t7 - 4 * t5
* t1P * t3 * t2P * k * k * t4P - 12 * t7 * t7 * t3P * t2P * k * t2 * t4P * t3 - 4 * t6 * t22kP * t3 * k * t4P * t7 - 4 * t6 * t6 * t22kP
* t3 * k * t4P - 4 * t6 * t22kP * t3 * k * t4P * t5 - 36 * t4P * t5 * t1 * t2P * k * (t2 * t2) * t7 * t3P * t3 + 4 * (t2 * t2) * t7 * t7 * t3P
* t2P * t4P * t3 + 36 * t4P * t1 * t3 * t2P * k * t7 * t3P * (t2 * t2) + 8 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * t1 + 4 * t6 * t22kP
* t1 * (t3 * t3) * k * t5 * t1P * t4 + 3 * t6 * t6 * t22kP * t4 * (t2 * t2) * t4P + 3 * t6 * t22kP * t4 * (t2 * t2) * t4P * t5 - 4 * t5 * t1P
* t3 * t2P * k * k * t4P * (t2 * t2) - 8 * t4P * t6 * t2P * k * t23P * t5 * t1P - 8 * t4P * t6 * t2P * k * t23P * t7 * t3P + 18
* t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * (t2 * t2) + 8 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t23P - 4 * t6 * t22kP * t1
* t4 * k * t4P * t5 - 36 * t5 * t5 * t1P * t1 * t3 * t2P * k * (t2 * t2) * t4P + 8 * t4P * t1 * t4 * t6 * t2P * (t2 * t2) * t7 * t3P * t3 - 6
* t7 * t3P * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) + 4 * t4P * t4 * t6 * t2P * (t2 * t2) * t5 * t1P + 8 * t4P * t4 * t6 * t2P * (t2
* t2) * t5 * t1P * t3 - 2 * t5 * t1P * (t3 * t3) * t2P * k * t4P * t7 - 2 * t7 * t3P * t3 * t2P * k * k * t4P * (t1 * t1) - 6 * t6 * t22kP
* k * (t2 * t2) * t4P * t7 * (t3 * t3) + 8 * t4P * t3 * t2P * k * t7 * t3P * t23P - 6 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * t4 * (t2
* t2) - 12 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * t4 * (t2 * t2) * t3 + 4 * t6 * t22kP * (t1 * t1) * t4 * k * t7 * t3P + 8 * t7 * t3P * t1
* (t4 * t4) * t2P * k * t5 * t1P * t23P + 4 * t7 * t3P * t4 * t2P * k * t5 * t1P - 16 * t4P * t5 * t1 * t2P * k * t23P * t7 * t3P
* t3 + 12 * t7 * t3P * t2P * k * t2 * t4P * (t1 * t1) + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t4 - 18 * t7 * t7 * t3P * t2P
* k * (t2 * t2) * t4P * t3 + 4 * t4P * t7 * t2P * (t2 * t2) * t5 * t1P - 3 * t7 * t3P * t6 * t22kP * (t1 * t1) * (t2 * t2) - 3 * t6 * t22kP
* (t1 * t1) * (t2 * t2) * t7 * t3P * (t4 * t4) - 8 * t4P * t7 * t6 * t22kP * k * (t1 * t1) * t4 * t2 + 12 * t6 * t22kP * t1 * k * (t2 * t2) * t7
* t3P + 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * t7 * t4 + 2 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t3 - 4 * t7 * t3P * t2P
* k * k * t2 * t4P * t4 + 12 * t6 * t22kP * t23P * t3 * t4P * t5 * t1 * t4 + 8 * t7 * t3P * t6 * t22kP * k * (t1 * t1) * t3 * t2 + 2 * t7 * t3P
* t2P * k * k * (t2 * t2) * t4P * t5 * (t1 * t1) * t4 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) * t3 * t4 - 8 * t7 * t3P * t2P
* k * k * t2 * t5 * t1P * t4 * t1 + 4 * t4P * t5 * t5 * (t3 * t3) * t4 * t2P * (t2 * t2) * t1P - 2 * t4P * t1 * t2P * k * k * t5 * t1P * t4
+ 4 * t24P * t3 * (t1 * t1) * t2P * t4P * t7 * t7 * t3P - 8 * t6 * t22kP * (t3 * t3) * k * t4P * t5 * t2 * t4 + 24 * t7 * t3P * t3 * t4
* t2P * k * t5 * t1P * t2 + 8 * t6 * t22kP * k * t2 * t7 * t3P + 16 * t6 * t22kP * k * t2 * t7 * t3P * t1 + 6 * t6 * t22kP * k * (t2 * t2)
* t7 * t3P - 6 * t6 * t22kP * t1 * t23P * t4P - 6 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t5 * t1P * t4 * t1 - 8 * t6 * t22kP * t1 * t3
* k * t4P * t7 - 8 * t6 * t6 * t22kP * t1 * t3 * k * t4P - 8 * t6 * t22kP * t1 * t3 * k * t4P * t5 + 18 * t5 * t1P * t1 * t3 * (t4 * t4) * t2P
* k * t7 * t3P * (t2 * t2) - 12 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * t1 * (t3 * t3) + 4 * t5 * t5 * t1P * t3 * t2P * k * k * t4P * t1 * (t2
* t2) + 2 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t3 - 4 * t4P * t4 * t2P * (t2 * t2) * t5 * t1P - 8 * t4P * t4 * t2P
* (t2 * t2) * t5 * t1P * t3 + 3 * t6 * t22kP * (t1 * t1) * (t3 * t3) * t23P * t4P * t5 + 6 * t6 * t22kP * (t1 * t1) * t3 * t23P * t4P
* t5 + 6 * t6 * t22kP * t1 * (t3 * t3) * t23P * t4P * t5 + 3 * t6 * t22kP * (t1 * t1) * (t3 * t3) * (t2 * t2) * t4P * t5 + 6 * t6 * t22kP
* (t1 * t1) * t3 * k * (t2 * t2) * t7 * t3P * (t4 * t4) + 2 * t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P * (t4 * t4) + 4 * t4P * t2P * t24P
* t5 * t3 * t7 * t3P + 4 * t6 * t6 * t23kP * k * t4 * t2 + 6 * t4P * t6 * t6 * t22kP * (t2 * t2) * t1 - 4 * t5 * t1P * t3 * t2P * k * t4P
* t7 - 3 * t6 * t22kP * t4 * (t2 * t2) * t4P - 4 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t7 - 4 * t6 * t6 * t22kP * (t1 * t1) * t3 * k * t4P - 4
* t6 * t6 * t22kP * t1 * (t3 * t3) * k * t4P - 4 * t6 * t22kP * t1 * (t3 * t3) * k * t4P * t5 - 4 * t6 * t22kP * (t1 * t1) * t3 * k * t4P
* t5 - 4 * t6 * t22kP * t1 * (t3 * t3) * k * t4P * t7 - 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t4 + 4 * t7 * t7 * t3P * t3 * t4 * t2P * (t2
* t2) * t4P * (t1 * t1) + 2 * t4P * (t1 * t1) * t6 * t2P * k * k * t7 * t3P + 4 * t4P * t1 * t6 * t2P * k * k * t7 * t3P * t4 + 2 * t5 * t1P
* (t3 * t3) * t4 * t6 * t2P * k * k * t4P * (t2 * t2) + 4 * t5 * t1P * t3 * t4 * t6 * t2P * k * k * t4P * t1 * (t2 * t2) + 2 * t5 * t1P * (t3
* t3) * t2P * k * k * t4P * t7 * t1 + 2 * t5 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * (t2 * t2) + 2 * t5 * t1P * (t3 * t3) * t2P * k * k
* t4P * t6 * (t2 * t2) + 8 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t5 * t1 + 4 * t4P * (t1 * t1) * t4 * t6 * t2P * (t2 * t2) * t7 * t3P
* t3 + 2 * t5 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t1 + 4 * t5 * t5 * t1P * t3 * t2P * k * k * t4P * (t2 * t2) + 4 * t5 * t5 * t1P * (t3
* t3) * t2P * k * k * t4P * t2 + 4 * t5 * t1P * t3 * t2P * k * k * t4P * t6 * (t2 * t2) + 12 * t5 * t1P * t3 * t2P * k * t2 * t7 * t3P - 36
* t5 * t1P * t3 * t2P * k * (t2 * t2) * t4P * t6 + 4 * t5 * t1P * t3 * t2P * k * k * t4P * t7 * (t2 * t2) + 4 * t7 * t3P * t3 * t4 * t2P
* (t2 * t2) * t4P * t5 * (t1 * t1) + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * (t1 * t1) * t4 - 8 * t4P * t5 * t5 * t4 * t2P * k * t23P
* t1P + 4 * t7 * t3P * t24P * t3 * t6 * t2P * t4P * (t1 * t1) * t4 + 4 * t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P * t4 - 4 * t5 * t1P
* t2P * k * k * t4P * t2 + 4 * t5 * t1P * t2P * k * k * t4P * t7 * t2 - 16 * t23P * t3 * t4P * t2P * t7 * t3P * t1 - 24 * t7 * t3P
* t6 * t2P * k * t2 * t4P * t1 * t4 - 12 * t5 * t5 * t1P * t1 * (t3 * t3) * t2P * k * t2 * t4P + 4 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P
* t4 + 8 * t4P * t2P * t23P * t5 * t3 * t7 * t3P * (t1 * t1) - 16 * t4P * t5 * t1 * t2P * k * t23P * t7 * t3P + 8 * t4P * t5 * t23P
* t4 * t2P * t7 * t3P - 2 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * (t2 * t2) - t42kP * t5 * t5 * t2P * k * k * (t2 * t2) * (t1 * t1)
+ 18 * t42kP * t5 * t5 * t2P * k * t3 * (t2 * t2) - 4 * t23P * t7 * t7 * t32kP * t2P * (t1 * t1) - 16 * t42kP * t5 * t3 * t2P * k * k
* t2 * t7 * t1 + 2 * t42kP * t5 * t2P * k * k * (t2 * t2) - 4 * t5 * t5 * t12kP * t2P * (t2 * t2) * t3 + 36 * t42kP * t7 * t2P * k * t5 * (t1
* t1) * (t2 * t2) * t3 - 8 * t24P * t3 * t1 * t2P * t42kP * t7 * t7 - t5 * t1P * t6 * t22kP * k * k * t2 * t1 - t42kP * t5 * t5 * (t1 * t1)
* t2P * k * k - 8 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t6 * t1 - 2 * t5 * t5 * t12kP * t24P * t2P * (t3 * t3) * (t4 * t4) - 4 * t42kP
* t2P * t24P * t5 * t5 * t3 + 16 * t42kP * t1 * t6 * t6 * t2P * k * t23P * t3 + 16 * t42kP * t1 * t6 * t2P * k * t23P * t5 + 8 * (t2
* t2) * t3 * t42kP * t2P * t6 * (t1 * t1) - 4 * t42kP * t7 * (t1 * t1) * t2P * k * k * t6 * t2 - 4 * t42kP * t1 * t6 * t6 * t2P * k * k * t3
* (t2 * t2) + 16 * t23P * t42kP * t2P * t6 * t1 + 6 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * t2 + 18 * t42kP * t5 * t2P * k * t7 * (t3
* t3) * (t2 * t2) - t7 * t7 * t32kP * t2P * k * k * (t2 * t2) * (t1 * t1) * (t4 * t4) + t5 * t5 * t12kP * (t3 * t3) * t2P * k - 4 * t42kP
* t5 * t2P * k * k * t2 * t6 + 2 * t42kP * (t1 * t1) * t6 * t2P * k * k * (t3 * t3) * (t2 * t2) + 8 * t42kP * t5 * t3 * t2P * k * k * t2 * (t1 * t1) - 2
* t5 * t5 * t12kP * t4 * t2P * k * k + 16 * t23P * t3 * t42kP * t2P * t7 * (t1 * t1) - 24 * t42kP * t3 * t2P * k * t5 * t2 + 8 * (t2 * t2)
* t3 * t42kP * t2P * t7 * (t1 * t1) + t4P * t7 * (t1 * t1) * (t3 * t3) * t22kP * k * k * t6 * t2 + 4 * t4P * t7 * t1 * t3 * t4 * t22kP * k
* k * t6 * t2 + 4 * t7 * t7 * t32kP * (t1 * t1) * (t4 * t4) * t2P * k * t23P + 2 * t6 * t6 * t23kP * t3 * k * (t4 * t4) + 18 * t42kP * t1 * (t3
* t3) * t2P * k * (t2 * t2) - 2 * t42kP * (t3 * t3) * t6 * t6 * t2P * k * k * t2 + 8 * t7 * t7 * t32kP * (t1 * t1) * t4 * t2P * k * t23P + 18
* t7 * t7 * t32kP * t2P * k * (t2 * t2) * t4 + 8 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2) * t1 + 0.9e1 * t42kP * t7 * t7 * t2P * k * (t2
* t2) + t4P * t5 * t22kP * k * k * t2 * t6 - 8 * (t2 * t2) * t7 * t7 * t32kP * t2P * t1 * t4 - 8 * t42kP * t1 * t3 * t2P * k * t6 - 2 * t42kP
* t5 * t5 * (t3 * t3) * t2P * k * k * t2 + 18 * t42kP * t6 * t2P * k * (t2 * t2) * t7 * (t3 * t3) + 24 * t42kP * t7 * t2P * k * t5 * t1 * t2 * (t3
* t3) + 2 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * (t2 * t2) + 8 * (t2 * t2) * (t3 * t3) * t42kP * t2P * t6 * t1 - 8 * t42kP * (t1
* t1) * t6 * t2P * k * t23P * (t3 * t3) + 8 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t1 - 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * (t1
* t1) - 8 * t42kP * t3 * t6 * t2P * k * k * t7 * t2 - 4 * t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) * t6 * (t1 * t1) - 8 * t42kP * t5 * t1 * t2P
* k * k * t6 * t3 + 4 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * t23P + 4 * t6 * t6 * t23kP * t1 * t4 * k + 8 * t42kP * t3 * t6 * t2P * k * k
* t2 - t7 * t3P * t22kP * k * k * t6 - 4 * t23P * (t3 * t3) * (t1 * t1) * t2P * t42kP * t7 * t7 - t4P * (t3 * t3) * t4 * t22kP * k * k
* t2 * t6 + 8 * t42kP * t7 * t7 * t2P * k * t23P * t3 - t4P * (t1 * t1) * t22kP * k * k * t6 * t2 + 0.9e1 * t5 * t5 * t12kP * t2P * k
* (t2 * t2) + 2 * t4P * t5 * (t1 * t1) * t22kP * k * k * t6 * t3 - 2 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * k * t2 - 2 * t5 * t1P * t4 * t6 * t22kP
* k * k - 8 * t23P * t7 * t7 * t32kP * t2P * t1 * (t4 * t4) + 4 * t6 * t6 * t23kP * t1 * (t3 * t3) * k * t4 - 2 * t7 * t3P * t3 * (t4 * t4) * t22kP
* k * k * t6 * t1 - 4 * t24P * t3 * (t1 * t1) * t2P * t42kP * t7 * t7 + 8 * t42kP * t6 * t2P * k * t23P * t7 * (t3 * t3) + 2 * t4P * t5
* t1 * t22kP * k * k * t6 * t4 + 12 * t42kP * t7 * t7 * t2P * k * t1 * t2 * (t3 * t3) + 4 * t24P * t42kP * t2P * t5 * (t1 * t1) - 2 * t24P
* (t1 * t1) * t2P * t42kP * t7 * t7 - 2 * t5 * t5 * t12kP * t3 * t2P * k * k * (t2 * t2) + t4P * t7 * (t1 * t1) * (t3 * t3) * t4 * t22kP
* k * k * t6 * t2 + 6 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t2 * (t3 * t3) - 2 * t42kP * (t1 * t1) * t2P * k * k * t3 * (t2 * t2) + 2 * t4P
* t7 * t1 * t22kP * k * k * t6 * t2 + 2 * t42kP * t7 * (t1 * t1) * t2P * k * t5 * (t3 * t3) - 2 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * k * (t2
* t2) * t3 - 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * (t3 * t3) + t42kP * t7 * t7 * (t3 * t3) * t2P * k + 8 * t42kP * t5 * t3 * t2P * k * k
* t2 - 4 * t7 * t7 * t32kP * t2P * k * k * (t2 * t2) * t1 * t4 - t7 * t7 * t32kP * (t4 * t4) * t2P * k * k * (t1 * t1) + 8 * t42kP * t6 * t2P
* k * t23P * t5 + 4 * t42kP * t5 * t2P * k * k * t3 + 4 * t42kP * t1 * t6 * t2P * k * k * (t2 * t2) - 4 * t24P * t1 * t6 * t6 * t2P * t42kP
* (t3 * t3) - 8 * t42kP * t2P * t23P * t5 * t5 * (t3 * t3) * t1 + 16 * t42kP * t1 * t6 * t2P * k * k * t2 * t3 - 8 * t42kP * t2P * t23P
* t5 * t6 + 8 * t24P * t3 * t42kP * t2P * t6 - 4 * t42kP * t5 * t5 * t3 * t2P * k * k * t2 + 6 * t42kP * t6 * t6 * t2P * k * t2 * (t3 * t3)
+ 4 * t42kP * (t3 * t3) * t6 * t2P * k * k * t2 + 2 * t4P * t7 * (t1 * t1) * t3 * t4 * t22kP * k * k * t6 - 4 * t42kP * t5 * t5 * (t3 * t3) * t2P
* k * k * t2 * t1 + 2 * t4P * (t1 * t1) * t6 * t6 * t22kP * k * k * t3 + 12 * t42kP * t1 * t2P * k * t2 - t7 * t3P * t6 * t22kP * k * k * t2 * (t1
* t1) + 4 * t7 * t7 * t32kP * t2P * k * t23P * (t4 * t4) + 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * (t1 * t1) - 2 * t42kP * (t1 * t1) * t6
* t6 * t2P * k * k * (t3 * t3) * t2 - 16 * t42kP * t1 * (t3 * t3) * t2P * k * t5 * t23P - 8 * t23P * t7 * t7 * t32kP * t2P * (t1 * t1)
* t4 + 4 * t42kP * t7 * (t1 * t1) * t3 * t2P * k * k - 8 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t7 * t1 - 2 * t42kP * t2P * k * t6 - t7
* t7 * t32kP * t2P * k * k - 4 * (t2 * t2) * t3 * t42kP * t2P - 2 * (t2 * t2) * t42kP * t2P * (t1 * t1) + t42kP * (t3 * t3) * t2P
* k - 2 * t42kP * t2P * (t2 * t2) * t5 * t5 + 4 * t24P * t42kP * t2P * t5 - 4 * (t2 * t2) * t42kP * t2P * t1 - 4 * t42kP * t2P
* t23P * t5 * t5 - 2 * t5 * t5 * t12kP * t24P * t2P - 2 * (t2 * t2) * (t3 * t3) * t42kP * t2P + 2 * t42kP * t5 * t5 * t2P * k * t1
+ 2 * t6 * t6 * t23kP * t1 * k - 2 * t24P * t42kP * t7 * t7 * t2P + 16 * t23P * t3 * t42kP * t2P * t7 - 4 * t42kP * t7 * t7 * t1 * t2P
* k * k * t2 - 8 * t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) * t6 * t1 - 4 * (t2 * t2) * (t3 * t3) * (t1 * t1) * t2P * t42kP * t7 * t6 + 6 * t42kP
* t5 * t5 * (t1 * t1) * t2P * k * t2 - 12 * t42kP * t6 * t2P * k * t2 * (t3 * t3) - 2 * t24P * (t1 * t1) * t6 * t6 * t2P * t42kP - 18 * t42kP
* (t1 * t1) * (t3 * t3) * t2P * k * t5 * (t2 * t2) - 16 * t23P * (t3 * t3) * t1 * t2P * t42kP * t7 * t6 - 8 * t23P * t42kP * t6 * t6 * t2P
* t3 - 16 * t42kP * t6 * t2P * k * t23P * t3 - 2 * t42kP * t5 * t2P * k * k * t7 + t4P * (t1 * t1) * t6 * t6 * t22kP * k * k * (t3 * t3)
* t2 - 4 * t7 * t7 * t32kP * t2P * k * k * t2 * t4 + 4 * t42kP * t7 * t1 * t2P * k * k + 2 * t42kP * t7 * (t3 * t3) * t2P * k * k * (t2 * t2) - 2
* t5 * t5 * t12kP * (t3 * t3) * (t4 * t4) * t2P * k * k * t2 + 2 * t42kP * t5 * t2P * k * t7 - 8 * t24P * t3 * t42kP * t7 * t2P * t6 - 2
* t4P * t1 * t6 * t22kP * k * k * t4 * t2 + 4 * t42kP * (t1 * t1) * t6 * t2P * k * k * t3 * (t2 * t2) + 16 * t23P * (t3 * t3) * t42kP * t2P
* t6 * t1 - 2 * t4P * t1 * t22kP * k * k * t6 + 6 * t7 * t7 * t32kP * t2P * k * t2 * (t1 * t1) - 16 * t42kP * t2P * t23P * t5 * t5 * t3
* t1 + 6 * t7 * t7 * t32kP * (t1 * t1) * (t4 * t4) * t2P * k * t2 - 2 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t6 + 8 * t24P * t3
* t42kP * t2P * t6 * (t1 * t1) - 4 * t42kP * t5 * t5 * t1 * t2P * k * k * t3 + 8 * t23P * t42kP * t2P * t7 * (t1 * t1) - 4 * t42kP
* t7 * t1 * t2P * k * k * t6 * (t2 * t2) - 2 * t5 * t1P * (t3 * t3) * t4 * t6 * t22kP * k * k - 16 * t42kP * t2P * t23P * t5 * t3 * t6 - 4 * t42kP
* t2P * (t2 * t2) * t5 * (t3 * t3) * t7 + 8 * t42kP * t1 * t6 * t2P * k * k * t3 * (t2 * t2) + 2 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 * (t1
* t1) + t6 * t6 * t23kP * (t3 * t3) * k * (t4 * t4) + t4P * t7 * t4 * t22kP * k * k * t2 * t6 * (t1 * t1) - 2 * t42kP * (t1 * t1) * t2P * k
* k * t3 - t7 * t3P * t3 * t22kP * k * k * t6 + 12 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t5 * (t3 * t3) - 2 * t42kP * t7 * t7 * t1 * (t3 * t3)
* t2P * k * k + 0.9e1 * t5 * t5 * t12kP * (t4 * t4) * t2P * k * (t2 * t2) - 8 * t23P * t7 * t7 * t32kP * t2P * t4 + 8 * t42kP * (t1
* t1) * t6 * t6 * t2P * k * t23P * t3 - 4 * t23P * (t3 * t3) * t42kP * t2P - 2 * t7 * t7 * t32kP * t4 * t2P * k * k * (t1 * t1) - 4 * t42kP
* t2P * (t2 * t2) * t5 * t5 * t3 * (t1 * t1) - 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t6 - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2)
* t6 * t1 - 4 * t42kP * t3 * t2P * k * t5 + 4 * t24P * t42kP * t2P * t7 * (t1 * t1) - 4 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2) * t7
+ 36 * t42kP * t7 * t2P * k * t5 * t1 * (t2 * t2) * (t3 * t3) - 4 * t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) * t7 * (t1 * t1) - t42kP * (t3
* t3) * t2P * k * k * (t2 * t2) - 4 * t42kP * t7 * t7 * t1 * (t3 * t3) * t2P * k * k * t2 - 2 * t5 * t5 * t12kP * t3 * t2P * k * k + 4 * t42kP
* t3 * t6 * t6 * t2P * k * t1 - 4 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2) * t6 * (t1 * t1) + 0.9e1 * t7 * t7 * t32kP * t2P * k * (t2 * t2) - 8
* t42kP * t2P * t23P * t5 * t7 - 4 * t7 * t7 * t32kP * t2P * k * k * t2 * t1 * (t4 * t4) + 16 * t42kP * t1 * t6 * t2P * k * t23P * t7
* (t3 * t3) + 18 * t5 * t5 * t12kP * t3 * t2P * k * (t2 * t2) * (t4 * t4) - t42kP * t5 * t5 * (t1 * t1) * t2P * k * k * (t3 * t3) - 8 * t23P
* (t3 * t3) * (t1 * t1) * t2P * t42kP * t7 * t6 - 8 * t42kP * t2P * t23P * t5 * t5 * t3 - 36 * t42kP * (t1 * t1) * t3 * t2P * k * t5
* (t2 * t2) + 8 * (t2 * t2) * t3 * t42kP * t2P * t7 - 0.32e2 * t23P * t3 * t1 * t2P * t42kP * t7 * t6 - 4 * t23P * t42kP * t6 * t6
* t2P - 8 * t42kP * t7 * t1 * t2P * k * k * t6 * t2 - 4 * t23P * t7 * t7 * t32kP * t2P * (t4 * t4) + 4 * t42kP * t7 * t1 * (t3 * t3) * t2P
* k * k * (t2 * t2) + 8 * t42kP * t1 * t6 * t2P * k * k * t2 - t5 * t1P * t6 * t22kP * k * k * t2 * t1 * (t4 * t4) + 12 * t42kP * t7 * t2P * k
* t5 * (t1 * t1) * t2 * (t3 * t3) - 8 * (t2 * t2) * t3 * (t1 * t1) * t2P * t42kP * t7 * t6 + 4 * t42kP * t7 * t1 * t2P * k * t6 + 12 * t42kP
* t5 * t5 * t1 * t2P * k * t2 - 16 * t42kP * t5 * t1 * t2P * k * t23P + 2 * t4P * t7 * t1 * (t3 * t3) * t22kP * k * k * t6 * t2 - t7 * t3P
* t6 * t22kP * k * k * t2 * (t1 * t1) * (t4 * t4) + 2 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 - 36 * t42kP * (t1 * t1) * t2P * k * (t2 * t2)
* t7 * t3 + 2 * t42kP * (t3 * t3) * t6 * t2P * k * k + 16 * t24P * t3 * t42kP * t2P * t7 * t1 + 0.9e1 * t42kP * (t1 * t1) * t6 * t6 * t2P
* k * (t2 * t2) * (t3 * t3) - 8 * t42kP * t5 * t2P * k * k * t2 * t6 * t1 - 2 * t4P * t3 * t22kP * k * k * t6 - 12 * t42kP * (t1 * t1) * t6 * t2P
* k * t2 - 4 * t4P * t3 * t4 * t6 * t22kP * k * k * t1 - 2 * t5 * t1P * t3 * (t4 * t4) * t6 * t22kP * k * k - 0.72e2 * t42kP * t1 * t2P * k
* (t2 * t2) * t7 * t3 - 2 * (t2 * t2) * t7 * t7 * t32kP * t2P - 8 * t42kP * t2P * t24P * t5 * t6 * t1 + 4 * t5 * t5 * t12kP * (t3 * t3)
* t2P * k * t23P * (t4 * t4) + 2 * t42kP * t7 * t7 * t1 * t2P * k + t42kP * t5 * t5 * t2P * k * (t3 * t3) + t6 * t6 * t23kP * k - 2 * t42kP
* t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t6 * (t2 * t2) + 18 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t3 * (t2 * t2) - 16 * t42kP * t2P
* t23P * t5 * (t3 * t3) * t7 * t1 - 24 * t42kP * t1 * t6 * t2P * k * t2 - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * (t1 * t1) * t3 * t4 - 16 * t42kP
* t5 * t3 * t2P * k * k * t2 * t6 * t1 - 2 * t42kP * t2P * t24P * t5 * t5 * (t3 * t3) + 4 * t42kP * t5 * t2P * k * t6 * (t1 * t1) * t3 + 36
* t42kP * t5 * t5 * t1 * t2P * k * (t2 * t2) * t3 - t42kP * t7 * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k - 2 * t42kP * t5 * t5 * t2P * k
* k * t2 * (t1 * t1) - 4 * t5 * t5 * t12kP * t4 * t2P * (t2 * t2) * (t3 * t3) + 12 * t42kP * t6 * t6 * t2P * k * t2 * t3 - 8 * t42kP * t2P
* t23P * t5 * (t3 * t3) * t6 * (t1 * t1) - 2 * t42kP * t5 * t5 * t1 * t2P * k * k - 4 * t42kP * t2P * t24P * t5 * (t3 * t3) * t6 + 24 * t7
* t7 * t32kP * t1 * t4 * t2P * k * t2 - 2 * t5 * t1P * t3 * t22kP * k * k * t6 * t1 - 2 * t42kP * t3 * t6 * t6 * t2P * k * k * (t2 * t2) + 8 * t42kP
* t7 * t1 * t3 * t2P * k * k - 4 * t42kP * t2P * (t2 * t2) * t5 * t5 * t1 - 2 * t4P * t3 * t4 * t22kP * k * k * t2 * t6 - t7 * t3P * (t4 * t4)
* t22kP * k * k * t6 * (t1 * t1) + 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * (t1 * t1) + 16 * t42kP * t2P * t23P * t5 * t3 - 2 * t7
* t3P * t4 * t22kP * k * k * t6 + t4P * (t3 * t3) * t4 * t6 * t6 * t22kP * k * k * (t1 * t1) * t2 + 6 * t5 * t5 * t12kP * (t4 * t4) * t2P
* k * t2 - 8 * t5 * t5 * t12kP * t23P * t2P * t3 * (t4 * t4) - 8 * t42kP * t5 * t3 * t2P * k * k * t2 * t6 * (t1 * t1) - 6 * t5 * t1P * t6 * t22kP
* t1 * (t2 * t2) * t3 - 2 * t4P * t5 * t5 * t2P * k * t1P * (t3 * t3) * t4 - 18 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * (t1 * t1) * (t2
* t2) - 2 * t4P * t3 * t4 * t6 * t2P * k * t7 * t3P + 4 * t4P * t6 * t2P * (t2 * t2) * t5 * t1P * (t3 * t3) - 36 * t5 * t5 * t1P * t3 * t2P
* k * (t2 * t2) * t4P - 12 * t5 * t5 * t1P * (t3 * t3) * t2P * k * t2 * t4P - 12 * t5 * t1P * (t3 * t3) * t2P * k * t2 * t4P * t7 + 2 * t6
* t6 * t23kP * k * (t4 * t4) * t2 - 2 * t4P * t1 * t2P * k * k * t5 * t1P - 4 * t4P * t1 * t2P * k * k * t7 * t3P - 16 * t4P * t5 * t6 * t22kP
* k * t1 * (t3 * t3) * t2 + 4 * t6 * t22kP * t1 * t4 * k * t5 * t1P + 8 * t6 * t22kP * t1 * t4 * k * t7 * t3P - 16 * t4P * t6 * t6 * t22kP * k
* t1 * (t3 * t3) * t4 * t2 - 8 * t4P * t6 * t6 * t22kP * k * (t1 * t1) * (t3 * t3) * t4 * t2 + 18 * t5 * t1P * (t4 * t4) * t2P * k * (t2 * t2) * t7
* t3P - 16 * t4P * t5 * t6 * t22kP * k * t2 * t1 - 16 * t4P * t5 * t6 * t22kP * k * t2 * t3 - 0.32e2 * t4P * t5 * t6 * t22kP * k * t2
* t1 * t3 - 6 * t4P * t5 * t6 * t22kP * k * (t2 * t2) - 12 * t4P * t5 * t6 * t22kP * k * (t2 * t2) * t1 - 12 * t4P * t5 * t6 * t22kP * k * (t2
* t2) * t3 - 24 * t4P * t5 * t6 * t22kP * k * (t2 * t2) * t1 * t3 - 6 * t6 * t6 * t22kP * t4 * k * (t2 * t2) * t4P - 16 * t7 * t3P * t6 * t2P
* k * t23P * t4P * t1 * t3 - 2 * t4P * (t1 * t1) * t2P * k * k * t7 * t3P + 3 * t6 * t22kP * t23P * t4P * t7 - 3 * t6 * t22kP * t23P
* t5 * t1P - 3 * t6 * t22kP * t23P * t7 * t3P - 6 * t4P * t6 * t22kP * (t1 * t1) * (t2 * t2) * t3 - 16 * t4P * t3 * t4 * t6 * t2P
* k * t23P * t5 * t1P - 36 * t4P * t3 * t4 * t6 * t2P * k * (t2 * t2) * t5 * t1P - 18 * t4P * (t3 * t3) * t4 * t6 * t2P * k * (t2 * t2)
* t5 * t1P + 8 * t7 * t3P * t3 * (t4 * t4) * t2P * k * t5 * t1P * t23P + 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 * t1 * t3 + 4
* t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 * t1 + 4 * t4P * t7 * t7 * t3 * t2P * t24P * t3P * t4 + 8 * t6 * t22kP * (t4 * t4) * k
* t2 * t7 * t3P + 8 * t6 * t22kP * (t4 * t4) * k * t2 * t5 * t1P + 6 * t4P * t6 * t6 * t22kP * t1 * (t3 * t3) * (t2 * t2) + 12 * t6 * t22kP
* t1 * (t3 * t3) * k * (t2 * t2) * t5 * t1P * t4 + 8 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * t23P + 36 * t5 * t1P * t1 * t3 * t4
* t2P * k * t7 * t3P * (t2 * t2) + 18 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * (t2 * t2) - 16 * t4P * t1 * t4 * t2P * t23P
* t7 * t3P - 6 * t6 * t22kP * t3 * (t2 * t2) * t5 * t1P - 3 * t6 * t22kP * t3 * (t2 * t2) * t7 * t3P - 3 * t6 * t22kP * (t3 * t3) * (t2
* t2) * t4P - 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t5 * t1P - 12 * t6 * t22kP * t3 * (t2 * t2) * t5 * t1P * t4 - 6 * t6 * t22kP * (t3
* t3) * (t2 * t2) * t4P * t1 - 6 * t6 * t22kP * t3 * (t2 * t2) * t7 * t3P * t1 - 6 * t6 * t22kP * t3 * (t2 * t2) * t7 * t3P * t4 - 18 * t4P
* t7 * t2P * k * t5 * t1P * (t2 * t2) * t1 - 18 * t4P * t7 * t2P * k * t5 * t1P * (t3 * t3) * (t2 * t2) * t1 + 12 * t6 * t22kP * (t1 * t1)
* k * (t2 * t2) * t7 * t3P * t4 + 12 * t6 * t22kP * t1 * k * (t2 * t2) * t4P * t4 - 8 * t7 * t7 * t3P * t2P * k * t23P * t4P * (t1 * t1)
* t4 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P - 2 * t7 * t3P * (t1 * t1) * t2P * k * t4P * t6 - t6 * t6 * t23kP * (t3 * t3) * (t2
* t2) * (t1 * t1) - 8 * t4P * t5 * (t1 * t1) * t2P * k * t23P * t7 * t3P * t3 + 8 * t4P * t2P * k * t23P * t5 * t1P + 18 * t4P * t2P
* k * (t2 * t2) * t5 * t1P + 16 * t6 * t22kP * t1 * t4 * k * t2 * t5 * t1P + 8 * t6 * t22kP * t1 * (t4 * t4) * k * t2 * t5 * t1P + 16 * t6 * t22kP
* (t1 * t1) * t4 * k * t2 * t7 * t3P + 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 * (t1 * t1) * t3 * t4 - 12 * t42kP * t6 * t2P * k * t2
+ 18 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * (t2 * t2) + 8 * t42kP * t7 * (t1 * t1) * t3 * t2P * k * k * t2 - t42kP * t5 * t5 * (t3 * t3)
* t2P * k * k * (t2 * t2) * (t1 * t1) - 2 * t7 * t7 * t32kP * t1 * t2P * k * k - 2 * t42kP * t5 * t5 * t2P * k * k * t2 - 2 * t4P * t3 * t4 * t6
* t22kP * k * k * (t1 * t1) * t2 - 2 * t4P * (t1 * t1) * t22kP * k * k * t6 * t3 + t4P * t5 * t22kP * k * k * t6 + 8 * t42kP * t2P * t23P
* t5 * (t3 * t3) - 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 * (t1 * t1) + 18 * t7 * t7 * t32kP * (t1 * t1) * t4 * t2P * k * (t2 * t2) + 2 * t4P
* t5 * t1 * t22kP * k * k * t6 - 4 * t42kP * t7 * t1 * (t3 * t3) * t2P * k * k * t5 + 8 * t42kP * t1 * t6 * t6 * t2P * k * t23P - 16 * t42kP
* (t1 * t1) * t2P * k * t23P * t7 * t3 + 0.9e1 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * (t2 * t2) + 12 * t5 * t5 * t12kP * t3 * t2P * k
* t2 * (t4 * t4) + 2 * t4P * t7 * t3 * t22kP * k * k * t6 * t2 - t42kP * t7 * t7 * (t3 * t3) * t2P * k * k * (t2 * t2) - t4P * (t1 * t1) * t22kP
* k * k * t6 * (t3 * t3) * t2 + 36 * t42kP * t5 * t2P * k * t7 * t3 * (t2 * t2) - 2 * t6 * t2P * (t3 * t3) * t1P * k * t4P * t5 + 4 * t4P * t2
* t5 * t1P * k * k * t6 * t2P - t4P * (t1 * t1) * t22kP * k * k * t6 - 12 * t4P * t2 * (t3 * t3) * t5 * t1P * k * t6 * t2P - 24 * t4P
* t2 * t3 * t5 * t1P * k * t6 * t2P * t4 - 24 * t4P * t2 * t3 * t5 * t1P * k * t6 * t2P + 4 * t6 * t2P * t3 * t1P * k * k * t1 * t4P * t5
* t4 + 2 * t6 * t2P * (t3 * t3) * t1P * k * k * t1 * t4P * t5 * t4 + 2 * t6 * t2P * (t3 * t3) * t1P * k * k * t1 * t4P * t5 + 24 * t42kP * t7
* t2P * k * t5 * t1 * t2 - t7 * t3P * (t1 * t1) * t22kP * k * k * t6 + 2 * t4P * t5 * t22kP * k * k * t2 * t6 * t1 * t4 - 8 * (t2 * t2) * t3 * t1
* t2P * t42kP * t7 * t7 + 6 * t42kP * (t1 * t1) * t2P * k * t2 - 4 * t42kP * t2P * t24P * t5 * t6 * (t1 * t1) + 0.9e1 * t42kP
* t7 * t7 * t2P * k * (t1 * t1) * (t2 * t2) + 2 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k + t4P * t5 * (t1 * t1) * t22kP * k * k * t6
+ 12 * t7 * t7 * t32kP * t2P * k * t2 * t1 - 24 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t3 - 8 * t5 * t5 * t12kP * t4 * t2P * (t2 * t2)
* t3 - 4 * t23P * (t1 * t1) * t6 * t6 * t2P * t42kP * (t3 * t3) + 18 * t42kP * t5 * t2P * k * t7 * (t2 * t2) + 8 * (t2 * t2) * t42kP * t2P
* t7 * t1 - t5 * t1P * t6 * t22kP * k * k * t2 * (t4 * t4) - 2 * t42kP * t1 * t2P * k * k * (t3 * t3) + 12 * t42kP * t7 * t2P * k * t5 * (t1
* t1) * t2 + 2 * t42kP * t5 * t2P * k * t6 * (t1 * t1) + 2 * t6 * t6 * t23kP * t1 * (t3 * t3) * k * (t4 * t4) - 2 * t42kP * t5 * (t3 * t3) * t2P
* k * k * (t2 * t2) * t6 * (t1 * t1) + 2 * t5 * t5 * t12kP * t3 * t2P * k + 0.9e1 * t42kP * t5 * t5 * t2P * k * (t2 * t2) + 4 * t42kP * t1 * t6
* t2P * k * k * (t3 * t3) + 2 * t42kP * t5 * t2P * k * t6 * (t1 * t1) * (t3 * t3) + 8 * t24P * t42kP * t2P * t6 * t1 - 8 * t42kP * t2P
* t24P * t5 * t3 * t7 * (t1 * t1) - 4 * (t2 * t2) * t7 * t7 * t32kP * t2P * t4 - 4 * (t2 * t2) * t42kP * t6 * t2P * t7 + 2 * t42kP * t2P
* k * k * t7 + t6 * t6 * t23kP * (t4 * t4) * k + t42kP * t6 * t6 * t2P * k - 2 * t5 * t5 * t12kP * t2P * k * k * t2 + t7 * t7 * t32kP * (t1
* t1) * (t4 * t4) * t2P * k - 8 * t24P * t7 * t7 * t32kP * t2P * t1 * t4 - 16 * t42kP * t1 * t2P * k * t23P * t7 * (t3 * t3) - 8 * t23P
* t42kP * t2P * t1 - t42kP * (t1 * t1) * t2P * k * k - 2 * (t2 * t2) * t42kP * t7 * t7 * t2P + 4 * t24P * t42kP * t2P * t7 + t6
* t6 * t23kP * (t1 * t1) * k - 18 * t42kP * t2P * k * (t2 * t2) * t7 + 2 * t4P * t5 * (t3 * t3) * t22kP * k * k * t2 * t6 * t1 + t4P * (t3
* t3) * t6 * t6 * t22kP * k * k + 16 * t42kP * t2P * t23P * t5 * t3 * (t1 * t1) + 8 * t42kP * (t1 * t1) * t6 * t2P * k * k * t2 * t3 + 4 * t42kP
* t5 * t5 * t2P * k * t23P * (t3 * t3) - 2 * t42kP * t5 * t5 * t2P * k * k * t3 + 2 * t4P * t1 * t6 * t6 * t22kP * k * k * (t3 * t3) * t2 - 2
* t42kP * (t3 * t3) * t2P * k * k * t2 + 0.9e1 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * (t2 * t2) - 8 * t42kP * t5 * t3 * t2P * k * k * t2
* t7 + 18 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k * (t2 * t2) - 16 * t42kP * t3 * t2P * k * t7 * t23P + 2 * t42kP * t5 * t5 * t2P
* k * t1 * (t3 * t3) - 8 * t23P * t1 * t6 * t6 * t2P * t42kP * (t3 * t3) + 4 * t42kP * t7 * (t1 * t1) * t2P * k * k * t2 - 4 * t5 * t5 * t12kP
* t3 * t2P * k * k * t2 + t42kP * t6 * t6 * t2P * k * (t1 * t1) + t4P * t7 * (t1 * t1) * t22kP * k * k * t6 - 8 * t42kP * t1 * t2P * k * k
* t2 * t3 + 4 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 * t1 + 36 * t5 * t5 * t12kP * t3 * t2P * k * (t2 * t2) * t4 + 12 * t42kP * t6 * t2P
* k * t2 * t7 * (t3 * t3) + 18 * t42kP * (t1 * t1) * t3 * t2P * k * (t2 * t2) + 4 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 * t1 * t2 - 4 * t42kP
* t5 * t3 * t2P * k * k * (t2 * t2) * t6 + 8 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k * t23P - 8 * t23P * (t3 * t3) * t1 * t2P * t42kP
* t7 * t7 - 4 * t24P * (t3 * t3) * t42kP * t2P * t1 - 4 * t42kP * t2P * (t2 * t2) * t5 * t6 + 8 * t42kP * t7 * t2P * k * t5 * (t1 * t1)
* t23P * (t3 * t3) + 4 * t42kP * t7 * t2P * k * k * t2 + 4 * t42kP * t6 * t6 * t2P * k * t23P * (t3 * t3) + 4 * t42kP * (t1 * t1) * t6
* t2P * k * k * t3 - 2 * t42kP * t7 * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t2 - 4 * t7 * t3P * t3 * t4 * t22kP * k * k * t6 * t1 - 4 * t4P
* t1 * t22kP * k * k * t6 * t3 * t2 - t4P * t4 * t22kP * k * k * t6 * (t3 * t3) - 16 * t42kP * t3 * t2P * k * t5 * t23P - 8 * t23P * (t3
* t3) * t42kP * t2P * t1 + 2 * t6 * t6 * t23kP * (t3 * t3) * k * t4 - 4 * t42kP * t2P * (t2 * t2) * t5 * t5 * (t3 * t3) * t1 + t4P * t7
* t4 * t22kP * k * k * t2 * t6 * (t3 * t3) - 2 * t24P * t7 * t7 * t32kP * t2P * (t1 * t1) * (t4 * t4) - t42kP * t7 * t7 * (t1 * t1) * (t3
* t3) * t2P * k * k * (t2 * t2) - 2 * (t2 * t2) * (t3 * t3) * (t1 * t1) * t2P * t42kP * t7 * t7 - 16 * t23P * t3 * t42kP * t2P * t1 - 2
* t7 * t3P * t4 * t22kP * k * k * t6 * (t1 * t1) - 36 * t42kP * t1 * t6 * t2P * k * (t2 * t2) * (t3 * t3) - 2 * (t2 * t2) * t42kP * t2P - 16
* t42kP * t7 * t1 * t3 * t2P * k * k * t6 * t2 + 36 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) * t5 * t3 - 2 * t42kP * t7 * (t1 * t1) * t2P
* k * k * t5 - 8 * t42kP * t2P * t24P * t5 * t3 * t6 * (t1 * t1) + 2 * t42kP * t5 * t2P * k * t6 + 18 * t5 * t5 * t12kP * (t3 * t3) * t2P
* k * (t2 * t2) * t4 + 8 * t42kP * t1 * t6 * t2P * k * k * t2 * (t3 * t3) - t4P * (t3 * t3) * t22kP * k * k * t6 + 4 * t42kP * t1 * t6 * t2P
* k * k * (t3 * t3) * (t2 * t2) + 16 * t42kP * t7 * t2P * k * t5 * t1 * t23P * (t3 * t3) - t42kP * (t1 * t1) * t6 * t6 * t2P * k * k + 0.32e2
* t23P * t3 * t42kP * t2P * t6 * t1 + 4 * t24P * t42kP * t2P * t6 * (t1 * t1) + 16 * t42kP * t1 * t6 * t2P * k * t23P * t7 + 4
* t42kP * t5 * t1 * t2P * k * k + t42kP * t7 * t7 * (t1 * t1) * t2P * k + 0.9e1 * t42kP * t5 * t5 * t2P * k * (t3 * t3) * (t2 * t2) - 4
* t42kP * t5 * t2P * k * k * t2 * t6 * (t1 * t1) - 2 * t24P * t42kP * t6 * t6 * t2P * (t3 * t3) + 12 * t5 * t5 * t12kP * (t3 * t3) * t2P
* k * t2 * t4 - 2 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * k * t3 - 4 * t24P * t3 * t42kP * t2P * (t1 * t1) - 8 * t42kP * t5 * t3 * t2P
* k * k * t2 * t7 * (t1 * t1) - 2 * t42kP * (t1 * t1) * t2P * k * k * t2 * (t3 * t3) + 4 * t42kP * (t1 * t1) * t6 * t2P * k * k * t2 * (t3 * t3) + 4
* t42kP * t7 * t7 * t2P * k * t23P * (t3 * t3) + 6 * t7 * t7 * t32kP * t2P * k * t2 - 4 * t42kP * (t1 * t1) * t3 * t2P * k * t6 + 2 * t7
* t7 * t32kP * t1 * t2P * k + 24 * t42kP * t7 * t7 * t2P * k * t1 * t2 * t3 + t4P * t5 * t22kP * k * k * t2 * t6 * (t1 * t1) * t4 + 4 * t42kP
* t5 * t3 * t2P * k * k * (t2 * t2) * (t1 * t1) - 2 * t5 * t5 * t12kP * (t3 * t3) * t4 * t2P * k * k * (t2 * t2) - 4 * t42kP * t7 * (t1 * t1) * t3
* t2P * k * k * t6 * (t2 * t2) + 36 * t42kP * t1 * t3 * t2P * k * (t2 * t2) + 12 * t5 * t5 * t12kP * t4 * t2P * k * t2 - t5 * t1P * (t3 * t3)
* (t4 * t4) * t6 * t22kP * k * k + 6 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * t2 * (t3 * t3) + 4 * t42kP * t5 * t1 * t2P * k * k * (t3 * t3) - t7
* t3P * t3 * (t4 * t4) * t22kP * k * k * t6 * (t1 * t1) + 2 * t4P * (t3 * t3) * t4 * t6 * t6 * t22kP * k * k * t1 - 8 * t23P * (t1 * t1) * t2P
* t42kP * t7 * t6 + t4P * t5 * t22kP * k * k * t6 * (t3 * t3) + t4P * t7 * (t1 * t1) * (t3 * t3) * t22kP * k * k * t6 - 18 * t42kP * (t3
* t3) * t2P * k * t7 * (t2 * t2) - 2 * t42kP * t1 * t2P * k * k * (t2 * t2) + t42kP * (t3 * t3) * t6 * t6 * t2P * k * (t1 * t1) + t5 * t5 * t12kP
* t2P * k - t42kP * t2P * k * k * (t2 * t2) - 4 * t24P * t3 * t42kP * t2P - 2 * t42kP * t5 * t2P * k - t5 * t5 * t12kP * t2P
* k * k * (t2 * t2) * (t4 * t4) - 8 * t5 * t5 * t12kP * t3 * t4 * t2P * k * k * t2 + 6 * t5 * t5 * t12kP * t2P * k * t2 - 2 * t7 * t7 * t32kP * t2P
* k * k * t2 * (t1 * t1) + 4 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t1 + 8 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t3 + 16 * t23P * t42kP
* t2P * t5 * t1 - 12 * t4P * t2 * t5 * t1P * k * t1 * t6 * t2P + 4 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t1 * t4 + 8 * t4P * t2 * t5
* t1P * k * k * t6 * t2P * t1 * t3 + 8 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t3 * t4 + 18 * t5 * t5 * t12kP * t4 * t2P * k * (t2 * t2)
+ 8 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t1 * t3 * t4 - 36 * t42kP * t3 * t2P * k * t5 * (t2 * t2) - 4 * t24P * t7 * t7 * t32kP * t2P
* (t1 * t1) * t4 - 4 * t42kP * t1 * (t3 * t3) * t2P * k * t7 + 16 * t42kP * (t1 * t1) * t6 * t2P * k * t23P * t7 * t3 + 6 * t42kP * t5 * t5
* t2P * k * t2 * (t3 * t3) + 8 * t42kP * t5 * t5 * t2P * k * t23P * t3 + 16 * t42kP * t7 * t7 * t2P * k * t1 * t23P * t3 + 4 * t42kP
* t5 * t2P * k * t6 * t3 + 16 * t24P * t3 * t42kP * t2P * t6 * t1 - 4 * t42kP * t7 * t1 * t2P * k * k * t5 - 8 * (t2 * t2) * t3 * t42kP
* t2P * t1 + 2 * t42kP * t3 * t2P * k + 2 * t4P * t1 * t6 * t6 * t22kP * k * k * (t3 * t3) - 8 * t42kP * t1 * t6 * t6 * t2P * k * k * t2 * t3
+ 4 * t24P * (t3 * t3) * t42kP * t2P * t7 * (t1 * t1) - 8 * t23P * t7 * t7 * t32kP * t2P * t1 + 36 * t42kP * t6 * t2P * k * (t2
* t2) * t5 * t3 - 2 * t42kP * t3 * t6 * t6 * t2P * k * k - 2 * t24P * t42kP * t6 * t6 * t2P - 2 * t24P * (t3 * t3) * t42kP * t2P - 2
* t42kP * t1 * t6 * t6 * t2P * k * k * (t2 * t2) - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t7 * t1 - 4 * t42kP * t2P * t24P
* t5 * t5 * (t3 * t3) * t1 - 2 * t42kP * t6 * t2P * k * k * t7 * (t2 * t2) - 2 * t42kP * t1 * t6 * t6 * t2P * k * k + 2 * t7 * t7 * t32kP * (t1
* t1) * t4 * t2P * k + 0.9e1 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * (t2 * t2) + 8 * t5 * t5 * t12kP * t3 * t2P * k * t23P - 16 * t42kP
* t2P * t23P * t5 * t3 * t7 * (t1 * t1) - t5 * t1P * t1 * t6 * t22kP * k * k * (t4 * t4) - 8 * t23P * t1 * t2P * t42kP * t7 * t7 + 4 * t24P
* (t3 * t3) * t42kP * t2P * t6 * (t1 * t1) - 16 * t42kP * t2P * (t2 * t2) * t5 * t3 * t6 * t1 - t4P * (t1 * t1) * t22kP * k * k * t6 * (t3
* t3) + 4 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t23P * (t3 * t3) + 2 * t42kP * t7 * t7 * (t1 * t1) * t2P * k * t3 - 2 * t4P * (t3 * t3)
* t4 * t6 * t22kP * k * k * t1 + t4P * (t3 * t3) * t4 * t6 * t6 * t22kP * k * k * (t1 * t1) - 8 * t42kP * t7 * t1 * (t3 * t3) * t2P * k * k * t6
* t2 - 2 * t5 * t5 * t12kP * t2P * k * k * (t2 * t2) * t4 + t4P * t7 * (t1 * t1) * t22kP * k * k * t6 * t4 + 2 * t42kP * t5 * t2P * k * t6 * (t3
* t3) - 16 * t42kP * t2P * t23P * t5 * t7 * t1 - 4 * t24P * t42kP * t2P * t1 + 18 * t42kP * t1 * t6 * t6 * t2P * k * (t2 * t2) - 4
* (t2 * t2) * t1 * t6 * t6 * t2P * t42kP + 24 * t42kP * t1 * t3 * t2P * k * t2 - 4 * t7 * t7 * t32kP * t2P * k * k * t2 * t1 - 8 * t42kP
* t5 * t3 * t2P * k * k * (t2 * t2) * t7 * t1 + 24 * t42kP * t1 * t6 * t6 * t2P * k * t2 * t3 - 4 * (t2 * t2) * t3 * t42kP * t2P * (t1 * t1) - 4
* (t2 * t2) * t1 * t6 * t6 * t2P * t42kP * (t3 * t3) + t4P * t5 * (t3 * t3) * t4 * t22kP * k * k * t6 - 4 * t5 * t1P * t3 * t4 * t6 * t22kP
* k * k - 2 * t42kP * t5 * t2P * k * k * t6 - 2 * t42kP * t5 * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t1 + t4P * t5 * (t3 * t3) * t22kP
* k * k * t2 * t6 - 18 * t42kP * (t1 * t1) * t2P * k * (t2 * t2) * t7 - 2 * t42kP * (t1 * t1) * t2P * k * k * t2 + 4 * t24P * (t3 * t3) * t42kP
* t2P * t7 - 24 * t42kP * (t1 * t1) * t3 * t2P * k * t5 * t2 + 2 * t5 * t5 * t12kP * (t4 * t4) * t2P * k * t3 + 0.9e1 * t42kP * t7 * t7
* t2P * k * (t2 * t2) * (t3 * t3) - 2 * t42kP * t5 * t2P * k * k * (t2 * t2) * t6 * (t1 * t1) + 4 * t5 * t5 * t12kP * (t4 * t4) * t2P * k * t23P
+ t4P * t5 * (t3 * t3) * t22kP * k * k * t2 * t6 * (t1 * t1) - 2 * t24P * (t3 * t3) * t42kP * t7 * t7 * t2P + 4 * t4P * t3 * t4 * t6 * t6
* t22kP * k * k * t1 - 24 * t42kP * t5 * t1 * t2P * k * t2 + 16 * t42kP * t2P * t24P * t5 * t3 * t1 + t4P * t7 * t4 * t22kP * k * k
* t2 * t6 + 12 * t42kP * (t1 * t1) * t3 * t2P * k * t2 - 4 * t42kP * t1 * t2P * k * k * t2 * (t3 * t3) + 4 * t7 * t7 * t32kP * t2P * k * t23P - 4
* t5 * t5 * t12kP * t3 * (t4 * t4) * t2P * k * k * t2 - 2 * t42kP * (t3 * t3) * t6 * t2P * k * k * t7 * (t2 * t2) - 8 * t23P * (t1 * t1) * t6
* t6 * t2P * t42kP * t3 - 8 * t23P * t3 * (t1 * t1) * t2P * t42kP * t7 * t7 - 2 * t5 * t1P * t3 * (t4 * t4) * t6 * t22kP * k * k * t1
* t2 - 2 * (t2 * t2) * (t3 * t3) * t42kP * t7 * t7 * t2P - 16 * t42kP * t2P * t23P * t5 * t3 * t7 - t7 * t7 * t32kP * t2P * k * k * (t2
* t2) + 12 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t2 * t3 - 8 * t42kP * t2P * t24P * t5 * t7 * t1 + 0.9e1 * t42kP * (t3 * t3) * t2P
* k * (t2 * t2) - 8 * t42kP * t5 * t5 * t3 * t2P * k * k * t2 * t1 - 4 * t42kP * t2P * k * t6 * t1 + 0.9e1 * t7 * t7 * t32kP * t2P * k * (t2
* t2) * (t1 * t1) + 4 * t6 * t6 * t23kP * t3 * k * t4 + t4P * (t1 * t1) * t6 * t6 * t22kP * k * k * t2 + 8 * t42kP * t7 * t1 * t3 * t2P * k * k
* (t2 * t2) + 12 * t42kP * t3 * t2P * k * t2 - 4 * t42kP * t7 * t1 * (t3 * t3) * t2P * k * k * t6 * (t2 * t2) - t7 * t3P * t6 * t22kP * k
* k * t2 - 16 * t24P * t3 * t1 * t2P * t42kP * t7 * t6 + 8 * t42kP * t5 * t2P * k * t7 * t23P - 2 * (t2 * t2) * t7 * t7 * t32kP * t2P
* (t1 * t1) * (t4 * t4) + 0.32e2 * t23P * t3 * t42kP * t2P * t7 * t1 - 4 * t42kP * t5 * (t1 * t1) * t2P * k * k * t6 * t3 - t7 * t3P * (t4
* t4) * t22kP * k * k * t6 + 4 * t42kP * t7 * (t1 * t1) * t2P * k * t6 * t3 + 4 * (t2 * t2) * t42kP * t2P * t7 * (t1 * t1) + 0.9e1 * t42kP
* t6 * t6 * t2P * k * (t2 * t2) * (t3 * t3) - 4 * t42kP * t5 * t2P * k * k * t2 * t7 * (t1 * t1) + 8 * t42kP * t2P * (t2 * t2) * t5 * t3 + 18
* t42kP * t5 * t5 * t1 * t2P * k * (t2 * t2) * (t3 * t3) - 0.32e2 * t42kP * t1 * t6 * t2P * k * t23P * t3 + 2 * t4P * (t3 * t3) * t4 * t6
* t6 * t22kP * k * k * t1 * t2 + 36 * t42kP * t1 * t6 * t2P * k * (t2 * t2) * t7 * (t3 * t3) + 4 * t4P * t5 * t3 * t22kP * k * k * t2 * t6 * t1 - 4
* t5 * t5 * t12kP * t24P * t2P * t3 - 4 * t24P * t7 * t7 * t32kP * t2P * t1 + 2 * t4P * (t1 * t1) * t6 * t6 * t22kP * k * k * t3 * t2
+ 8 * t24P * t3 * t42kP * t2P * t7 * (t1 * t1) + 2 * t42kP * t6 * t6 * t2P * k * t1 + 2 * t4P * t7 * t1 * (t3 * t3) * t22kP * k * k * t6 - 4
* t7 * t3P * t6 * t22kP * k * k * t2 * t1 * t4 - 8 * t42kP * t5 * t3 * t2P * k * k * t2 * t6 + 8 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * t23P
* t3 - 4 * t42kP * t5 * t2P * k * k * (t2 * t2) * t7 * t1 + 0.9e1 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * (t3 * t3) * (t2 * t2) - 4 * t4P
* t3 * t4 * t6 * t22kP * k * k * t1 * t2 + 18 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * (t2 * t2) * t3 + t4P * t7 * t22kP * k * k * t6 - 4 * t42kP
* t2P * t23P * t5 * t5 * (t3 * t3) - 4 * t42kP * t1 * (t3 * t3) * t2P * k * t6 - 4 * t24P * t7 * t7 * t32kP * t2P * t1 * (t4 * t4) + t42kP
* (t1 * t1) * (t3 * t3) * t2P * k + 8 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t23P * t3 - 4 * t23P * (t1 * t1) * t6 * t6 * t2P * t42kP - 24
* t42kP * t6 * t2P * k * t2 * t3 - 4 * t5 * t5 * t12kP * t23P * t2P * (t3 * t3) + 8 * t42kP * t5 * t2P * k * t7 * t23P * (t3 * t3) - 4
* t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) * t6 - 4 * (t2 * t2) * t3 * t42kP * t7 * t7 * t2P + 4 * t42kP * t2P * t24P * t5 * (t3 * t3)
+ 8 * t42kP * t7 * t1 * t2P * k * k * t2 - 4 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2) * t7 * (t1 * t1) + 6 * t42kP * t7 * t7 * t2P * k * (t1
* t1) * t2 - 4 * t24P * t42kP * t6 * t2P * t7 - 4 * t5 * t5 * t12kP * t2P * k * k * t2 * t4 - 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t6
* (t1 * t1) + 4 * (t2 * t2) * (t3 * t3) * t42kP * t2P * t6 - 16 * t42kP * t2P * t24P * t5 * t3 * t7 * t1 + 18 * t42kP * t6 * t6 * t2P
* k * (t2 * t2) * t3 + t4P * (t1 * t1) * t6 * t6 * t22kP * k * k * t4 * t2 - 4 * t42kP * t1 * (t3 * t3) * t2P * k * t5 + 4 * t7 * t7 * t32kP * t2P
* k * t23P * (t1 * t1) + 4 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * t23P * (t3 * t3) - 2 * t42kP * t1 * t2P * k * k - 2 * t5 * t1P * t1
* t6 * t22kP * k * k * t4 - 8 * t42kP * t2P * t23P * t5 * (t3 * t3) * t7 * (t1 * t1) - 2 * t42kP * (t3 * t3) * t2P * k * t5 + 24 * t42kP
* t6 * t2P * k * t2 * t5 * t3 - 2 * t5 * t5 * t12kP * t3 * (t4 * t4) * t2P * k * k - 12 * t42kP * (t3 * t3) * t2P * k * t7 * t2 - 16 * t42kP
* t1 * t6 * t2P * k * t23P * (t3 * t3) - t5 * t1P * (t3 * t3) * t22kP * k * k * t6 * t1 - 2 * t5 * t1P * t6 * t22kP * k * k * t2 * t1 * t4 + 36
* t42kP * t1 * t6 * t2P * k * (t2 * t2) * t5 - 2 * t5 * t1P * (t3 * t3) * t4 * t6 * t22kP * k * k * t2 - t4P * (t1 * t1) * t6 * t22kP * k
* k * t4 + 36 * t42kP * t7 * t7 * t2P * k * t1 * t3 * (t2 * t2) - 4 * t42kP * t7 * (t1 * t1) * t3 * t2P * k * k * t6 - 2 * t42kP * (t1 * t1) * t6
* t6 * t2P * k * k * t2 - 4 * t24P * (t1 * t1) * t2P * t42kP * t7 * t6 + 2 * t42kP * t5 * t5 * t2P * k * (t1 * t1) * t3 - 36 * t42kP * (t1
* t1) * t6 * t2P * k * (t2 * t2) * t3 + 4 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * t23P + 4 * t42kP * t7 * t3 * t2P * k * k * (t2 * t2) + 2
* t42kP * t7 * t2P * k * k * (t2 * t2) - 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 - 4 * t42kP * t7 * (t1 * t1) * t3 * t2P * k * k * t5 + 2
* t6 * t6 * t23kP * (t1 * t1) * t3 * k * (t4 * t4) + 8 * t24P * t42kP * t2P * t5 * t1 + 8 * t42kP * t5 * t5 * t1 * t2P * k * t23P * (t3
* t3) + t42kP * t7 * t7 * t2P * k - 2 * t42kP * t5 * (t1 * t1) * t2P * k * k * t6 * (t3 * t3) - t42kP * (t1 * t1) * t2P * k * k * (t3 * t3)
+ 4 * (t2 * t2) * t42kP * t2P * t7 + 4 * t4P * t7 * t1 * t3 * t22kP * k * k * t6 * t2 + 16 * t42kP * t1 * t3 * t2P * k * t23P + 16 * t7
* t7 * t32kP * t1 * t4 * t2P * k * t23P + t5 * t5 * t12kP * (t4 * t4) * t2P * k * (t3 * t3) - 4 * (t2 * t2) * t7 * t7 * t32kP * t2P
* (t1 * t1) * t4 - 2 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t7 - 0.32e2 * t42kP * t2P * t23P * t5 * t3 * t7 * t1 - t42kP
* t2P * k * k + 24 * t5 * t5 * t12kP * t3 * t2P * k * t2 * t4 + 4 * t42kP * t5 * t2P * k * t6 * t1 * (t3 * t3) + 4 * t4P * t5 * t1 * t22kP
* k * k * t6 * t3 + 8 * t42kP * t7 * t1 * t2P * k * t5 * t3 + 4 * t42kP * t3 * t6 * t2P * k * t7 + 6 * t42kP * (t3 * t3) * t2P * k * t2 - 2 * t42kP
* t5 * (t1 * t1) * t2P * k * k * t6 + t4P * t5 * t22kP * k * k * t6 * t4 - 12 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * (t3 * t3) - 4 * t42kP
* t5 * t5 * t2P * k * k * t2 * t1 - 16 * t42kP * t1 * t6 * t2P * k * t23P + 2 * t4P * t7 * t1 * (t3 * t3) * t4 * t22kP * k * k * t6 + 8 * t42kP
* t2P * t24P * t5 * t3 * (t1 * t1) - t4P * (t3 * t3) * t4 * t6 * t22kP * k * k * (t1 * t1) - t5 * t5 * t12kP * t2P * k * k * (t2 * t2) - 2
* t4P * (t1 * t1) * t22kP * k * k * t6 * t3 * t2 + 2 * t4P * t7 * t1 * t22kP * k * k * t6 * t4 + 4 * t42kP * t5 * t2P * k * t7 * t3 + 0.32e2
* t42kP * t7 * t2P * k * t5 * t1 * t23P * t3 + 4 * t42kP * t7 * t7 * t2P * k * t23P + 2 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k
+ 4 * t42kP * t2P * t24P * t5 * (t3 * t3) * (t1 * t1) - 2 * t7 * t3P * t3 * t4 * t22kP * k * k * t6 - 8 * (t2 * t2) * (t3 * t3) * t1 * t2P
* t42kP * t7 * t6 - 2 * t42kP * t5 * t5 * t1 * t2P * k * k * (t3 * t3) + 12 * t42kP * t6 * t2P * k * t2 * t7 + 24 * t42kP * t5 * t2P * k
* t7 * t2 * t3 + 18 * t5 * t5 * t12kP * t3 * t2P * k * (t2 * t2) + 8 * t42kP * t5 * t5 * t1 * t2P * k * t23P - 4 * t42kP * t2P * t23P
* t5 * t5 * (t3 * t3) * (t1 * t1) - 8 * t42kP * t2P * t24P * t5 * t3 * t6 + 0.32e2 * t42kP * t2P * t23P * t5 * t3 * t1 - 16 * t42kP
* (t1 * t1) * t6 * t2P * k * t23P * t3 + 2 * t42kP * (t1 * t1) * t3 * t2P * k + 4 * t42kP * t1 * t3 * t2P * k + 16 * t42kP * t2P * (t2
* t2) * t5 * t3 * t1 - 4 * t42kP * t2P * t24P * t5 * t5 * t3 * (t1 * t1) + 4 * t42kP * t7 * t1 * (t3 * t3) * t2P * k * k - 2 * (t2 * t2) * t7
* t7 * t32kP * t2P * (t1 * t1) - 16 * t42kP * t2P * t24P * t5 * t3 * t6 * t1 - 8 * t24P * t3 * (t1 * t1) * t2P * t42kP * t7 * t6
+ 8 * t23P * (t3 * t3) * t42kP * t2P * t6 * (t1 * t1) - 4 * t24P * t3 * t42kP * t7 * t7 * t2P + 0.9e1 * t7 * t7 * t32kP * (t1 * t1)
* (t4 * t4) * t2P * k * (t2 * t2) - 4 * t42kP * t2P * (t2 * t2) * t5 * t7 - t42kP * t5 * t5 * t2P * k * k + 2 * t42kP * t2P * k * t1 + t6
* t6 * t23kP * (t3 * t3) * k - t42kP * (t3 * t3) * t2P * k * k - 2 * t42kP * t3 * t2P * k * k - 2 * t42kP * t2P * k * t7 + 2 * t42kP
* t5 * t2P * k * k - 4 * t42kP * t5 * t2P * k * k * (t2 * t2) * t6 * t1 - 24 * t42kP * t1 * t2P * k * t2 * t7 * (t3 * t3) + t4P * t5 * (t3 * t3)
* t4 * t22kP * k * k * t6 * t2 - 8 * t42kP * t1 * t3 * t2P * k * t7 - 2 * t24P * t7 * t7 * t32kP * t2P * (t1 * t1) + 0.9e1 * t42kP * t5
* t5 * (t1 * t1) * t2P * k * (t2 * t2) * (t3 * t3) - t5 * t1P * (t3 * t3) * (t4 * t4) * t6 * t22kP * k * k * t1 - 2 * t7 * t7 * t32kP * t2P
* k * k * t2 * (t1 * t1) * (t4 * t4) + t4P * t5 * t22kP * k * k * t2 * t6 * (t1 * t1) - 4 * t42kP * t1 * t6 * t6 * t2P * k * k * t2 + t4P * t7 * (t1
* t1) * t22kP * k * k * t6 * t2 - 4 * t42kP * t5 * t1 * t2P * k * k * t6 + t7 * t7 * t32kP * t2P * k - 4 * t42kP * t2P * (t2 * t2) * t5
* t5 * t3 - 8 * t24P * t1 * t6 * t6 * t2P * t42kP * t3 + 16 * (t2 * t2) * t3 * t42kP * t2P * t6 * t1 + t6 * t6 * t23kP * (t1 * t1) * (t3
* t3) * k * (t4 * t4) + 2 * t6 * t6 * t23kP * t3 * k - 4 * t42kP * t2P * t24P * t5 * t7 + 8 * t23P * t42kP * t2P * t6 + 0.9e1 * t42kP
* t2P * k * (t2 * t2) + 4 * t42kP * t7 * t7 * t1 * t2P * k * t3 - 2 * t24P * (t3 * t3) * (t1 * t1) * t2P * t42kP * t7 * t7 - 4 * t23P
* (t3 * t3) * t42kP * t2P * (t1 * t1) - 2 * t4P * t1 * t6 * t22kP * k * k * t4 - 2 * t42kP * t7 * t7 * t3 * t2P * k * k * (t2 * t2) + 8 * t5
* t5 * t12kP * t3 * t2P * k * t23P * (t4 * t4) - 8 * t42kP * t2P * t23P * t5 * (t3 * t3) * t6 - 2 * t42kP * (t1 * t1) * (t3 * t3)
* t2P * k * t5 + 12 * t42kP * t6 * t2P * k * t2 * t5 * (t3 * t3) - t5 * t1P * (t3 * t3) * t22kP * k * k * t6 + t42kP * t2P * k - 4 * t5
* t5 * t12kP * t23P * t2P - 2 * t24P * t42kP * t2P - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * t1 * t3 + 2 * t4P * t5 * t22kP
* k * k * t6 * t3 + 4 * t42kP * t3 * t6 * t2P * k * k * (t2 * t2) + t42kP * (t3 * t3) * t6 * t6 * t2P * k - 2 * t7 * t3P * t6 * t22kP * k * k
* t2 * t1 * (t4 * t4) + 36 * t42kP * t1 * t6 * t2P * k * (t2 * t2) * t7 - t5 * t1P * (t3 * t3) * t22kP * k * k * t6 * t2 + t7 * t7 * t32kP * (t4
* t4) * t2P * k + 4 * t4P * t1 * t6 * t6 * t22kP * k * k * t3 - 2 * t24P * t7 * t7 * t32kP * t2P + 4 * (t2 * t2) * t42kP * t2P * t5
+ t42kP * t5 * t5 * t2P * k * (t1 * t1) * (t3 * t3) + 16 * t42kP * t6 * t2P * k * t23P * t7 * t3 + 2 * t42kP * t6 * t2P * k * k * (t2
* t2) + t4P * t6 * t6 * t22kP * k * k * t2 - 0.48e2 * t42kP * t1 * t2P * k * t2 * t7 * t3 + t5 * t5 * t12kP * (t4 * t4) * t2P * k + 24 * t42kP
* t1 * t6 * t2P * k * t2 * t7 * (t3 * t3) - 2 * t42kP * t5 * t5 * t3 * t2P * k * k * (t2 * t2) * (t1 * t1) + 0.48e2 * t42kP * t1 * t6 * t2P
* k * t2 * t5 * t3 + 2 * t42kP * t5 * t2P * k * k * (t2 * t2) * (t1 * t1) - 8 * t24P * t3 * t42kP * t2P * t1 - t7 * t7 * t32kP * t2P * k
* k * (t2 * t2) * (t1 * t1) - 18 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) - 2 * t42kP * t7 * t7 * t2P * k * k * t2 - 8 * t42kP * t7 * t1
* t3 * t2P * k * k * t6 * (t2 * t2) + 16 * t23P * t42kP * t2P * t7 * t1 - 16 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 * t1 + 8 * t42kP
* (t1 * t1) * t6 * t2P * k * t23P * t7 + 16 * t23P * t3 * t42kP * t2P * t6 + 8 * t42kP * t2P * t24P * t5 * t3 - 2 * t42kP * t7
* t7 * t3 * t2P * k * k - 0.72e2 * t42kP * t1 * t3 * t2P * k * t5 * (t2 * t2) - 2 * t7 * t7 * t32kP * t4 * t2P * k * k - 4 * t42kP * t7 * t7
* t1 * t3 * t2P * k * k * (t2 * t2) - 8 * t5 * t5 * t12kP * t23P * t2P * t3 + 2 * t4P * t7 * t1 * t22kP * k * k * t6 + 2 * t42kP * t7 * t7
* t3 * t2P * k + 24 * t42kP * t1 * t6 * t2P * k * t2 * t5 - 2 * t5 * t5 * t12kP * (t3 * t3) * t4 * t2P * k * k - 2 * t5 * t5 * t12kP * t24P
* t2P * (t3 * t3) + 2 * t42kP * (t1 * t1) * t6 * t2P * k * k - 4 * (t2 * t2) * (t1 * t1) * t6 * t6 * t2P * t42kP * t3 - 8 * t24P * t1 * t2P
* t42kP * t7 * t6 + 16 * t23P * (t3 * t3) * t42kP * t2P * t7 * t1 + 12 * t42kP * t5 * t5 * t1 * t2P * k * t2 * (t3 * t3) - 2 * t5 * t1P
* t3 * t22kP * k * k * t6 + t4P * t7 * (t3 * t3) * t22kP * k * k * t6 + 12 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t7 * (t3 * t3) - 4 * t7 * t3P
* t4 * t22kP * k * k * t6 * t1 + 12 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t7 - 0.48e2 * t42kP * t1 * t6 * t2P * k * t2 * t3 - 12 * t42kP
* (t1 * t1) * t2P * k * t2 * t7 * (t3 * t3) - 4 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t6 * t2 - 2 * t5 * t1P * t3 * t6 * t22kP
* k * k * t1 * t2 + 4 * t42kP * t6 * t6 * t2P * k * t23P - 4 * t42kP * (t1 * t1) * t3 * t2P * k * t7 + 8 * t42kP * t7 * t2P * k * t5 * (t1
* t1) * t23P - 16 * t23P * t3 * (t1 * t1) * t2P * t42kP * t7 * t6 + 8 * t42kP * t5 * t2P * k * k * t2 * t1 - 2 * t7 * t7 * t32kP * (t4
* t4) * t2P * k * k * t1 + 16 * t42kP * (t1 * t1) * t6 * t2P * k * t23P * t5 * t3 + t4P * t7 * (t1 * t1) * (t3 * t3) * t4 * t22kP * k * k
* t6 + 6 * t42kP * t6 * t6 * t2P * k * t2 - 16 * t5 * t5 * t12kP * t23P * t2P * t3 * t4 - 2 * t5 * t1P * (t3 * t3) * t4 * t6 * t22kP * k
* k * t1 * t2 - 2 * t5 * t1P * t3 * t22kP * k * k * t6 * t2 - 12 * t42kP * t5 * t2P * k * t2 - 2 * t42kP * t1 * t6 * t6 * t2P * k * k * (t3 * t3)
* (t2 * t2) + t42kP * t5 * t5 * t2P * k * (t1 * t1) - 2 * t24P * (t3 * t3) * t42kP * t2P * (t1 * t1) - t5 * t1P * (t3 * t3) * t6 * t22kP
* k * k * t1 * t2 + 0.48e2 * t42kP * t7 * t2P * k * t5 * t1 * t2 * t3 - 4 * t42kP * t1 * t6 * t6 * t2P * k * k * t3 - 4 * t5 * t5 * t12kP * t24P
* t2P * t3 * (t4 * t4) - 4 * t42kP * (t1 * t1) * t2P * k * k * t2 * t3 + 24 * t42kP * t5 * t5 * t1 * t2P * k * t2 * t3 - 8 * t42kP * t2P
* t24P * t5 * (t3 * t3) * t6 * t1 - 2 * t5 * t5 * t12kP * t2P * k * k * t2 * (t4 * t4) - t5 * t5 * t12kP * (t4 * t4) * t2P * k * k + 4 * t42kP
* t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t1 - t4P * (t3 * t3) * t22kP * k * k * t6 * t2 - 4 * t42kP * t5 * t1 * t2P * k * k * t6 * (t3 * t3) - 4
* t5 * t5 * t12kP * (t3 * t3) * t4 * t2P * k * k * t2 - 8 * t5 * t5 * t12kP * t23P * t2P * t4 + 18 * t42kP * (t1 * t1) * t6 * t6 * t2P
* k * (t2 * t2) * t3 + 6 * t7 * t7 * t32kP * t2P * k * t2 * (t4 * t4) + 4 * t7 * t7 * t32kP * t1 * t4 * t2P * k + t4P * t4 * t6 * t6 * t22kP
* k * k - 36 * t42kP * t1 * (t3 * t3) * t2P * k * t5 * (t2 * t2) + t4P * t4 * t6 * t6 * t22kP * k * k * t2 - 4 * (t2 * t2) * t42kP * t6 * t6 * t2P
* t3 - 8 * t24P * (t3 * t3) * t1 * t2P * t42kP * t7 * t6 - 2 * (t2 * t2) * t42kP * t6 * t6 * t2P * (t3 * t3) - 4 * (t2 * t2) * (t3 * t3) * t42kP
* t7 * t2P * t6 + 4 * t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) + 6 * t42kP * t5 * t5 * t2P * k * t2 - 36 * t42kP * t5 * t1 * t2P * k * (t2
* t2) - 4 * t42kP * t2P * t24P * t5 * (t3 * t3) * t7 - 18 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) * (t3 * t3) + 8 * t42kP * t7
* t7 * t2P * k * t1 * t23P + 18 * t42kP * t7 * t7 * t2P * k * t1 * (t2 * t2) - 2 * t5 * t5 * t12kP * (t4 * t4) * t2P * (t2 * t2) * (t3 * t3)
+ 2 * t42kP * t1 * (t3 * t3) * t2P * k - 4 * t24P * t1 * t2P * t42kP * t7 * t7 + 2 * t6 * t6 * t23kP * t1 * (t4 * t4) * k + 36 * t42kP
* (t1 * t1) * t6 * t2P * k * (t2 * t2) * t7 * t3 - 8 * t23P * (t3 * t3) * t42kP * t7 * t2P * t6 + 2 * t42kP * t7 * (t1 * t1) * t2P * k * t6
* (t3 * t3) + 8 * t23P * t42kP * t2P * t5 * (t1 * t1) + 4 * (t2 * t2) * (t3 * t3) * t42kP * t2P * t7 + 2 * t4P * t5 * (t3 * t3) * t4 * t22kP
* k * k * t6 * t1 + t4P * t5 * (t3 * t3) * t4 * t22kP * k * k * t6 * (t1 * t1) * t2 - 4 * t42kP * t2P * t24P * t5 * t7 * (t1 * t1) + 36 * t42kP
* t1 * t6 * t2P * k * (t2 * t2) * t5 * (t3 * t3) + 8 * t5 * t5 * t12kP * t4 * t2P * k * t23P - 4 * t42kP * t5 * t2P * k * t1 - t7 * t7 * t32kP
* (t4 * t4) * t2P * k * k + 4 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t23P + 4 * t6 * t6 * t23kP * t1 * t3 * k * (t4 * t4) + 2 * t42kP * t7
* (t1 * t1) * t2P * k * k - 8 * t42kP * t2P * (t2 * t2) * t5 * t7 * t1 - t42kP * t7 * t7 * t2P * k * k * (t2 * t2) + 8 * t42kP * t2P * (t2
* t2) * t5 * (t3 * t3) * t1 - 8 * t7 * t7 * t32kP * t2P * k * k * t2 * t1 * t4 + 2 * t4P * t7 * (t1 * t1) * t3 * t22kP * k * k * t6 * t2 - 2 * t5 * t1P
* t3 * (t4 * t4) * t6 * t22kP * k * k * t2 - 2 * (t2 * t2) * (t1 * t1) * t6 * t6 * t2P * t42kP - 2 * t42kP * t5 * t2P * k * k * t6 * (t3 * t3) - 4
* t5 * t5 * t12kP * t23P * t2P * (t3 * t3) * (t4 * t4) - 2 * t4P * t1 * t22kP * k * k * t6 * (t3 * t3) - 4 * t42kP * t1 * t2P * k * k
* t2 + 0.9e1 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * (t2 * t2) - 2 * t7 * t3P * t3 * t4 * t22kP * k * k * t6 * (t1 * t1) + 4 * t42kP * (t1
* t1) * t2P * k * t23P)
if (k > 0) test <- abs(a22/a[2,2])
a[2,2] <- a[2,2] + a22
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A23
test <- 100.0
k <- 0
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)
a23 <- 1 / (1 + t2) / (1 + 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) / t2 / t3 * (1 + t1) * (1 + t4) * t6 * t2P * t7 * t3P * (k * k - k * t3 - t2 * k + (t2 * t3))
if (k > 0) test <- abs(a23/a[2,3])
a[2,3] <- a[2,3] + a23
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A24
test <- 100.0
k <- 0
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)
a24 <- -1 / (1 + t2) / (1 + t4) / (t7 * t3P + t6 * t2P + t5 * t1P + pow((t4
/ (1 + t4)), k) - t4P * t5 * t1 * t2 * t3 + t5 * t1P * t2 + t6 * t2P
* t4 + t6 * t2P * t3 + t6 * t2P * t1 + t7 * t3P * t4 + t7 * pow((t3
/ (1 + t3)), k) * t2 + t7 * t3P * t1 - t4P * t6 * t2 - t4P * t7
* t3 - t4P * t5 * t1 + t4P * t2 * t3 - t4P * t5 * t3 - pow((t4
/ (1 + t4)), k) * t5 * t2 + t4P * t1 * t3 - t4P * t6 * t3 - t4P
* t6 * t1 + t4P * t1 * t2 - t4P * t7 * t2 - t4P * t7 * t1 + t5 * pow((t1
/ (1 + t1)), k) * t4 + t5 * t1P * t3 + t4P * t3 - t4P * t5 - pow((t4
/ (1 + t4)), k) * t6 - t4P * t7 + t4P * t2 + t4P * t1 + t5 * pow((t1
/ (1 + t1)), k) * t2 * t4 + t5 * t1P * t3 * t4 + t5 * t1P * t2 * t3 + t6 * pow((t2 / (1
+ t2)), k) * 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 - pow((t4
/ (1 + t4)), k) * t7 * t1 * t3 - t4P * t6 * t1 * t3 - t4P * t5 * t1 * t2 - pow((t4 / (1
+ t4)), k) * 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 * pow((t3
/ (1 + t3)), k) * t1 * t2 * t4 - t4P * t7 * t1 * t2 * t3) / t2 / t4 * (1 + t1) * (1 + t3) * t6 * t2P * t4P * (-k * k + t5 * k * k + k * k * t6 + k * k * t7 + k * t4 - t5 * k * t4 - k * t6 * t4 - k * t7 * t4 + t2 * k - k * t5 * t2 - t6 * k * t2 - k
* t7 * t2 - (t2 * t4) + t5 * t2 * t4 + t6 * t2 * t4 + t7 * t2 * t4)
if (k > 0) test <- abs(a24/a[2,4])
a[2,4] <- a[2,4] + a24
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A25
test <- 100.0
k <- 0
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)
a25 <- (1 + t3) * t6 * t2P * (k * t1P + k * t1P * t4 - t4P * k - k * t4P * t1 - t1P * t2 - t1P * t2 * t4 + t4P * t2 + t4P * t1 * t2) / (1
+ t2) / t2 / (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(a25/a[2,5])
a[2,5] <- a[2,5] + a25
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A26
test <- 100.0
k <- 0
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))
a26 <- (-t4P * t5 * t3 * t3 * t22kP * t2 * t6 - 4 * t4P * t5 * t5 * t1 * t2P * t2 * t1P * t3 - 2 * t4P * t5 * t5 * t1 * t2P * t2 * t1P
* t4 + 4 * t42kP * t1 * t3 * t3 * t2P * k * t5 * t2 + 4 * t5 * t1P * t3 * t4 * t22kP * t2 * t6 * t1 - 2 * (t2 * t2) * t3 * t42kP * t2P * t6
+ 2 * t5 * t5 * t12kP * t4 * t2P * (t2 * t2) + 4 * t42kP * t7 * t1 * t2P * k - 4 * t42kP * t7 * (t1 * t1) * t2P * k * t5 * t3 - 8 * t42kP
* t3 * t2P * t2 * t7 * t1 + 2 * t42kP * (t1 * t1) * t3 * t3 * t2P * k * t7 - 2 * t42kP * t1 * t6 * t2P * k * t2 * t5 * t3 * t3 + 2 * t42kP * t2P
* k * t7 * t2 - 4 * t4P * t7 * t1 * t22kP * t2 * t6 * t3 * t4 + (t2 * t2) * t7 * t7 * t32kP * t2P * (t4 * t4) - 2 * t42kP * t7 * (t1 * t1) * t2P
* k * t5 + 2 * t42kP * (t1 * t1) * t2P * k * t2 * t7 + 2 * t5 * t5 * t12kP * t3 * t3 * t4 * t2P * t2 - 2 * t5 * t5 * t12kP * t4 * t2P * k * t3
* t3 + 2 * t5 * t1P * t22kP * t2 * t6 * t4 + 2 * (t2 * t2) * t1 * t2P * t42kP * t7 * t7 - t42kP * t7 * t7 * t2P * k * t2 * t3 * t3 + t42kP
* t7 * t3 * t3 * t6 * t2P * t2 - (t2 * t2) * t3 * t3 * t42kP * t2P * t6 * (t1 * t1) - 2 * t42kP * t5 * t5 * t2P * k * t2 * t3 + t42kP * t5
* t5 * t3 * t3 * t2P * t2 - 2 * t42kP * t6 * t2P * k * t2 * t7 * t3 - t5 * t5 * t12kP * t3 * t3 * t2P * k * t2 * (t4 * t4) - 2 * (t2 * t2) * t42kP
* t2P * t5 * (t1 * t1) + 2 * t7 * t3P * (t4 * t4) * t2P * t2 * t5 * t1P + 2 * t42kP * t5 * t5 * (t1 * t1) * t2P * t2 * t3 + t5 * t5 * t12kP
* (t4 * t4) * t2P * (t2 * t2) - 2 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k * t2 - 2 * t42kP * t3 * t3 * t2P * t2 * t7 - 2 * t42kP * t7
* t7 * t2P * k * t1 * t2 - (t2 * t2) * t42kP * t2P * t6 * (t1 * t1) + t4P * t3 * t3 * t22kP * t2 * t6 * t4 + 8 * t42kP * t1 * t3 * t2P
* k * t5 * t2 - t4P * t7 * (t1 * t1) * t22kP * t2 * t6 - 2 * t42kP * t7 * t7 * t1 * t2P * k * t3 * t3 - 2 * (t2 * t2) * t42kP * t2P * t6 * t1
+ 2 * t5 * t5 * t12kP * t2P * t2 * t4 + 4 * t7 * t3P * t4 * t2P * t2 * t5 * t1P * t1 + t42kP * t3 * t3 * t2P * k * t6 - 4 * t7 * t3P * t4
* t2P * t2 * t4P * t5 * t1 - 2 * t7 * t7 * t3P * t4 * t2P * t2 * t4P * t3 - 2 * t4P * t2P * k * t7 * t3P * (t1 * t1) - 2 * t4P * t2P
* k * t5 * t1P * t1 - t6 * t22kP * t1 * t3 * t3 * k * t5 * t1P * (t4 * t4) + 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P * t7 * t4 - 4 * t6 * t22kP
* t1 * t3 * k * t4P + t6 * t22kP * k * t4P * t7 + t6 * t22kP * k * t4P * t5 - t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t6 - 2 * t7
* t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t5 + t4P * t3 * t4 * t6 * t2P * k * t2 * t7 * t3P - 2 * t5 * t1P * t3 * t3 * t2P * k * t2 * t4P - 2
* t42kP * t3 * t3 * t2P * t2 * t5 * (t1 * t1) - 2 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P * t3 * t4 + 4 * t4P * t1 * t4 * t2P * (t2
* t2) * t7 * t3P + 2 * t4P * (t1 * t1) * t4 * t2P * (t2 * t2) * t7 * t3P + 2 * t4P * t5 * t2P * k * t7 * t3P * t3 + 2 * t4P * t5 * t5
* t2P * k * t1P * t3 * t3 - 2 * t7 * t3P * t3 * t2P * k * t5 * t1P - 2 * t6 * t22kP * t1 * t3 * k * t5 * t1P - 2 * t6 * t22kP * t1 * t3
* k * t7 * t3P - 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P - t6 * t22kP * t1 * t3 * t3 * k * t5 * t1P - 4 * t6 * t22kP * t1 * t3 * k * t5 * t1P
* t4 + 2 * t7 * t3P * t1 * t2P * k * t4P * t6 - 2 * t5 * t1P * t1 * t2P * k * t7 * t3P - t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P - 2
* t4P * (t1 * t1) * t3 * t2P * k * t7 * t3P * t2 + t6 * t22kP * (t1 * t1) * t3 * t3 * k * t4P * t5 - 4 * (t2 * t2) * t3 * t1 * t2P * t4P
* t7 * t7 * t3P - 2 * t6 * t22kP * t4 * k * t5 * t1P - 2 * t6 * t22kP * t4 * k * t7 * t3P - t6 * t22kP * (t4 * t4) * k * t5 * t1P - t6 * t22kP
* (t4 * t4) * k * t7 * t3P - 4 * t5 * t1P * t1 * t3 * t2P * k * t2 * t4P - 2 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P * t3 + 2 * t5 * t1P
* t4 * t2P * k * t4P * t7 - t4P * t4 * t6 * t2P * (t2 * t2) * t5 * t1P * t3 * t3 + 2 * t4P * t7 * t2P * k * t5 * t1P * t2 * t3 * t3 * t1 - 2
* t6 * t22kP * t3 * k * t4P * t4 - 2 * t6 * t22kP * t3 * k * t7 * t3P * t4 - 2 * t4P * t2P * (t2 * t2) * t5 * t3 * t7 * t3P - t5 * t1P
* t1 * t6 * t2P * (t2 * t2) * t4P * t3 * t3 * t4 + 2 * t7 * t3P * t6 * t2P * k * t2 * t4P * t1 * t3 + 4 * t4P * t5 * t5 * t2P * k * t1P
* t3 * t4 + 2 * t5 * t5 * t1P * t1 * t2P * k * t2 * t4P + 2 * t5 * t1P * t1 * t3 * t3 * t4 * t2P * k * t4P * t7 * t2 + 2 * t7 * t7 * t3P * t2P
* k * t2 * t4P * (t1 * t1) + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t4 - 4 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P - 2 * (t2 * t2)
* t3 * (t1 * t1) * t2P * t4P * t7 * t7 * t3P + 4 * t4P * t7 * t3 * t4 * t2P * k * t5 * t1P + 2 * t7 * t3P * t6 * t2P * k * t2 * t4P
* t1 + t7 * t3P * t6 * t2P * k * t2 * t4P * (t1 * t1) * t4 - 2 * t7 * t3P * t2P * k * t2 * t4P * t4 - 4 * t4P * t3 * t2P * k * t5 * t1P - 2
* t4P * t3 * t2P * k * t7 * t3P + 2 * t4P * t7 * t7 * t3 * t4 * t2P * k * t3P - 4 * t42kP * t7 * t1 * t2P * k * t5 * t3 * t3 + 2 * (t2 * t2)
* t3 * (t1 * t1) * t2P * t42kP * t7 * t7 + 2 * t42kP * t3 * t3 * t2P * k * t5 * t2 - 2 * t42kP * t1 * t3 * t3 * t2P * k * t2 + 2 * t42kP
* (t1 * t1) * t3 * t3 * t2P * k * t5 * t2 + 2 * t4P * t4 * t2P * t2 * t5 * t1P - 2 * t7 * t3P * t4 * t2P * t2 * t4P * t5 + t42kP * t2P
* (t2 * t2) * t5 * t5 * t3 * t3 * (t1 * t1) - t6 * t22kP * k * t4P + t42kP * t2P * t2 - 4 * t42kP * t1 * t6 * t2P * k * t2 * t7 * t3 - t4P
* t7 * t4 * t22kP * t2 * t6 - 2 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * t2 * t3 + 2 * t42kP * t5 * t5 * t1 * t2P * t2 * t3 * t3 - 4 * t4P
* t5 * t1 * t22kP * t2 * t6 * t3 + t5 * t1P * t3 * t3 * t22kP * t2 * t6 * t1 - 4 * t4P * t7 * t1 * t2P * t2 * t5 * t1P * t3 - 2 * t4P * t7
* t1 * t2P * t2 * t5 * t1P * t4 + t4P * t4 * t22kP * t2 * t6 * (t1 * t1) + 2 * t7 * t3P * t4 * t22kP * t2 * t6 * t3 + 4 * t4P * t3 * t2P
* t2 * t5 * t1P * t1 + 2 * t4P * t3 * t2P * t2 * t7 * t3P + 2 * t4P * t3 * t3 * t2P * t2 * t5 * t1P * t1 + 4 * t4P * t3 * t2P * t2 * t5
* t1P - 2 * t42kP * t5 * t2P * k * t7 * t2 + 2 * (t2 * t2) * t7 * t7 * t32kP * t2P * t1 * (t4 * t4) - t42kP * t7 * t7 * t2P * k * t2 + 4
* t42kP * t3 * t2P * k * t7 * t2 - 2 * t42kP * t5 * t2P * k * t7 * t3 * t3 - t42kP * t6 * t2P * t2 - 2 * t42kP * t7 * t2P * t2 - t42kP
* t5 * t5 * t2P * k - t42kP * t7 * t7 * (t1 * t1) * t2P * k * t3 * t3 - 8 * (t2 * t2) * t3 * t42kP * t2P * t7 * t1 + 4 * t7 * t3P * t1 * t2P
* t2 * t4P - t42kP * (t1 * t1) * t6 * t2P * t2 * t3 * t3 - 2 * (t2 * t2) * t3 * t3 * t42kP * t2P * t7 * (t1 * t1) + 4 * t42kP * t7 * (t1
* t1) * t2P * t2 * t5 * t3 - 2 * t42kP * t1 * t6 * t2P * k * t2 * t7 - t42kP * (t1 * t1) * t6 * t2P * t2 - t42kP * (t1 * t1) * t3 * t3 * t2P
* k * t2 + 2 * t42kP * t1 * t6 * t2P * k * t2 * t3 * t3 + t42kP * t2P * (t2 * t2) * t5 * t6 * (t1 * t1) - 2 * t42kP * t7 * t1 * t2P * k * t6
* t3 * t3 - 4 * t42kP * t7 * t1 * t2P * k * t5 - 2 * t4P * t5 * t1 * t22kP * t2 * t6 * t3 * t3 * t4 - 2 * t42kP * (t1 * t1) * t6 * t2P * t2
* t3 - 2 * t7 * t7 * t3P * t3 * t2P * t2 * t4P + 2 * t42kP * t5 * t1 * t3 * t3 * t6 * t2P * t2 - 4 * t4P * t5 * t1 * t2P * t2 * t7 * t3P
+ 4 * t7 * t3P * t4 * t2P * t2 * t5 * t1P * t3 + 2 * t7 * t7 * t32kP * (t4 * t4) * t2P * t2 * t1 + 2 * t42kP * t2P * (t2 * t2) * t5 * t7
* (t1 * t1) + t5 * t1P * t1 * (t4 * t4) * t22kP * t2 * t6 + 2 * t42kP * t7 * (t1 * t1) * t2P * k + 2 * (t2 * t2) * t3 * t3 * t42kP * t2P
* t1 + 2 * t4P * t3 * t2P * t2 * t7 * t3P * (t1 * t1) + t42kP * t2P * k * t6 * (t1 * t1) + 2 * (t2 * t2) * t7 * t7 * t32kP * t2P * t1
+ 2 * t42kP * t2P * (t2 * t2) * t5 * t6 * t1 + 4 * t42kP * (t1 * t1) * t3 * t2P * k * t5 - 2 * t42kP * t3 * t3 * t2P * t2 * t7 * (t1 * t1) - t7
* t3P * t4 * t2P * t2 * t4P * t6 * (t1 * t1) * t3 - 2 * t7 * t7 * t3P * t4 * t2P * t2 * t4P * (t1 * t1) * t3 - 2 * t7 * t3P * t4 * t2P
* t2 * t4P * t5 * (t1 * t1) * t3 - t42kP * t7 * (t1 * t1) * t2P * k * t6 + 4 * t7 * t7 * t32kP * t4 * t2P * t2 * t1 + 4 * t42kP * t7 * t1
* t2P * t2 * t5 - 2 * t42kP * t5 * t2P * k * t6 * t1 - 2 * t7 * t3P * t4 * t2P * t2 * t4P * t6 * t1 * t3 - 2 * t42kP * (t1 * t1) * t6 * t2P
* k * t2 * t7 * t3 + 2 * t42kP * t3 * t2P * k * t6 - t42kP * t6 * t2P * k * t2 * t5 - 2 * t7 * t7 * t32kP * t4 * t2P * k - 2 * t42kP * t7
* t7 * t2P * k * t2 * t3 - 2 * t42kP * t5 * t2P * k * t7 * t2 * t3 * t3 - t7 * t3P * t4 * t2P * t2 * t4P * t6 - 2 * t7 * t3P * t2P * t2
* t4P * t5 - t42kP * t3 * t3 * t6 * t2P * t2 - 2 * t42kP * t3 * t3 * t6 * t2P * t2 * t1 + t5 * t5 * t12kP * t3 * t3 * (t4 * t4) * t2P
* t2 + t7 * t7 * t32kP * (t1 * t1) * t2P * t2 + 2 * t5 * t5 * t12kP * t3 * (t4 * t4) * t2P * t2 + 2 * (t2 * t2) * t3 * t42kP * t7 * t2P
* t6 + t7 * t3P * (t4 * t4) * t22kP * t2 * t6 * (t1 * t1) * t3 + 2 * (t2 * t2) * t3 * t3 * t1 * t2P * t42kP * t7 * t7 - 2 * t7 * t7 * t32kP
* t2P * k * t2 * t4 + 2 * t7 * t7 * t32kP * t4 * t2P * t2 * (t1 * t1) - t42kP * t2P * k * (t1 * t1) + 2 * (t2 * t2) * t1 * t6 * t2P * t42kP
* t7 - 2 * t5 * t5 * t12kP * t4 * t2P * k + 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 + 2 * t4P * t4 * t2P * (t2 * t2) * t5 * t1P
* t3 * t3 - 2 * t5 * t1P * t1 * t3 * (t4 * t4) * t2P * k * t7 * t3P * t2 - 2 * t4P * t1 * t3 * t3 * t2P * k * t5 * t1P - t6 * t22kP * t3 * t3
* k * t5 * t1P * (t4 * t4) + 4 * t4P * t5 * t1 * t2P * k * t2 * t7 * t3P + 2 * t4P * t5 * (t1 * t1) * t2P * k * t2 * t7 * t3P + t4P * t6
* t2P * k * t2 * t7 * t3P + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t1 + t6 * t22kP * (t1 * t1) * t3 * t3 * k * t4P * t5 * t4 - 4 * t7 * t3P
* t2P * k * t2 * t4P * t1 - 2 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * (t1 * t1) + 4 * t5 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t2
+ 2 * t5 * t5 * t1P * t1 * t3 * t3 * t4 * t2P * k * t4P - 2 * t4P * t3 * t3 * t2P * k * t5 * t1P - 4 * t4P * t3 * t2P * k * t5 * t1P * t4 - 2
* t4P * t3 * t2P * k * t7 * t3P * t2 - 2 * t4P * t3 * t2P * k * t7 * t3P * t4 + 2 * (t2 * t2) * t7 * t3P * t2P * t4P + 4 * t4P * t5
* t5 * t2P * k * t1P * t3 * t1 + 2 * t7 * t3P * t1 * t4 * t2P * k * t4P * t6 + 4 * t7 * t3P * t1 * t4 * t2P * k * t4P * t5 + 4 * t7 * t7 * t3P
* t1 * t4 * t2P * k * t4P + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P + 2 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * t1 * t2 - (t2
* t2) * t7 * t3P * t2P * t4P * t6 * (t1 * t1) - 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t7 * t3P - 2 * t5 * t1P * t1 * t3 * t3 * t4 * t2P
* k * t4P - 2 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * (t1 * t1) - (t2 * t2) * t7 * t3P * t2P * t4P * t6 * t3 - 2 * (t2 * t2) * t7 * t3P
* t2P * t4P * t6 * t1 + 2 * t7 * t3P * t3 * t2P * (t2 * t2) * t5 * t1P * (t4 * t4) - 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * t1
+ 2 * t6 * t22kP * t1 * k * t4P * t7 + 2 * t6 * t22kP * t1 * k * t4P * t5 + 2 * t4P * t5 * (t1 * t1) * t2P * k * t2 * t7 * t3P * t3 - 4 * t7
* t3P * t1 * t4 * t2P * k * t5 * t1P * t2 - 4 * t7 * t3P * t1 * t4 * t2P * k * t5 * t1P - 4 * t5 * t1P * t4 * t2P * k * t2 * t7 * t3P - t6
* t22kP * (t1 * t1) * t3 * t3 * k * t4P * t4 - 4 * t6 * t22kP * t1 * t3 * k * t4P * t4 + 2 * t5 * t1P * t4 * t2P * k * t2 * t4P * t7 + 4 * t4P
* t5 * t4 * t2P * k * t2 * t7 * t3P * t1 - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t2 - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P
* t3 - 2 * t7 * t3P * t1 * (t4 * t4) * t2P * k * t5 * t1P + 4 * t4P * t5 * t5 * t4 * t2P * k * t1P * t2 * t3 - 2 * t4P * t7 * t3 * t3 * t2P
* (t2 * t2) * t5 * t1P * t4 * t1 + 2 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * (t1 * t1) * t2 - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P * t3 - 4
* t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P * t4 * t1 + 2 * t7 * t3P * (t4 * t4) * t2P * (t2 * t2) * t5 * t1P + 4 * t5 * t1P * t1 * t3
* t4 * t2P * k * t4P * t7 + 4 * t5 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P + t4P * t6 * t2P * k * t2 * t7 * t3P * t3 - 2 * t6 * t22kP
* t3 * t3 * k * t5 * t1P * t4 + 2 * t4P * t5 * t5 * t2P * k * t1P * t4 * t1 + 4 * t4P * t5 * t2P * k * t7 * t3P * t1 * t3 - 2 * t5 * t5 * t12kP
* t3 * t2P * k * t2 + 2 * t7 * t3P * t4 * t2P * t2 * t4P - 2 * t4P * t7 * t1 * t2P * t2 * t5 * t1P - 2 * t5 * t1P * t1 * t3 * t2P * k
* t2 * t7 * t3P + 2 * t4P * t5 * t5 * t4 * t2P * k * t2 * t1P + 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t5 * t3 + 2 * t6 * t22kP
* (t1 * t1) * t3 * k * t4P * t7 * t4 + 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P * t5 * t4 + 2 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t5 * t4 - 2
* t6 * t2P * t2 * t3 * t1P * t1 * t4P * t5 - 4 * t4P * t1 * t3 * t2P * k * t5 * t1P - 4 * t4P * t1 * t3 * t2P * k * t7 * t3P - 2 * t5
* t1P * t1 * t3 * t3 * t2P * k * t2 * t4P - 2 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * t1 * t3 - 2 * t4P * t2P * (t2 * t2) * t5 * t3
* t7 * t3P * (t1 * t1) - t6 * t22kP * t3 * t3 * k * t4P - t6 * t22kP * t3 * t3 * k * t5 * t1P - 4 * t6 * t22kP * t3 * k * t5 * t1P * t4 - (t2
* t2) * t7 * t3P * t2P * t4P * t6 * (t1 * t1) * t3 - t4P * t6 * t2P * (t2 * t2) * t5 * t1P - 2 * t4P * t6 * t2P * (t2 * t2) * t5 * t1P
* t3 - 2 * t7 * t3P * t3 * t2P * k * t5 * t1P * (t4 * t4) - t4P * t7 * t22kP * t2 * t6 + 2 * t42kP * t5 * (t1 * t1) * t6 * t2P * t2 * t3 - t4P
* t5 * (t1 * t1) * t22kP * t2 * t6 * t3 * t3 * t4 + 4 * t42kP * t2P * (t2 * t2) * t5 * t5 * t3 * t1 - 2 * t42kP * t2P * t2 * t5 + t42kP
* (t1 * t1) * t3 * t3 * t2P * k * t6 + 4 * t42kP * (t1 * t1) * t2P * k * t2 * t7 * t3 - 4 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * t2 * t3 - 2
* t4P * t7 * (t1 * t1) * t22kP * t2 * t6 * t3 + t5 * t5 * t12kP * t2P * (t2 * t2) - t42kP * t2P * k * t2 + 4 * (t2 * t2) * t3 * t1 * t2P
* t42kP * t7 * t6 - t4P * t5 * (t1 * t1) * t22kP * t2 * t6 * t4 + (t2 * t2) * t3 * t3 * t42kP * t2P * (t1 * t1) - t7 * t3P * t4 * t2P
* t2 * t4P * t6 * (t1 * t1) - 4 * t4P * t7 * t7 * t1 * t2P * t2 * t3P + 4 * t42kP * t3 * t2P * k * t7 + t42kP * t5 * t6 * t2P * t2 + 2
* t42kP * t5 * t6 * t2P * t2 * t1 + 2 * t42kP * t5 * t6 * t2P * t2 * t3 + 4 * t42kP * t5 * t6 * t2P * t2 * t1 * t3 + 2 * t7 * t3P * t3 * t2P
* t2 * t5 * t1P + 4 * t7 * t3P * t4 * t2P * t2 * t4P * t1 * t3 + 2 * t4P * t3 * t3 * t22kP * t2 * t6 * t1 + t6 * t2P * t1P * k * t1 * t4P
* t5 - t5 * t5 * t12kP * t3 * t3 * t2P * k * t2 - 2 * t6 * t2P * t3 * t4 * t1P * t1 * t4P * t5 * t2 + 2 * t5 * t5 * t1P * t1 * t3 * t3 * t4 * t2P
* k * t4P * t2 + 4 * t7 * t3P * t4 * t2P * (t2 * t2) * t5 * t1P - 2 * t5 * t1P * t1 * t4 * t2P * k * t2 * t4P + t6 * t22kP * (t1 * t1)
* t4 * k * t4P * t5 - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P - 2 * t5 * t1P * t1 * t2P * k * t2 * t7 * t3P - 2 * t7 * t3P * t4 * t2P * k
* t4P - 2 * t5 * t1P * t1 * t3 * t2P * k * t7 * t3P + 2 * t7 * t7 * t3P * t4 * t2P * k * t4P - t5 * t1P * t1 * t6 * t2P * (t2 * t2)
* t4P * t4 + 2 * t6 * t22kP * t3 * k * t4P * t5 * t4 + 2 * t6 * t22kP * t3 * k * t4P * t7 * t4 - t6 * t22kP * t4 * k * t4P - 2 * t4P * t3
* t3 * t2P * k * t5 * t1P * t4 + 2 * t7 * t3P * t2P * (t2 * t2) * t5 * t1P + t6 * t22kP * (t1 * t1) * t3 * t3 * k * t4P * t7 + 2 * t4P
* t7 * t2P * k * t5 * t1P * t2 * t3 * t3 * t4 - 2 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t4 + 4 * t5 * t1P * t1 * t2P * (t2 * t2)
* t4P * t3 * t4 + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * (t4 * t4) + 4 * t7 * t7 * t3P * t2P * k * t2 * t4P * t1 * t4 + 2 * t4P
* t5 * t4 * t2P * k * t2 * t7 * t3P * (t1 * t1) + t7 * t3P * t4 * t2P * k * t4P * t6 + 2 * t4P * t7 * t1 * t2P * k * t5 * t1P + 4 * t4P
* t7 * t7 * t1 * t2P * k * t3P + 4 * t4P * t7 * t1 * t2P * k * t5 * t1P * t3 - 4 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 + t6
* t22kP * t4 * k * t4P * t7 + t6 * t22kP * t4 * k * t4P * t5 - 2 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 * t3 - 2 * t5 * t1P
* t1 * t2P * (t2 * t2) * t4P * t7 * t4 - 2 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P + 2 * t6 * t22kP * t1 * t4 * k * t4P * t7 + 2 * t7
* t7 * t3P * t2P * k * t4P - 2 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 - (t2 * t2) * t7 * t3P * t2P * t4P * t6 + 4 * t5 * t1P
* t3 * t2P * k * t2 * t4P * t7 + 4 * t5 * t5 * t1P * t3 * t2P * k * t2 * t4P - 2 * t7 * t3P * t2P * k * t2 * t4P + 2 * t4P * t5 * t5 * t4
* t2P * k * t2 * t1P * t1 - 2 * t4P * t1 * t4 * t6 * t2P * (t2 * t2) * t7 * t3P - t4P * (t1 * t1) * t4 * t6 * t2P * (t2 * t2) * t7 * t3P - 2
* t7 * t3P * t2P * k * t2 * t5 * t1P + 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 * t4P * (t1 * t1) * t3 * t2P * k * t7 * t3P - 4 * t4P * t1 * t3 * t2P * k * t7 * t3P
* t2 + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 * t3 * t4 + 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * t4 - 4 * t4P * t5 * t5
* t3 * t4 * t2P * (t2 * t2) * t1P + 4 * t4P * t7 * t7 * t1 * t2P * k * t3P * t3 + 2 * t4P * t7 * t1 * t2P * k * t5 * t1P * t3 * t3 - 2 * t7
* t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P + 2 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * (t1 * t1) - 2 * t4P * t7 * t3 * t3 * t2P
* (t2 * t2) * t5 * t1P - 4 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P * t4 - t6 * t22kP * k * t5 * t1P - t6 * t22kP * k * t7 * t3P - 2
* t6 * t22kP * t1 * (t4 * t4) * k * t7 * t3P + 2 * t5 * t1P * t1 * t3 * t3 * t4 * t2P * k * t4P * t7 + 2 * (t2 * t2) * t7 * t3P * t2P * t4P
* (t1 * t1) - 2 * t6 * t22kP * t3 * k * t5 * t1P - t6 * t22kP * t3 * k * t7 * t3P + 2 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P - 2 * t7
* t3P * t1 * (t4 * t4) * t2P * k * t5 * t1P * t2 + 2 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P + t6 * t22kP * (t1 * t1) * t3 * t3 * k * t4P
* t7 * t4 + t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * (t1 * t1) * t2 + t6 * t22kP * t3 * t3 * k * t4P * t5 * t4 - t5 * t1P * t1 * t6 * t2P
* (t2 * t2) * t4P * t3 * t3 + t6 * t22kP * t3 * t3 * k * t4P * t7 * t4 - 2 * t6 * t22kP * t1 * t4 * k * t4P - t6 * t22kP * (t1 * t1) * t4
* k * t4P - 4 * t7 * t3P * t3 * t2P * k * t5 * t1P * t4 - 2 * t6 * t22kP * t3 * k * t4P - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P
* t2 * t3 - 2 * t5 * t1P * t4 * t2P * k * t2 * t4P - 2 * t5 * t1P * t1 * t2P * k * t2 * t4P + 4 * t5 * t5 * t1P * t1 * t3 * t2P * k * t2 * t4P
+ 4 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P * t1 * t3 + 2 * t7 * t7 * t3P * t3 * t2P * k * t4P + t7 * t3P * t2P * k * t4P * t6 - t6
* t22kP * (t1 * t1) * t3 * t3 * k * t4P - t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P - 4 * t6 * t22kP * t1 * t3 * k * t7 * t3P * t4 - 2 * t6
* t22kP * (t1 * t1) * t3 * k * t4P + 2 * (t2 * t2) * t3 * t4P * t2P * t7 * t3P * (t1 * t1) + 2 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P
* (t1 * t1) * t3 - 2 * t7 * t3P * (t4 * t4) * t2P * k * t5 * t1P + 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t1 + 2 * t7 * t7 * t3P
* t2P * k * t2 * t4P + 2 * t4P * t7 * t1 * t2P * k * t5 * t1P * t4 + 2 * t4P * t7 * t7 * (t1 * t1) * t2P * k * t3P + t7 * t3P * (t1
* t1) * t4 * t2P * k * t4P * t6 * t3 - 2 * t7 * t3P * t2P * k * t5 * t1P - 4 * t7 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t1 + 2
* t7 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t3 + t7 * t3P * t3 * t2P * k * t4P * t6 + t42kP * t2P * t2 * (t1 * t1) - 2 * t7 * t7
* t32kP * (t1 * t1) * t4 * t2P * k * t2 - 4 * (t2 * t2) * t3 * t3 * t42kP * t2P * t7 * t1 - t42kP * (t1 * t1) * t6 * t2P * k * t2 * t5 + 2
* t7 * t3P * t2P * t2 * t5 * t1P + 2 * t7 * t3P * t2P * t2 * t4P + 2 * t42kP * t5 * t2P * k * (t1 * t1) + t4P * t4 * t5 * t1P
* k * t1 * t6 * t2P * t2 + t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 * t3 * t2 + t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 * t3 + t4P
* t4 * t5 * t1P * k * t6 * t2P + 2 * t4P * t4 * t5 * t1P * k * t6 * t2P * t3 + t4P * t4 * t5 * t1P * k * t6 * t2P * t2 + t4P * t4 * t5
* t1P * k * t6 * t2P * t3 * t3 + 2 * t6 * t2P * t3 * t1P * k * t4P * t5 + 2 * t42kP * t5 * (t1 * t1) * t2P * k * t2 + t4P * t3 * t3 * t5
* t1P * k * t1 * t6 * t2P + 2 * t4P * t3 * t5 * t1P * k * t1 * t6 * t2P + 2 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 + t4P * t4
* t5 * t1P * k * t1 * t6 * t2P + t4P * t3 * t3 * t22kP * t2 * t6 * (t1 * t1) * t4 - t42kP * t3 * t3 * t6 * t2P * k * t7 + 2 * t7 * t3P * t1
* t22kP * t2 * t6 * t3 + 2 * t42kP * t5 * t3 * t3 * t2P * t2 * t7 + 2 * t4P * t2P * t2 * t5 * t1P * t1 + t42kP * t5 * (t1 * t1) * t3 * t3
* t6 * t2P * t2 + 4 * t7 * t3P * t4 * t2P * t2 * t4P * t1 + t42kP * t5 * t6 * t2P * t2 * t3 * t3 - 4 * t42kP * t5 * t5 * t2P * k * t1
* t3 - 2 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t5 * t3 + (t2 * t2) * (t1 * t1) * t2P * t42kP * t7 * t7 + t7 * t7 * t32kP * t2P * t2
+ 4 * t4P * t3 * t2P * t2 * t7 * t3P * t1 - t42kP * t6 * t2P * k * t7 - 4 * t42kP * t5 * t2P * k * t6 * t1 * t3 + 4 * t42kP * t2P
* (t2 * t2) * t5 * t3 * t3 * t7 * t1 - 2 * t42kP * t5 * t5 * t2P * k * t3 - t7 * t7 * t32kP * (t1 * t1) * t2P * k - 4 * t5 * t5 * t12kP * t4 * t2P
* k * t3 + 8 * t42kP * t1 * t3 * t2P * k * t5 + 2 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 * t2 + t4P * t5 * t1P * k * t6 * t2P + 2
* t4P * t3 * t5 * t1P * k * t1 * t6 * t2P * t2 + t4P * t3 * t3 * t5 * t1P * k * t1 * t6 * t2P * t2 + t6 * t2P * t2 * t1P * k * t4P * t5
+ t4P * t2 * t3 * t3 * t5 * t1P * k * t6 * t2P * t4 + 2 * t42kP * t3 * t3 * t2P * k * t7 + 2 * t5 * t1P * t3 * t3 * t4 * t22kP * t2 * t6 - 4
* t42kP * t7 * t1 * t2P * k * t6 * t3 - t4P * t6 * t3 * t2P * t2 * t7 * t3P * (t1 * t1) + 2 * t5 * t5 * t12kP * (t4 * t4) * t2P * (t2
* t2) * t3 - t4P * t6 * t3 * t3 * t2P * t2 * t5 * t1P - (t2 * t2) * t42kP * t2P * t6 + t42kP * t5 * (t1 * t1) * t6 * t2P * t2 - 4 * t42kP
* t3 * t6 * t2P * t2 * t1 - 4 * (t2 * t2) * t42kP * t2P * t5 * t1 + 4 * t42kP * t5 * t5 * t1 * t2P * t2 * t3 - t42kP * t5 * t5 * (t1 * t1)
* t2P * k * t2 * t3 * t3 - 4 * t4P * t5 * t5 * t3 * t2P * t2 * t1P - 2 * t4P * t5 * t3 * t2P * t2 * t7 * t3P + 4 * t42kP * t1 * t2P
* k * t2 * t7 + t5 * t5 * t12kP * t2P * (t2 * t2) * t3 * t3 - 2 * t42kP * t3 * t3 * t2P * t2 * t5 - t4P * t5 * t3 * t3 * t22kP * t2 * t6 * t4 - 2
* t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * (t1 * t1) + t42kP * t5 * t5 * t2P * t2 + (t2 * t2) * (t1 * t1) * t6 * t2P * t42kP * t7 - 4
* (t2 * t2) * t7 * t7 * t3P * t2P * t4P * t1 * t4 + 2 * t7 * t7 * t3P * t2P * k * t2 * t4P * (t1 * t1) * t4 + t6 * t22kP * t3 * t3 * k * t4P
* t5 + t6 * t22kP * t3 * t3 * k * t4P * t7 - 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t2 + 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P
* t7 * t2 - 2 * t4P * t5 * t5 * t2P * (t2 * t2) * t1P - 4 * t4P * t5 * t5 * t2P * (t2 * t2) * t1P * t3 - 2 * t4P * t5 * t5 * t2P * (t2
* t2) * t1P * t4 - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P * t2 * t3 - 2 * t7 * t3P * t3 * (t4 * t4) * t2P * k * t5 * t1P * t2 + 4 * t7 * t7
* t3P * t3 * t4 * t2P * k * t4P * t1 * t2 + 2 * t4P * t5 * t5 * t4 * t2P * k * t1P * t2 * t3 * t3 - 2 * t4P * t7 * t3 * t3 * t2P * (t2 * t2)
* t5 * t1P * t1 - 2 * t4P * t7 * t3 * t3 * t2P * (t2 * t2) * t5 * t1P * t4 + 4 * t4P * t5 * t1 * t2P * k * t2 * t7 * t3P * t3 - 4 * t5 * t5
* t1P * t1 * t2P * (t2 * t2) * t4P * t3 * t4 - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P
* t2 - 2 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * (t1 * t1) * t4 - 4 * t4P * t3 * t4 * t2P * k * t2 * t5 * t1P - 2 * t4P * t3 * t3 * t4 * t2P
* k * t2 * t5 * t1P + 4 * t7 * t7 * t3P * t2P * k * t2 * t4P * t1 - t6 * t22kP * t3 * k * t7 * t3P * (t4 * t4) - 2 * t6 * t22kP * t3 * k * t5
* t1P * (t4 * t4) - t6 * t22kP * t3 * t3 * k * t4P * t4 + 4 * t7 * t7 * t3P * t2P * k * t2 * t4P * t1 * t3 - 2 * t5 * t1P * t1 * t2P * (t2
* t2) * t4P * t7 + 2 * t7 * t3P * t3 * t2P * (t2 * t2) * t5 * t1P + 4 * t7 * t3P * t3 * t2P * (t2 * t2) * t5 * t1P * t4 - 2 * t5 * t5 * t1P
* t1 * t2P * (t2 * t2) * t4P * t3 * t3 * t4 + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * (t4 * t4) * t3 - (t2 * t2) * t7 * t3P * t2P
* t4P * t6 * t4 - 2 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * t4 + 2 * t7 * t7 * t3P * t2P * k * t2 * t4P * (t1 * t1) * t3 + 2 * t7 * t7 * t3P
* t2P * k * t2 * t4P * t4 - 2 * t5 * t1P * (t4 * t4) * t2P * k * t2 * t7 * t3P + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P + 2 * t4P
* t5 * t2P * k * t7 * t3P * (t1 * t1) * t3 + 2 * t4P * t5 * t5 * t2P * k * t1P * t3 * t3 * t1 + 2 * t4P * t5 * t2P * k * t7 * t3P * t2 * t3
+ 2 * t4P * t5 * t5 * t2P * k * t1P * t1 + 2 * t4P * t5 * t2P * k * t7 * t3P * (t1 * t1) + 2 * t4P * t7 * t2P * k * t5 * t1P * t2 * t4
* t1 + 4 * t4P * t7 * t2P * k * t5 * t1P * t2 * t3 * t1 + 2 * t7 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P + 2 * t4P * t2P * (t2 * t2)
* t5 * t1P * t3 * t3 + 2 * t4P * t2P * (t2 * t2) * t5 * t1P + 4 * t4P * t2P * (t2 * t2) * t5 * t1P * t3 - 2 * t4P * t3 * t4 * t2P
* k * t2 * t7 * t3P + 2 * t4P * t5 * t2P * k * t7 * t3P * t4 * t3 - 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t7 * t3P * t2 - 2 * t5 * t1P * t1
* t3 * (t4 * t4) * t2P * k * t7 * t3P + t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t6 + 2 * t7 * t3P * t1 * t4 * t2P * k * t4P * t6 * t3
+ 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t5 + 4 * t7 * t7 * t3P * t1 * t4 * t2P * k * t4P * t3 + 4 * t7 * t3P * t1 * t4 * t2P * k
* t4P * t5 * t3 + 2 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P * t3 - 2 * t4P * t2P * k * t5 * t1P * t2 - 2 * t4P * t2P * k * t5 * t1P - 2
* t4P * t2P * k * t7 * t3P - 2 * t4P * t2P * k * t5 * t1P * t4 + 2 * t4P * t7 * t2P * k * t5 * t1P - 4 * t4P * t2P * k * t7 * t3P
* t1 - t6 * t22kP * t1 * k * t5 * t1P - 2 * t6 * t22kP * t1 * k * t7 * t3P - t6 * t22kP * (t1 * t1) * k * t7 * t3P - t6 * t22kP * (t1
* t1) * k * t4P + t6 * t22kP * (t1 * t1) * k * t4P * t7 + t6 * t22kP * (t1 * t1) * k * t4P * t5 - 2 * t6 * t22kP * t1 * k * t4P - 2 * t7
* t3P * t4 * t2P * t2 * t4P * t5 * (t1 * t1) - 4 * t4P * t2P * (t2 * t2) * t5 * t3 * t7 * t3P * t1 + 2 * t4P * t7 * t3 * t3 * t4 * t2P
* k * t5 * t1P + t6 * t22kP * (t1 * t1) * t4 * k * t4P * t7 - 2 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P + t7 * t3P * t3 * t2P * k * t4P
* t6 * (t1 * t1) - 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P + 2 * t4P * t7 * t2P * k * t5 * t1P * t2 * t1 + 4 * t4P * t7 * t2P * k * t5
* t1P * t2 * t3 * t4 - 4 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P * t1 - t6 * t22kP * t1 * (t4 * t4) * k * t5 * t1P + 2 * t4P * t7 * t7
* t3 * t4 * t2P * k * t3P * t2 + 2 * t4P * t5 * t5 * t2P * k * t1P * t2 + 2 * t4P * t5 * t5 * t2P * k * t1P + 2 * t4P * t5 * t2P * k
* t7 * t3P + 4 * t4P * t5 * t5 * t2P * k * t1P * t3 + 2 * t4P * t5 * t5 * t2P * k * t1P * t4 + 4 * t4P * t5 * t2P * k * t7 * t3P * t1
+ 2 * t4P * t5 * t2P * k * t7 * t3P * t2 + 2 * t4P * t5 * t2P * k * t7 * t3P * t4 + 2 * (t2 * t2) * t3 * t4P * t2P * t7 * t3P - 2 * t4P
* t5 * t5 * t2P * (t2 * t2) * t1P * t3 * t3 - 2 * t5 * t1P * t1 * t3 * t3 * t4 * t2P * k * t4P * t2 + 4 * (t2 * t2) * t3 * t4P * t2P * t7
* t3P * t1 + 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * t4 * t3 + 2 * t7 * t3P * t3 * t2P * k * t4P * t6 * t1 - 2 * t4P * t7 * t4
* t2P * (t2 * t2) * t5 * t1P + 2 * t4P * t7 * t7 * (t1 * t1) * t2P * k * t3P * t3 - 4 * t5 * t1P * t3 * t2P * k * t2 * t4P + 2 * t5 * t1P
* t1 * t2P * (t2 * t2) * t4P * t3 * t3 - t6 * t22kP * (t1 * t1) * (t4 * t4) * k * t7 * t3P + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P
* t3 - 2 * t4P * t2P * k * t5 * t1P * t4 * t1 - 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * t1 * t4 + 4 * t6 * t22kP * t1 * t3 * k * t4P
* t5 * t4 + 4 * t6 * t22kP * t1 * t3 * k * t4P * t7 * t4 - 2 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t4 - 2 * t6 * t22kP * t1 * t3 * k * t7 * t3P
* (t4 * t4) - 2 * t6 * t22kP * t1 * t3 * k * t5 * t1P * (t4 * t4) - 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P * t4 + 2 * t5 * t1P * t2P * k * t2
* t4P * t7 + 2 * t7 * t7 * t3P * t2P * k * t2 * t4P * t3 + 2 * t6 * t22kP * t3 * k * t4P * t7 + 2 * t6 * t22kP * t3 * k * t4P * t5 - 2 * (t2
* t2) * t7 * t7 * t3P * t2P * t4P * t3 - 4 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * t1 - 2 * t6 * t22kP * t1 * t3 * t3 * k * t5 * t1P
* t4 + 2 * t6 * t22kP * t1 * t4 * k * t4P * t5 - 2 * t4P * t1 * t4 * t6 * t2P * (t2 * t2) * t7 * t3P * t3 - t4P * t4 * t6 * t2P * (t2 * t2)
* t5 * t1P - 2 * t4P * t4 * t6 * t2P * (t2 * t2) * t5 * t1P * t3 + 2 * t5 * t1P * t3 * t3 * t2P * k * t4P * t7 - 2 * t6 * t22kP * (t1
* t1) * t4 * k * t7 * t3P - 4 * t7 * t3P * t4 * t2P * k * t5 * t1P - 2 * t7 * t3P * t2P * k * t2 * t4P * (t1 * t1) - 2 * t4P * t7 * t2P
* (t2 * t2) * t5 * t1P - 2 * t4P * t5 * t5 * t3 * t3 * t4 * t2P * (t2 * t2) * t1P - 4 * t7 * t3P * t3 * t4 * t2P * k * t5 * t1P * t2 + 4 * t6
* t22kP * t1 * t3 * k * t4P * t7 + 4 * t6 * t22kP * t1 * t3 * k * t4P * t5 + 2 * t4P * t4 * t2P * (t2 * t2) * t5 * t1P + 4 * t4P * t4
* t2P * (t2 * t2) * t5 * t1P * t3 - t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P * (t4 * t4) + 4 * t5 * t1P * t3 * t2P * k * t4P * t7 + 2
* t6 * t22kP * (t1 * t1) * t3 * k * t4P * t7 + 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P * t5 + 2 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t5
+ 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P * t7 + 2 * (t2 * t2) * t7 * t3P * t2P * t4P * t4 - 2 * t7 * t7 * t3P * t3 * t4 * t2P * (t2 * t2)
* t4P * (t1 * t1) - 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t5 * t1 - t4P * (t1 * t1) * t4 * t6 * t2P * (t2 * t2) * t7 * t3P
* t3 - 2 * t5 * t1P * t3 * t2P * k * t2 * t7 * t3P - 2 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t5 * (t1 * t1) - 2 * (t2 * t2) * t7 * t3P
* t2P * t4P * t5 * (t1 * t1) * t4 - 2 * t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P * t4 - t4P * t7 * (t1 * t1) * t22kP * t2 * t6 * t3 * t3
* t4 + 2 * t7 * t3P * t6 * t2P * k * t2 * t4P * t1 * t4 + 2 * t5 * t5 * t1P * t1 * t3 * t3 * t2P * k * t2 * t4P - 2 * (t2 * t2) * t7 * t7 * t3P
* t2P * t4P * t4 + 2 * t7 * t3P * t4 * t2P * t2 * t4P * t3 - 2 * t4P * t5 * t5 * t4 * t2P * t2 * t1P - 2 * t4P * t7 * t4 * t2P * t2
* t5 * t1P - 2 * t5 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P - 4 * t5 * t1P * t3 * t4 * t2P * t2 * t4P * t7 * t1 - 4 * t5 * t5 * t1P * t3
* t4 * t2P * t2 * t4P * t1 - 2 * t5 * t5 * t1P * t2P * t2 * t4P + 2 * t5 * t1P * t3 * t3 * t4 * t22kP * t2 * t6 * t1 + 2 * t5 * t5 * t12kP
* t2P * (t2 * t2) * t3 - 2 * t5 * t1P * t3 * t3 * t2P * t2 * t4P * t7 - 4 * t5 * t1P * t3 * t4 * t2P * t2 * t4P * t7 - 2 * (t2 * t2) * t3
* t42kP * t2P * t6 * (t1 * t1) - t4P * t7 * t3 * t3 * t4 * t22kP * t2 * t6 - t5 * t5 * t12kP * t3 * t3 * t2P * k - t4P * t5 * t22kP
* t2 * t6 + 4 * t42kP * t3 * t2P * k * t5 * t2 - 4 * (t2 * t2) * t3 * t42kP * t2P * t7 * (t1 * t1) + t7 * t3P * t22kP * t2 * t6 - 4 * t42kP
* t3 * t3 * t2P * t2 * t7 * t1 + 4 * (t2 * t2) * t7 * t7 * t32kP * t2P * t1 * t4 + 4 * t7 * t3P * t4 * t22kP * t2 * t6 * t1 * t3 - 4 * t42kP
* t7 * t1 * t2P * t2 + 4 * t42kP * t1 * t3 * t2P * k * t6 - 4 * t42kP * t7 * t2P * k * t5 * t1 * t2 * t3 * t3 - 2 * (t2 * t2) * t3 * t3 * t42kP
* t2P * t6 * t1 + t42kP * t2P * (t2 * t2) * t5 * t5 * (t1 * t1) + t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t6 * (t1 * t1) - 2 * t42kP
* t7 * t7 * t2P * k * t1 * t2 * t3 * t3 - t42kP * t7 * t7 * t2P * k * (t1 * t1) * t2 * t3 * t3 - 2 * t42kP * t7 * (t1 * t1) * t2P * k * t5 * t3
* t3 + t42kP * t2P * (t2 * t2) * t5 * t5 * t3 * t3 - t42kP * t7 * t7 * t3 * t3 * t2P * k + t7 * t3P * (t4 * t4) * t22kP * t2 * t6 - 2 * t4P
* t7 * t1 * t22kP * t2 * t6 * t3 * t3 - 2 * t42kP * t1 * t2P * k * t2 - 4 * t42kP * t2P * (t2 * t2) * t5 * t3 * (t1 * t1) - 2 * t4P * t5 * t1
* t22kP * t2 * t6 * t3 * t3 + 2 * t42kP * t7 * t2P * t2 * t5 - 2 * t4P * t7 * t1 * t22kP * t2 * t6 * t3 * t3 * t4 + t5 * t1P * t22kP * t2
* t6 * (t4 * t4) + t42kP * t2P * k * t6 + 2 * (t2 * t2) * t3 * t42kP * t2P + (t2 * t2) * t42kP * t2P * (t1 * t1) - t42kP * t3 * t3
* t2P * k + t42kP * t2P * (t2 * t2) * t5 * t5 + 2 * (t2 * t2) * t42kP * t2P * t1 + (t2 * t2) * t3 * t3 * t42kP * t2P - 2 * t42kP
* t5 * t5 * t2P * k * t1 + 2 * t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t6 * t1 + (t2 * t2) * t3 * t3 * (t1 * t1) * t2P * t42kP * t7 * t6 - t42kP
* t5 * t5 * (t1 * t1) * t2P * k * t2 + t42kP * t6 * t2P * k * t2 * t3 * t3 - 2 * t42kP * t5 * t2P * k * t7 - 2 * t4P * t7 * (t1 * t1) * t22kP
* t2 * t6 * t3 * t4 - t7 * t7 * t32kP * t2P * k * t2 * (t1 * t1) - 4 * t4P * t7 * t1 * t22kP * t2 * t6 * t3 - 4 * t42kP * t3 * t2P * t2 * t5 - t7
* t7 * t32kP * (t1 * t1) * (t4 * t4) * t2P * k * t2 + 2 * t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t7 - t42kP * (t1 * t1) * t6 * t2P * k
* t2 * t5 * t3 * t3 + 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * t3 * (t1 * t1) + 2 * t42kP * t2P * (t2 * t2) * t5 * t3 * t6 + 4 * t42kP * t3 * t2P
* k * t5 + 2 * t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t7 * (t1 * t1) + 2 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P * t1 + 2 * t4P * t2P
* t2 * t5 * t1P + 2 * t7 * t3P * t4 * t22kP * t2 * t6 * (t1 * t1) * t3 + 2 * t5 * t5 * t12kP * t3 * t2P * t2 + 2 * t42kP * t7 * (t1 * t1)
* t2P * t2 * t5 * t3 * t3 - 4 * (t2 * t2) * t3 * t42kP * t2P * t7 + t42kP * t7 * t7 * (t1 * t1) * t2P * t2 * t3 * t3 + t7 * t3P * (t4 * t4)
* t22kP * t2 * t6 * t3 - 2 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * t2 * t3 * t3 - 4 * t42kP * t3 * t2P * t2 * t7 + 2 * (t2 * t2) * t3 * (t1
* t1) * t2P * t42kP * t7 * t6 - 2 * t42kP * t7 * t1 * t2P * k * t6 - 2 * t42kP * t5 * t5 * t1 * t2P * k * t2 + 2 * t7 * t7 * t32kP * t1
* t2P * t2 + 2 * t7 * t3P * t4 * t2P * t2 * t4P * (t1 * t1) * t3 - 4 * t42kP * t5 * t1 * t2P * t2 + t42kP * (t1 * t1) * t6 * t2P * k
* t2 + (t2 * t2) * t7 * t7 * t32kP * t2P - 2 * t4P * t5 * t5 * t3 * t3 * t2P * t2 * t1P + t5 * t5 * t12kP * t2P * t2 - 2 * t42kP * t7
* t7 * t1 * t2P * k - t42kP * t5 * t5 * t2P * k * t3 * t3 + 4 * t7 * t3P * t4 * t22kP * t2 * t6 * t1 + 2 * t42kP * t2P * t2 * t1 + 2 * t42kP
* t1 * t6 * t2P * k * t2 - 2 * t42kP * t5 * t2P * k * t6 * (t1 * t1) * t3 + 2 * t42kP * t5 * t5 * t1 * t2P * t2 + t5 * t1P * t22kP * t2
* t6 * t1 + 2 * t5 * t5 * t12kP * t4 * t2P * (t2 * t2) * t3 * t3 + t42kP * t3 * t3 * t2P * t2 * (t1 * t1) - 4 * t7 * t7 * t32kP * t1 * t4 * t2P
* k * t2 + 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * t1 - 2 * t4P * t7 * t3 * t4 * t22kP * t2 * t6 - t5 * t5 * t12kP * (t4 * t4) * t2P * k * t2
+ 2 * t4P * t5 * t5 * t2P * k * t1P * t3 * t3 * t4 + t4P * t3 * t4 * t6 * t2P * k * t7 * t3P - t4P * t6 * t2P * (t2 * t2) * t5 * t1P
* t3 * t3 + 2 * t5 * t5 * t1P * t3 * t3 * t2P * k * t2 * t4P + 2 * t5 * t1P * t3 * t3 * t2P * k * t2 * t4P * t7 - 2 * t6 * t22kP * t1 * t4 * k
* t5 * t1P - 4 * t6 * t22kP * t1 * t4 * k * t7 * t3P + t7 * t3P * (t1 * t1) * t2P * k * t4P * t6 + t42kP * t6 * t2P * k * t2 + t42kP
* t5 * t5 * (t1 * t1) * t2P * t2 * t3 * t3 - 2 * t4P * t5 * t1 * t22kP * t2 * t6 * t4 + t7 * t3P * t3 * t22kP * t2 * t6 + t42kP * t7 * t7
* t2P * t2 + 4 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 * (t1 * t1) - 4 * t42kP * t3 * t3 * t2P * t2 * t5 * t1 + 2 * t42kP * t7 * t7 * (t1
* t1) * t2P * t2 * t3 - 2 * t5 * t5 * t12kP * t3 * t2P * k * t2 * (t4 * t4) + t7 * t3P * (t1 * t1) * t22kP * t2 * t6 + 2 * t42kP * t3 * t2P
* t2 - 8 * t42kP * t3 * t2P * t2 * t5 * t1 + 2 * t42kP * t7 * t6 * t2P * t2 * t3 + 2 * t42kP * t7 * t6 * t2P * t2 * t1 + t6 * t2P * t3 * t3
* t1P * k * t4P * t5 + 2 * t42kP * t7 * t7 * t1 * t2P * t2 * t3 * t3 + t4P * t2 * t3 * t3 * t5 * t1P * k * t6 * t2P + 2 * t4P * t2 * t3
* t5 * t1P * k * t6 * t2P * t4 + 2 * t4P * t2 * t3 * t5 * t1P * k * t6 * t2P - 4 * t42kP * t7 * t2P * k * t5 * t1 * t2 + 4 * t4P * t3 * t22kP
* t2 * t6 * t1 + 4 * (t2 * t2) * t3 * t1 * t2P * t42kP * t7 * t7 - t42kP * (t1 * t1) * t2P * k * t2 + t42kP * t7 * (t1 * t1) * t6 * t2P
* t2 + 4 * t42kP * t7 * t1 * t3 * t6 * t2P * t2 - t4P * t7 * t22kP * t2 * t6 * t3 * t3 - t6 * t2P * t2 * t3 * t3 * t1P * t1 * t4P * t5 - 2
* t7 * t7 * t32kP * t2P * k * t2 * t1 + 4 * t5 * t1P * t3 * t4 * t2P * t2 * t4P * t1 - 2 * t4P * t7 * t2P * t2 * t5 * t1P - 2 * t4P
* t7 * t7 * t2P * t2 * t3P - 4 * t42kP * t3 * t2P * t2 * t5 * (t1 * t1) + 2 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t3 + 4 * t5 * t5 * t12kP
* t4 * t2P * (t2 * t2) * t3 + t42kP * t3 * t3 * t2P * t2 - 4 * (t2 * t2) * t42kP * t2P * t7 * t1 + t42kP * t5 * t5 * (t1 * t1) * t2P
* t2 - 2 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * t2 - t42kP * t5 * t2P * k * t6 * (t1 * t1) - 2 * t5 * t5 * t12kP * t3 * t2P * k - t42kP
* t5 * t2P * k * t6 * (t1 * t1) * t3 * t3 - 2 * t4P * t7 * t7 * (t1 * t1) * t2P * t2 * t3P + 2 * t7 * t3P * (t4 * t4) * t2P * t2 * t5 * t1P
* t3 + 2 * (t2 * t2) * t7 * t7 * t32kP * t2P * t4 + (t2 * t2) * t42kP * t6 * t2P * t7 - t7 * t7 * t32kP * (t1 * t1) * (t4 * t4) * t2P
* k + (t2 * t2) * t42kP * t7 * t7 * t2P - 2 * t42kP * t5 * t5 * t2P * k * t1 * t3 * t3 - 2 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P * t7
+ 2 * t4P * t3 * t22kP * t2 * t6 * (t1 * t1) - t42kP * t6 * t2P * k * t2 * t7 * t3 * t3 - t6 * t2P * t2 * t4 * t1P * t1 * t4P * t5 + 4 * t5
* t5 * t12kP * t3 * t4 * t2P * t2 + t42kP * t2P * (t2 * t2) * t5 * t6 + 2 * t42kP * t3 * t3 * t2P * t2 * t1 + 2 * t42kP * t7 * t7 * t2P
* t2 * t3 + 4 * t42kP * t3 * t2P * t2 * t1 + 2 * t5 * t1P * t1 * t4 * t22kP * t2 * t6 + 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * t3 * t3 * t1
+ (t2 * t2) * t3 * t3 * (t1 * t1) * t2P * t42kP * t7 * t7 + (t2 * t2) * t42kP * t2P - t42kP * t5 * t2P * k * t6 - t4P * t5 * (t1 * t1)
* t22kP * t2 * t6 * t3 * t3 - 2 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P * t7 * t1 - 2 * t5 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P * t1 - t42kP
* t7 * t7 * (t1 * t1) * t2P * k - 2 * t5 * t5 * t12kP * t3 * t3 * t2P * k * t2 * t4 - t7 * t7 * t32kP * t2P * k * t2 + 2 * t42kP * (t1 * t1)
* t3 * t2P * k * t6 - 2 * t7 * t7 * t32kP * t1 * t2P * k - 4 * t42kP * t7 * t7 * t2P * k * t1 * t2 * t3 - 2 * t5 * t5 * t12kP * t4 * t2P * k
* t2 - 4 * t5 * t1P * t3 * t2P * t2 * t4P * t7 - t5 * t5 * t12kP * t2P * k + 2 * t42kP * t5 * t2P * k - t5 * t5 * t12kP * t2P * k
* t2 - 2 * t4P * t6 * t3 * t2P * t2 * t7 * t3P * t1 - t6 * t2P * t4P * t2 * t5 * t1P - t6 * t2P * t4P * t2 * t7 * t3P - t6 * t2P
* t4P * t2 * t5 * t1P * t4 + t4P * t2 * t5 * t1P * k * t1 * t6 * t2P + t7 * t3P * (t4 * t4) * t22kP * t2 * t6 * (t1 * t1) + 4 * t42kP
* t1 * t3 * t3 * t2P * k * t7 - t42kP * t5 * t5 * t2P * k * t2 * t3 * t3 + 2 * t4P * t4 * t2P * t2 * t5 * t1P * t1 - 2 * t42kP * t5 * t2P
* k * t6 * t3 + 4 * (t2 * t2) * t3 * t42kP * t2P * t1 - 2 * t42kP * t3 * t2P * k - 2 * t7 * t7 * t32kP * (t1 * t1) * t4 * t2P * k + 4 * t42kP
* t2P * (t2 * t2) * t5 * t3 * t6 * t1 - 2 * t42kP * t7 * t7 * (t1 * t1) * t2P * k * t3 - 2 * t42kP * t7 * (t1 * t1) * t2P * t2 - t42kP * t5
* t2P * k * t6 * t3 * t3 + 2 * t7 * t3P * (t4 * t4) * t22kP * t2 * t6 * t1 * t3 + t5 * t1P * t22kP * t2 * t6 - 4 * t42kP * t1 * t3 * t2P
* k * t2 + 2 * (t2 * t2) * t3 * t42kP * t2P * (t1 * t1) + 2 * t5 * t1P * t3 * t22kP * t2 * t6 + 2 * t7 * t7 * t32kP * t4 * t2P * t2 + 2 * t7
* t3P * t4 * t22kP * t2 * t6 * (t1 * t1) + t4P * t4 * t22kP * t2 * t6 + 4 * t42kP * (t1 * t1) * t3 * t2P * k * t5 * t2 - 2 * t5 * t5 * t12kP
* (t4 * t4) * t2P * k * t3 + 2 * t42kP * t7 * (t1 * t1) * t3 * t6 * t2P * t2 + 2 * t42kP * t7 * t1 * t3 * t3 * t6 * t2P * t2 + t42kP * t7
* (t1 * t1) * t3 * t3 * t6 * t2P * t2 + 4 * t42kP * t5 * t1 * t2P * k * t2 + t4P * t3 * t3 * t22kP * t2 * t6 - 2 * t42kP * (t1 * t1) * t3
* t2P * k * t2 - 2 * t4P * t5 * (t1 * t1) * t2P * t2 * t7 * t3P * t3 + (t2 * t2) * t3 * t3 * t42kP * t7 * t7 * t2P - 2 * t4P * t7 * t22kP
* t2 * t6 * t3 - 2 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t2 * t3 + 2 * t42kP * t2P * k * t6 * t1 - 2 * t4P * t7 * t1 * t2P * t2 * t5 * t1P
* t3 * t3 - 4 * t4P * t7 * t7 * t1 * t2P * t2 * t3P * t3 - t4P * t7 * (t1 * t1) * t22kP * t2 * t6 * t4 + 2 * t7 * t3P * (t4 * t4) * t2P
* t2 * t5 * t1P * t3 * t1 + 4 * t7 * t3P * t4 * t2P * t2 * t5 * t1P * t3 * t1 + 2 * t7 * t3P * (t4 * t4) * t2P * t2 * t5 * t1P * t1 + 4 * t7
* t3P * t4 * t2P * t2 * t5 * t1P - 2 * t42kP * t3 * t2P * k * t2 + (t2 * t2) * t7 * t7 * t32kP * t2P * (t1 * t1) * (t4 * t4) + 2 * t7
* t3P * t1 * t2P * t2 * t5 * t1P * t3 + 2 * t7 * t3P * (t1 * t1) * t2P * t2 * t4P - 2 * t42kP * t7 * (t1 * t1) * t2P * k * t6 * t3 - 2
* (t2 * t2) * t42kP * t2P * t7 * (t1 * t1) + 4 * t5 * t1P * t3 * t4 * t2P * t2 * t4P - 4 * t42kP * t2P * (t2 * t2) * t5 * t3 + 2 * t42kP
* t1 * t3 * t3 * t2P * k * t6 - t42kP * (t1 * t1) * t3 * t3 * t2P * k + t5 * t1P * t3 * t3 * (t4 * t4) * t22kP * t2 * t6 + 2 * t42kP * t6
* t2P * k * t2 * t3 - t4P * t5 * (t1 * t1) * t22kP * t2 * t6 + t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t6 + 4 * t42kP * t7 * t1 * t2P
* t2 * t5 * t3 * t3 + 2 * (t2 * t2) * t3 * t42kP * t7 * t7 * t2P - 2 * t4P * t5 * (t1 * t1) * t22kP * t2 * t6 * t3 - t42kP * t7 * t7 * t2P
* k * (t1 * t1) * t2 + t5 * t5 * t12kP * t2P * t2 * (t4 * t4) + 2 * t42kP * t2P * (t2 * t2) * t5 * t3 * t6 * (t1 * t1) - (t2 * t2) * t3 * t3 * t42kP
* t2P * t6 + t4P * t22kP * t2 * t6 + 4 * t42kP * t1 * t3 * t3 * t2P * k * t5 + 2 * t7 * t3P * t1 * t2P * t2 * t5 * t1P + 2 * t42kP
* t3 * t3 * t2P * k * t5 - 2 * t42kP * t6 * t2P * k * t2 * t5 * t3 + 2 * t42kP * t3 * t3 * t2P * k * t7 * t2 - 2 * t42kP * t5 * t5 * t2P * k
* (t1 * t1) * t3 + 4 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 + 2 * t7 * t3P * (t4 * t4) * t22kP * t2 * t6 * t1 - t42kP * t7 * t7 * t2P
* k - 2 * t4P * t7 * t1 * t22kP * t2 * t6 - 2 * (t2 * t2) * t42kP * t2P * t7 - t5 * t5 * t12kP * (t4 * t4) * t2P * k * t3 * t3 + 2 * (t2 * t2)
* t7 * t7 * t32kP * t2P * (t1 * t1) * t4 + t5 * t1P * t3 * t3 * t22kP * t2 * t6 + 2 * t7 * t3P * t4 * t22kP * t2 * t6 + 2 * t4P * t3 * t3
* t22kP * t2 * t6 * t1 * t4 - 4 * t5 * t5 * t12kP * t3 * t2P * k * t2 * t4 - 2 * t42kP * t5 * t2P * k * t6 * t1 * t3 * t3 - 8 * t42kP * t7 * t1
* t2P * k * t5 * t3 - 2 * t42kP * t3 * t6 * t2P * k * t7 - t42kP * t3 * t3 * t2P * k * t2 - 2 * t7 * t3P * t4 * t2P * t2 * t4P * t5 * t3
+ t42kP * (t1 * t1) * t6 * t2P * k * t2 * t3 * t3 + 2 * t4P * t3 * t22kP * t2 * t6 + 2 * t4P * t4 * t22kP * t2 * t6 * t1 - 4 * t42kP * t5
* t2P * k * t7 * t3 - 2 * t4P * t6 * t3 * t2P * t2 * t5 * t1P - t4P * t6 * t3 * t2P * t2 * t7 * t3P - 2 * t4P * t5 * t5 * t1 * t2P * t2
* t1P * t3 * t3 - 4 * t4P * t5 * t1 * t2P * t2 * t7 * t3P * t3 - 2 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k + 2 * (t2 * t2) * t3 * t3 * t1
* t2P * t42kP * t7 * t6 - t42kP * t6 * t2P * k * t2 * t7 - 4 * t42kP * t5 * t2P * k * t7 * t2 * t3 - 2 * t42kP * (t1 * t1) * t3 * t2P
* k - 4 * t42kP * t1 * t3 * t2P * k - 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t1 - t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P * t6 - 2 * t4P
* t7 * t7 * (t1 * t1) * t2P * t2 * t3P * t3 + 4 * t5 * t1P * t3 * t4 * t22kP * t2 * t6 + (t2 * t2) * t7 * t7 * t32kP * t2P * (t1 * t1) - 2
* t4P * t5 * (t1 * t1) * t2P * t2 * t7 * t3P + 2 * t42kP * t2P * (t2 * t2) * t5 * t7 - 2 * t42kP * t2P * k * t1 + 2 * t42kP * t2P
* k * t7 + 4 * t42kP * t1 * t2P * k * t2 * t7 * t3 * t3 + 8 * t42kP * t1 * t3 * t2P * k * t7 - 2 * t42kP * t3 * t6 * t2P * t2 + t5 * t5 * t12kP
* t3 * t3 * t2P * t2 - t7 * t7 * t32kP * t2P * k + 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * t3 - 4 * (t2 * t2) * t3 * t42kP * t2P * t6
* t1 - 2 * t4P * t5 * t3 * t22kP * t2 * t6 * t4 - 4 * t42kP * t7 * t7 * t1 * t2P * k * t3 - 2 * t4P * t7 * t1 * t22kP * t2 * t6 * t4 + 2 * t42kP
* (t1 * t1) * t3 * t3 * t2P * k * t5 - t42kP * t6 * t2P * k * t2 * t5 * t3 * t3 - t42kP * t2P * k + t4P * t3 * t3 * t22kP * t2 * t6 * (t1
* t1) + 2 * t4P * t3 * t22kP * t2 * t6 * (t1 * t1) * t4 + 2 * t7 * t3P * t1 * t22kP * t2 * t6 + 4 * t4P * t3 * t22kP * t2 * t6 * t1 * t4 - t7
* t7 * t32kP * (t4 * t4) * t2P * k - 2 * (t2 * t2) * t42kP * t2P * t5 - t42kP * t5 * t5 * t2P * k * (t1 * t1) * t3 * t3 + 8 * t42kP
* t1 * t2P * k * t2 * t7 * t3 + 2 * t5 * t1P * t3 * t22kP * t2 * t6 * t1 - t5 * t5 * t12kP * (t4 * t4) * t2P * k - 2 * t42kP * t1 * t6 * t2P
* k * t2 * t7 * t3 * t3 - 4 * t42kP * t1 * t6 * t2P * k * t2 * t5 * t3 + t42kP * t7 * t7 * t2P * t2 * t3 * t3 - 2 * t7 * t7 * t3P * t4 * t2P * t2
* t4P + 2 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P - 2 * t7 * t3P * t1 * t6 * t2P * t4P * t2 - t7 * t3P * (t1 * t1) * t6 * t2P * t4P
* t2 + t42kP * t7 * t6 * t2P * t2 + 2 * t42kP * t3 * t2P * t2 * (t1 * t1) + 2 * t42kP * t7 * (t1 * t1) * t2P * t2 * t5 + t7 * t3P * (t1
* t1) * t22kP * t2 * t6 * t3 + 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 * t1 - 2 * t4P * t5 * t5 * t1 * t2P * t2 * t1P - 2 * t7 * t3P
* t4 * t2P * t2 * t4P * t6 * t1 - 4 * t7 * t7 * t3P * t4 * t2P * t2 * t4P * t1 + 4 * t42kP * t5 * t3 * t2P * t2 * t7 - 2 * t5 * t1P * t3
* t4 * t2P * t2 * t4P * t6 - 4 * t5 * t5 * t1P * t3 * t4 * t2P * t2 * t4P - 2 * t42kP * t1 * t6 * t2P * t2 + 2 * t7 * t3P * t4 * t2P
* t2 * t4P * (t1 * t1) - 2 * t4P * t5 * (t1 * t1) * t22kP * t2 * t6 * t3 * t4 + t4P * t22kP * t2 * t6 * (t1 * t1) + 4 * t42kP * t7 * t7
* t1 * t2P * t2 * t3 - 4 * t4P * t5 * t1 * t22kP * t2 * t6 * t3 * t4 - 2 * t42kP * t5 * (t1 * t1) * t2P * t2 + 2 * t5 * t1P * t3 * (t4 * t4)
* t22kP * t2 * t6 - 2 * t42kP * t7 * t7 * t3 * t2P * k - 2 * t42kP * t1 * t6 * t2P * k * t2 * t5 + t7 * t7 * t32kP * (t4 * t4) * t2P * t2 - 2
* t4P * t5 * t1 * t22kP * t2 * t6 + t7 * t7 * t32kP * (t4 * t4) * t2P * t2 * (t1 * t1) - 2 * t42kP * t5 * t5 * t1 * t2P * k * t2 * t3 * t3 - t42kP
* (t1 * t1) * t6 * t2P * k * t2 * t7 * t3 * t3 - t42kP * (t1 * t1) * t6 * t2P * k * t2 * t7 + 4 * t42kP * t1 * t6 * t2P * k * t2 * t3 + 2 * t42kP
* (t1 * t1) * t2P * k * t2 * t7 * t3 * t3 - t6 * t2P * t3 * t3 * t4 * t1P * t1 * t4P * t5 * t2 - t4P * t5 * t2 * t1P * t1 * t6 * t2P + 4 * t42kP
* (t1 * t1) * t3 * t2P * k * t7 + 2 * t42kP * t5 * t2P * k * t2 - t42kP * t5 * t5 * t2P * k * (t1 * t1) - 8 * t42kP * t7 * t2P * k * t5
* t1 * t2 * t3 - 4 * t42kP * t5 * t5 * t1 * t2P * k * t2 * t3 + t42kP * t7 * t7 * (t1 * t1) * t2P * t2 - t4P * t7 * (t1 * t1) * t22kP * t2
* t6 * t3 * t3 - t7 * t7 * t32kP * t2P * k * t2 * (t4 * t4) - 4 * t7 * t7 * t32kP * t1 * t4 * t2P * k + 8 * t42kP * t7 * t1 * t2P * t2 * t5
* t3 + 2 * t5 * t1P * t3 * (t4 * t4) * t22kP * t2 * t6 * t1 + (t2 * t2) * t3 * t3 * t42kP * t7 * t2P * t6 - t4P * t5 * t4 * t22kP * t2 * t6 - 2
* t42kP * t2P * (t2 * t2) * t5 * t3 * t3 + 2 * t42kP * t7 * t7 * t1 * t2P * t2 - t42kP * t5 * t5 * t2P * k * t2 + t5 * t1P * t3 * t3 * (t4
* t4) * t22kP * t2 * t6 * t1 - 4 * t42kP * t3 * t2P * t2 * t7 * (t1 * t1) + t5 * t5 * t12kP * (t4 * t4) * t2P * (t2 * t2) * t3 * t3 - 2 * t42kP
* t1 * t3 * t3 * t2P * k - 4 * t7 * t7 * t3P * t4 * t2P * t2 * t4P * t1 * t3 + 2 * t42kP * t5 * t5 * t3 * t2P * t2 - t42kP * t7 * (t1 * t1)
* t2P * k * t6 * t3 * t3 - 2 * (t2 * t2) * t3 * t3 * t42kP * t2P * t7 + 2 * t4P * t3 * t3 * t2P * t2 * t5 * t1P - 2 * t7 * t7 * t3P * t4 * t2P
* t2 * t4P * (t1 * t1) + 4 * t42kP * t5 * t2P * k * t1 - t7 * t3P * t4 * t2P * t2 * t4P * t6 * t3 - 4 * t7 * t3P * t4 * t2P * t2 * t4P
* t5 * t1 * t3 + 4 * t42kP * t2P * (t2 * t2) * t5 * t7 * t1 - 4 * t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t1 + 2 * t4P * t22kP * t2 * t6
* t1 + 2 * t4P * t3 * t22kP * t2 * t6 * t4 - 2 * t4P * t5 * t3 * t22kP * t2 * t6) / (1 + t2) / t2 * 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)
if (k > 0) test <- abs(a26/a[2,6])
a[2,6] <- a[2,6] + a26
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A27
test <- 100.0
k <- 0
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)
a27 <- -(1 + t1) * t6 * t2P * (-k * t3P - k * t3P * t4 + t4P * k + t4P * k * t3 + t3P * t2 + t3P * t2 * t4 - t4P * t2 - t4P * t2 * t3) / (1
+ t2) / t2 / (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(a27/a[2,7])
a[2,7] <- a[2,7] + a27
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 SEFourMixedExpA2
SEFourMixedExpA2 <- function(t1, t2, t3, t4, t5, t6, t7, a, sHatSubset) {
criteria <- 0.0000000000000001
maximumIteration <- 100000
test <- 100.0
k <- 0
t23P <- pow(t2, 3)
t24P <- pow(t2, 4)
t2aP <- pow((1 + t2), (-3))
t2bP <- pow(t2, (-2))
##A22
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))
t23kP <- pow((t2 / (1 + t2)), (3 * k))
a22 <- t2aP * t2bP * 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) * t6 * (2 * t42kP * (t1 * t1) * t6 * t2P * k * k * (t3 * t3) - 2 * t42kP * t2P * k * k * t2 + 8 * t23P
* (t3 * t3) * t42kP * t2P * t6 - 2 * t42kP * t2P * t24P * t5 * t5 + 4 * t4P * t1 * t6 * t6 * t22kP * k * k * t3 * t2 - 8 * t42kP * (t1
* t1) * t6 * t2P * k * t23P - 2 * t42kP * t5 * t2P * k * k * (t2 * t2) * t7 * (t1 * t1) - 16 * t42kP * t1 * t2P * k * t23P * t7 + 4 * t42kP
* t5 * t5 * (t1 * t1) * t2P * k * t23P - t42kP * (t1 * t1) * t2P * k * k * (t2 * t2) + 2 * t6 * t6 * t23kP * t1 * (t3 * t3) * k + 4 * t42kP
* t5 * (t3 * t3) * t2P * k * k * t2 - 24 * t42kP * t1 * (t3 * t3) * t2P * k * t5 * t2 - 2 * t42kP * t3 * t2P * k * k * (t2 * t2) + 8 * (t2 * t2)
* t3 * t42kP * t2P * t6 - 4 * t5 * t5 * t12kP * t4 * t2P * (t2 * t2) + 2 * t6 * t6 * t23kP * (t1 * t1) * t4 * k - 4 * t42kP * t7 * t1 * t2P
* k + 4 * t42kP * t7 * (t1 * t1) * t2P * k * t5 * t3 - 8 * t42kP * t5 * t2P * k * k * t2 * t7 * t1 - 2 * t42kP * t2P * t24P * t5 * t5 * (t3
* t3) * (t1 * t1) + t4P * t5 * t22kP * k * k * t2 * t6 * t4 - 18 * t42kP * (t3 * t3) * t2P * k * t5 * (t2 * t2) + 4 * t42kP * t6 * t2P * k
* k * t2 - t4P * t22kP * k * k * t6 * t2 - 2 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * t7 + 8 * t42kP * t2P * t23P * t5 * (t3 * t3)
* (t1 * t1) + 4 * t42kP * t5 * t2P * k * k * t2 - 8 * t23P * t42kP * t6 * t2P * t7 - 18 * t42kP * t6 * t2P * k * (t2 * t2) + 24 * t42kP
* t1 * t6 * t2P * k * t2 * t5 * (t3 * t3) - 2 * t42kP * t7 * t7 * (t3 * t3) * t2P * k * k * t2 + 4 * t42kP * t7 * (t1 * t1) * t3 * t2P * k * k * (t2
* t2) - 2 * t5 * t1P * (t3 * t3) * t4 * t6 * t22kP * k * k * t1 - 2 * (t2 * t2) * t42kP * t6 * t6 * t2P + 2 * t4P * t3 * t4 * t6 * t6 * t22kP
* k * k * t2 - 2 * t42kP * t7 * t7 * (t1 * t1) * t2P * k * k * t2 - 12 * t42kP * t2P * k * t7 * t2 + 4 * t42kP * t7 * t3 * t2P * k * k - 2 * (t2
* t2) * t7 * t7 * t32kP * t2P * (t4 * t4) + 8 * t7 * t7 * t32kP * t2P * k * t23P * t1 - 16 * t23P * t1 * t6 * t6 * t2P * t42kP * t3
+ 2 * t42kP * t7 * (t1 * t1) * t2P * k * t5 + 8 * t42kP * t6 * t2P * k * t23P * t7 - 12 * t42kP * (t1 * t1) * t2P * k * t2 * t7 - 4 * t42kP
* t7 * t1 * (t3 * t3) * t2P * k * k * t6 + 8 * t42kP * (t1 * t1) * t6 * t2P * k * t23P * t7 * (t3 * t3) + 8 * t42kP * t3 * t2P * k * t23P
+ 18 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * (t2 * t2) * (t3 * t3) - 4 * t42kP * t2P * t24P * t5 * (t3 * t3) * t7 * (t1 * t1) + 2 * t5 * t5
* t12kP * t4 * t2P * k * (t3 * t3) - t7 * t3P * t3 * t22kP * k * k * t6 * (t1 * t1) - 2 * t4P * t1 * t22kP * k * k * t6 * (t3 * t3) * t2 - 4
* (t2 * t2) * t1 * t2P * t42kP * t7 * t7 + 2 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * (t1 * t1) - 16 * t23P * t7 * t7 * t32kP
* t2P * t1 * t4 + 6 * t42kP * t7 * t7 * t2P * k * t2 * (t3 * t3) + t4P * t7 * t22kP * k * k * t6 * t4 + 18 * t7 * t7 * t32kP * t2P * k * (t2
* t2) * t1 - 4 * t23P * t42kP * t6 * t6 * t2P * (t3 * t3) + 4 * (t2 * t2) * (t3 * t3) * t42kP * t2P * t6 * (t1 * t1) + 12 * t42kP * t5
* t5 * t2P * k * t2 * t3 + 2 * t42kP * t6 * t2P * k * k - 4 * t24P * (t3 * t3) * t42kP * t7 * t2P * t6 + 24 * t42kP * t6 * t2P * k * t2
* t7 * t3 + 6 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * t2 * (t4 * t4) + 2 * t6 * t6 * t23kP * (t1 * t1) * t3 * k - 8 * t42kP * t7 * (t1 * t1) * t3
* t2P * k * k * t6 * t2 + 18 * t42kP * t3 * t2P * k * (t2 * t2) - 4 * t42kP * (t3 * t3) * t6 * t2P * k * k * t7 * t2 - t7 * t7 * t32kP * t2P
* k * k * (t2 * t2) * (t4 * t4) + 4 * (t2 * t2) * t42kP * t2P * t5 * (t1 * t1) + 8 * t42kP * t6 * t6 * t2P * k * t23P * t3 - t7 * t3P * t3
* (t4 * t4) * t22kP * k * k * t6 - 4 * t4P * t1 * t22kP * k * k * t6 * t3 - 4 * t42kP * t2P * t24P * t5 * t6 - t5 * t1P * (t3 * t3) * (t4
* t4) * t6 * t22kP * k * k * t1 * t2 + 8 * t42kP * t7 * t3 * t2P * k * k * t2 - 2 * t5 * t1P * t3 * (t4 * t4) * t6 * t22kP * k * k * t1 - 4 * t5 * t5
* t12kP * t24P * t2P * t4 + 8 * t23P * t42kP * t2P * t6 * (t1 * t1) - 2 * (t2 * t2) * (t1 * t1) * t6 * t6 * t2P * t42kP * (t3
* t3) - 2 * t42kP * t5 * t2P * k * k * (t2 * t2) * t6 - 36 * t42kP * t6 * t2P * k * (t2 * t2) * t3 - 2 * t5 * t5 * t12kP * (t4 * t4) * t2P
* (t2 * t2) - 4 * t24P * (t1 * t1) * t6 * t6 * t2P * t42kP * t3 + 4 * t42kP * t5 * t2P * k * k * t2 * (t1 * t1) + 18 * t42kP * t7 * t7 * t2P
* k * t1 * (t3 * t3) * (t2 * t2) + 12 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k * t2 + 2 * t4P * t1 * t6 * t6 * t22kP * k * k + 18 * t42kP
* t1 * t2P * k * (t2 * t2) - 2 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t7 * (t1 * t1) + 2 * t6 * t6 * t23kP * t4 * k + 8 * t42kP
* t2P * t24P * t5 * (t3 * t3) * t1 - 8 * t5 * t5 * t12kP * t23P * t2P * (t3 * t3) * t4 + 12 * t42kP * t7 * t7 * t2P * k * t1 * t2 + 4
* (t2 * t2) * t42kP * t2P * t6 * (t1 * t1) + 18 * t42kP * t6 * t2P * k * (t2 * t2) * t7 + 8 * t23P * (t3 * t3) * t42kP * t2P * t7 - 4
* t42kP * t1 * t2P * k * k * t3 * (t2 * t2) - 0.48e2 * t42kP * t1 * t3 * t2P * k * t5 * t2 - 8 * t42kP * t5 * t2P * k * t23P + 2 * t42kP
* t7 * t7 * t1 * t2P * k * (t3 * t3) + t6 * t6 * t23kP * (t1 * t1) * (t3 * t3) * k - t5 * t5 * t12kP * (t3 * t3) * (t4 * t4) * t2P * k * k - 2 * t7
* t3P * t1 * t22kP * k * k * t6 + 8 * (t2 * t2) * t42kP * t2P * t6 * t1 - 2 * t42kP * t1 * t2P * k * k * (t3 * t3) * (t2 * t2) + 18 * t42kP
* (t1 * t1) * t6 * t2P * k * (t2 * t2) * t5 * (t3 * t3) + 4 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t2 + 18 * t42kP * t1 * t6 * t6
* t2P * k * (t2 * t2) * (t3 * t3) - t4P * t22kP * k * k * t6 + t4P * t6 * t6 * t22kP * k * k - 4 * t23P * t7 * t7 * t32kP * t2P * (t1
* t1) * (t4 * t4) + 8 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * t23P * t4 - 2 * t42kP * t5 * t5 * (t3 * t3) * t2P * k * k * t2 * (t1 * t1) - 0.72e2
* t42kP * t1 * t6 * t2P * k * (t2 * t2) * t3 - 2 * t42kP * t5 * t2P * k * k * t7 * (t3 * t3) - 8 * t42kP * t2P * t24P * t5 * (t3 * t3)
* t7 * t1 + 0.72e2 * t42kP * t1 * t6 * t2P * k * (t2 * t2) * t7 * t3 - 2 * t42kP * (t3 * t3) * t2P * k * t6 - 4 * t24P * t1 * t6 * t6 * t2P
* t42kP - 4 * t24P * t42kP * t6 * t6 * t2P * t3 - 4 * t5 * t5 * t12kP * t23P * t2P * (t4 * t4) + 2 * t4P * t2P * k * t7 * t3P
* (t1 * t1) + 2 * t4P * t2P * k * t5 * t1P * t1 + 2 * t6 * t22kP * t1 * (t3 * t3) * k * t5 * t1P * (t4 * t4) - 4 * t6 * t22kP * t1 * (t3 * t3)
* k * t4P * t7 * t4 + 8 * t6 * t22kP * t1 * t3 * k * t4P + 2 * t4P * t7 * t7 * (t1 * t1) * t2P * k * k * t3P - 2 * t6 * t22kP * k * t4P
* t7 - 2 * t6 * t22kP * k * t4P * t5 + 4 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 * t3 * t4 + 2 * t7 * t3P * t2P * k * k * (t2 * t2)
* t4P * t5 * t3 * t4 - 8 * t7 * t3P * t2P * k * k * t2 * t4P * t1 - 2 * t5 * t1P * t2P * k * k * t7 * t3P + 4 * t7 * t3P * t2P * k * k * t2
* t4P * t5 * (t1 * t1) * t4 + 3 * t4P * t6 * t6 * t22kP * (t1 * t1) * (t2 * t2) + 4 * t5 * t5 * t1P * t1 * t2P * t24P * t4P * (t3 * t3) - 36
* t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P * t1 + 4 * t5 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * (t2 * t2) + 4 * t5 * t5 * t1P * (t3
* t3) * t4 * t2P * k * k * t4P * t2 + 2 * t5 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t1 + 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2)
* t4P * t6 + 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t5 - 2 * t6 * t6 * t23kP * (t4 * t4) * (t2 * t2) * t1 - 6 * t6 * t22kP * t4
* (t2 * t2) * t4P * t1 - 8 * t5 * t1P * t24P * t2P * t4P * t3 * t4 + 4 * t5 * t1P * t24P * t2P * t4P * t7 * t4 + 4 * t5 * t5 * t1P
* t24P * t2P * t4P * t4 - 8 * t5 * t1P * t23P * t2P * t4P * (t3 * t3) * t4 - 8 * t4P * t5 * t6 * t22kP * k * t2 - 24 * t6 * t22kP
* k * (t2 * t2) * t4P * t7 * t1 * t3 - 6 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * (t1 * t1) * (t3 * t3) + 3 * t6 * t6 * t22kP * (t1 * t1) * t23P
* t4P * t4 - 8 * t6 * t6 * t22kP * (t1 * t1) * t4 * k * t2 * t4P + 3 * t6 * t22kP * (t1 * t1) * t23P * t4P * t7 * t4 + 12 * t6 * t22kP
* k * (t2 * t2) * t7 * t3P * t1 * t3 - 6 * t6 * t22kP * k * (t2 * t2) * t4P * t5 * (t3 * t3) + 2 * t5 * t1P * t2P * k * k * t4P * t7 - 12 * t4P
* t3 * t4 * t6 * t2P * k * t2 * t7 * t3P - 8 * t7 * t3P * t6 * t2P * k * t23P * t4P * (t1 * t1) * t3 - 2 * t6 * t6 * t22kP * (t1 * t1) * t4
* k * t4P + 12 * t5 * t1P * (t3 * t3) * t2P * k * t2 * t4P - 8 * t6 * t6 * t22kP * t4 * k * t2 * t4P - 8 * t6 * t22kP * t4 * k * t2 * t4P
* t5 - 18 * t4P * t7 * t7 * t4 * t2P * k * (t2 * t2) * t3P - 2 * t6 * t6 * t23kP * (t2 * t2) * t1 + 3 * t4P * t6 * t6 * t22kP * (t2 * t2) - 3
* t4P * t6 * t22kP * (t2 * t2) + 6 * t4P * t7 * t6 * t22kP * (t2 * t2) * t1 + 8 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P * t3 * t4 - 6
* t6 * t6 * t22kP * k * (t2 * t2) * (t1 * t1) * (t3 * t3) * t4P + 6 * t6 * t22kP * k * (t2 * t2) * t5 * t1P * t1 - 4 * t24P * t3 * t4P * t2P
* t7 * t3P + 4 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t1 * t4 - 8 * t4P * t1 * t4 * t2P * (t2 * t2) * t7 * t3P - 4 * t4P * (t1
* t1) * t4 * t2P * (t2 * t2) * t7 * t3P - 3 * t5 * t1P * t6 * t22kP * t1 * t23P + 8 * t5 * t1P * t1 * t2P * k * t23P * t7 * t3P - 8
* t4P * t5 * t2P * k * t7 * t3P * t23P * t3 - 2 * t4P * t5 * t2P * k * t7 * t3P * t3 - 2 * t4P * t5 * t5 * t2P * k * t1P * (t3 * t3) - 16
* t6 * t22kP * t3 * k * t2 * t4P * t7 * (t1 * t1) + 8 * t7 * t3P * t3 * t4 * t2P * t24P * t4P * t5 * t1 + 6 * t6 * t22kP * k * (t2 * t2)
* t7 * t3P * (t1 * t1) - 6 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * (t1 * t1) - 6 * t6 * t6 * t22kP * k * (t2 * t2) * t4P * (t1 * t1) - 6 * t5
* t1P * t6 * t22kP * t1 * t23P * t4 - 8 * t4P * t7 * t7 * t4 * t2P * k * t23P * t3P + 36 * t5 * t1P * t3 * t2P * k * (t2 * t2) * t4P - 36
* t5 * t1P * t3 * t2P * k * (t2 * t2) * t4P * t7 + 8 * t5 * t1P * t1 * t6 * t2P * t23P * t4P * t4 + 4 * t5 * t1P * t1 * t6 * t2P * t24P
* t4P * t4 + 18 * t5 * t1P * (t3 * t3) * t2P * k * (t2 * t2) * t4P + 18 * t5 * t1P * t3 * t2P * k * (t2 * t2) * t7 * t3P - 4 * t7 * t3P
* t3 * t4 * t2P * t24P * t4P + 2 * t7 * t3P * t3 * t2P * k * t5 * t1P + 4 * t6 * t22kP * t1 * t3 * k * t5 * t1P + 4 * t6 * t22kP * t1
* t3 * k * t7 * t3P + 4 * t6 * t22kP * t1 * (t3 * t3) * k * t4P + 2 * t6 * t22kP * t1 * (t3 * t3) * k * t5 * t1P + 8 * t6 * t22kP * t1 * t3
* k * t5 * t1P * t4 - 6 * t5 * t1P * t6 * t22kP * t1 * t23P * t3 - 4 * t7 * t3P * t1 * t2P * k * t4P * t6 + 2 * t5 * t1P * t1 * t2P
* k * t7 * t3P + 4 * t5 * t1P * t1 * t6 * t2P * t24P * t4P + 4 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P - 6 * t6 * t6 * t22kP
* (t1 * t1) * (t3 * t3) * k * (t2 * t2) * t4P * t4 - 3 * t4P * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) - 16 * t7 * t3P * t6 * t2P * k * t23P
* t4P * t1 * t4 + 2 * t4P * t6 * t2P * k * k * t7 * t3P + 2 * t5 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P + 12 * t4P * (t1 * t1) * t3
* t2P * k * t7 * t3P * t2 - 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P * t5 - 3 * t6 * t22kP * t23P * t7 * t3P * (t4 * t4) + 16
* t5 * t1P * t1 * t3 * t2P * k * t23P * t4P - 8 * t5 * t1P * t4 * t2P * k * t23P * t4P * t7 - 8 * t5 * t1P * t4 * t2P * k * t23P
* t4P * t6 + 6 * t6 * t22kP * t4 * k * (t2 * t2) * t4P + 8 * (t2 * t2) * t3 * t1 * t2P * t4P * t7 * t7 * t3P - 3 * t4P * t6 * t22kP
* (t1 * t1) * (t2 * t2) * (t3 * t3) + 3 * t6 * t22kP * (t1 * t1) * (t2 * t2) * t4P * t5 + 4 * t6 * t22kP * t4 * k * t5 * t1P + 4 * t6 * t22kP
* t4 * k * t7 * t3P + 2 * t6 * t22kP * (t4 * t4) * k * t5 * t1P + 2 * t6 * t22kP * (t4 * t4) * k * t7 * t3P + 16 * t6 * t22kP * t1 * (t3 * t3)
* k * t4P * t2 + 12 * t6 * t22kP * t1 * (t3 * t3) * k * t4P * (t2 * t2) + 24 * t5 * t1P * t1 * t3 * t2P * k * t2 * t4P - 12 * t7 * t3P * t6
* t22kP * t1 * t4 * (t2 * t2) + 16 * t5 * t1P * t23P * t6 * t2P * t4P * t3 + 3 * t4P * t7 * t6 * t22kP * (t2 * t2) - 8 * t4P * t1
* t6 * t2P * k * t23P * t5 * t1P * (t3 * t3) + 18 * t4P * t3 * t2P * k * t7 * t3P * (t2 * t2) + 8 * t5 * t1P * t1 * t6 * t2P * (t2 * t2)
* t4P * t3 + 16 * t5 * t1P * t1 * t6 * t2P * t23P * t4P * t3 - 2 * t5 * t1P * t4 * t2P * k * t4P * t7 + 6 * t4P * t7 * t6 * t22kP
* (t1 * t1) * (t2 * t2) * t3 + 4 * t4P * t4 * t6 * t2P * (t2 * t2) * t5 * t1P * (t3 * t3) - 3 * t6 * t22kP * t3 * (t2 * t2) * t7 * t3P * (t1
* t1) + 6 * t6 * t6 * t22kP * t3 * (t2 * t2) * t4P * (t1 * t1) - 12 * t4P * t7 * t2P * k * t5 * t1P * t2 * (t3 * t3) * t1 + 16 * t4P * t3
* t4 * t2P * k * t23P * t5 * t1P + 36 * t4P * t3 * t4 * t2P * k * (t2 * t2) * t5 * t1P + 18 * t4P * (t3 * t3) * t4 * t2P * k * (t2 * t2)
* t5 * t1P + 4 * t6 * t22kP * t3 * k * t4P * t4 + 8 * t4P * (t1 * t1) * t3 * t2P * k * t7 * t3P * t23P + 4 * t7 * t3P * t6 * t2P * k
* k * (t2 * t2) * t4P * t1 * t3 + 16 * t5 * t1P * t1 * t6 * t2P * t23P * t4P * t3 * t4 - 6 * t6 * t22kP * t4 * k * (t2 * t2) * t4P * t7
+ 4 * t4P * t5 * t3 * t4 * t2P * k * k * t7 * t3P * t1 + 4 * t6 * t22kP * t3 * k * t7 * t3P * t4 + 4 * t4P * t2P * (t2 * t2) * t5 * t3 * t7
* t3P + 3 * t6 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P + 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * t5 + 3 * t6 * t22kP * (t3 * t3)
* (t2 * t2) * t4P * t7 + 6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t7 * t4 + 6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t5 * t4 - 6 * t6 * t22kP
* t3 * (t2 * t2) * t5 * t1P * (t4 * t4) - 2 * t4P * t2P * k * k * t7 * t3P - 3 * t6 * t22kP * t23P * t4P * t4 + 2 * t5 * t1P * (t3 * t3)
* t6 * t2P * k * k * t4P * t1 * (t2 * t2) - 6 * t6 * t22kP * t4 * k * (t2 * t2) * t4P * t5 + 4 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P
* (t3 * t3) * t4 - 8 * t4P * t5 * t4 * t2P * k * t23P * t7 * t3P - 6 * t6 * t22kP * k * (t2 * t2) * t4P * t7 - 6 * t6 * t6 * t22kP * k * (t2
* t2) * t4P + 12 * t5 * t1P * t6 * t22kP * k * t1 * t3 * (t2 * t2) + 4 * t4P * t5 * t1 * t2P * k * k * t7 * t3P * t3 - 36 * t7 * t3P * t6
* t2P * k * (t2 * t2) * t4P * t1 - 24 * t7 * t3P * t6 * t2P * k * t2 * t4P * t1 * t3 - 8 * t4P * t5 * t5 * t2P * k * t1P * t23P - 6
* t4P * t6 * t22kP * (t2 * t2) * t3 + 2 * t5 * t1P * t6 * t2P * k * k * (t2 * t2) * t4P * t4 - 8 * t4P * (t3 * t3) * t4 * t6 * t2P * k * t23P
* t5 * t1P - 8 * t4P * t7 * t6 * t22kP * k * (t1 * t1) * (t3 * t3) * t4 * t2 + 8 * t5 * t1P * t1 * t3 * (t4 * t4) * t2P * k * t7 * t3P * t23P - 8
* t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * t7 * t23P - 8 * t7 * t7 * t3P * t2P * k * t23P * t4P * (t1 * t1) * t3 - t6 * t6 * t23kP
* (t2 * t2) - 12 * t5 * t1P * t6 * t22kP * t1 * (t2 * t2) * t3 * t4 - 16 * t4P * t1 * t6 * t2P * k * t23P * t5 * t1P * t3 - 8 * t4P * t1
* t6 * t2P * k * t23P * t5 * t1P * t4 - 4 * t4P * t5 * t5 * t2P * k * t1P * t3 * t4 - 12 * t5 * t1P * t6 * t22kP * t1 * t23P * t3
* t4 + 8 * t4P * t23P * t3 * t4 * t6 * t2P * t7 * t3P - 12 * t5 * t5 * t1P * t1 * t2P * k * t2 * t4P + 8 * t7 * t3P * t2P * k * t23P
* t4P * (t1 * t1) + 4 * t5 * t1P * t3 * t2P * k * k * t4P * t7 * t1 * (t2 * t2) - 12 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * t7
* t2 - 8 * t5 * t5 * t1P * t1 * (t3 * t3) * t2P * k * t23P * t4P - 16 * t6 * t22kP * t1 * t4 * k * t2 * t4P * t7 - 12 * t7 * t7 * t3P * t2P
* k * t2 * t4P * (t1 * t1) - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t4 + 16 * t4P * t7 * t3 * t2P * t23P * t5 * t1P + 8 * t4P
* t7 * t3 * t2P * (t2 * t2) * t5 * t1P + 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 * (t1 * t1) + 4 * t7 * t3P * t2P * k * k * t2 * t4P
* t5 * t3 * t4 + 4 * (t2 * t2) * t3 * (t1 * t1) * t2P * t4P * t7 * t7 * t3P + 16 * t23P * t3 * t1 * t2P * t4P * t7 * t7 * t3P + 36 * t4P
* t1 * t3 * t4 * t2P * k * (t2 * t2) * t7 * t3P + 8 * t7 * t3P * t6 * t22kP * k * (t4 * t4) * t2 * (t1 * t1) - 6 * t6 * t22kP * (t1 * t1) * k
* (t2 * t2) * t4P * t7 * t4 - 4 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) * t3 - 4 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) + 6
* t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t5 * t1P * (t4 * t4) + 24 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t4P + 16 * t5 * t5 * t1P
* t23P * t2P * t4P * t3 - 4 * t4P * t7 * t3 * t4 * t2P * k * t5 * t1P + 8 * t5 * t1P * t1 * t3 * t2P * k * t23P * t7 * t3P - 18
* t5 * t5 * t1P * t1 * (t3 * t3) * t2P * k * (t2 * t2) * t4P + 16 * t6 * t22kP * t3 * k * t2 * t4P - 8 * t6 * t6 * t22kP * (t3 * t3) * k * t2
* t4P - 16 * t5 * t5 * t1P * t1 * t3 * t2P * k * t23P * t4P + 8 * t6 * t22kP * (t3 * t3) * k * t2 * t4P - 16 * t6 * t6 * t22kP * t3
* k * t2 * t4P - 24 * t7 * t3P * t6 * t2P * k * t2 * t4P * t1 + 4 * t4P * t2P * t24P * t5 * t3 * t7 * t3P * (t1 * t1) + 3 * t4P * t7
* t6 * t22kP * (t3 * t3) * t4 * (t2 * t2) * (t1 * t1) + 8 * t5 * t1P * t1 * (t3 * t3) * t2P * k * t23P * t4P - 12 * t7 * t3P * t6 * t2P
* k * t2 * t4P * (t1 * t1) * t4 - 8 * t7 * t3P * t6 * t2P * k * t23P * t4P * (t1 * t1) + 4 * t4P * t24P * t3 * t4 * t6 * t2P * t7 * t3P
+ 12 * t7 * t3P * t2P * k * t2 * t4P * t4 + 6 * t6 * t22kP * t23P * t3 * t4P * t7 + 6 * t6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t4 - 3
* t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * t4 - 6 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * t1 * t4 - t42kP * t5 * t5 * t2P * k * k
* (t2 * t2) + 4 * t4P * t5 * t24P * t4 * t2P * t7 * t3P * (t1 * t1) + 8 * t4P * t5 * t23P * t4 * t2P * t7 * t3P * (t1 * t1) - 8 * t4P
* t5 * t6 * t22kP * k * (t1 * t1) * (t3 * t3) * t2 - 12 * t4P * t5 * t6 * t22kP * k * t1 * (t3 * t3) * (t2 * t2) - 6 * t4P * t5 * t6 * t22kP
* k * (t1 * t1) * (t3 * t3) * (t2 * t2) + 4 * t4P * t3 * t2P * k * t5 * t1P + 2 * t4P * t3 * t2P * k * t7 * t3P - 2 * t4P * t7 * t7 * t3 * t4
* t2P * k * t3P + 4 * t42kP * t7 * t1 * t2P * k * t5 * (t3 * t3) + t4P * t7 * (t3 * t3) * t22kP * k * k * t6 * t4 - 4 * (t2 * t2) * t3 * (t1
* t1) * t2P * t42kP * t7 * t7 - t7 * t3P * t6 * t22kP * k * k * t2 * (t1 * t1) * t3 * (t4 * t4) - 12 * t42kP * (t3 * t3) * t2P * k * t5
* t2 + 12 * t42kP * t1 * (t3 * t3) * t2P * k * t2 - 12 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * t5 * t2 + 16 * t42kP * t7 * t1 * t3 * t2P
* k * k * t2 - 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * (t3 * t3) * (t1 * t1) - 2 * t6 * t6 * t23kP * t4 * (t2 * t2) - 3 * t4P * t6 * t22kP * t23P - 2
* t6 * t6 * t23kP * t3 * (t2 * t2) + 2 * t6 * t6 * t23kP * k * t2 - t6 * t6 * t23kP * (t3 * t3) * (t2 * t2) + 3 * t6 * t6 * t22kP * t23P * t4P - t6
* t6 * t23kP * (t1 * t1) * (t2 * t2) - 2 * t6 * t6 * t22kP * k * t4P + 2 * t6 * t22kP * k * t4P - t6 * t6 * t23kP * (t4 * t4) * (t2 * t2)
+ 0.32e2 * t42kP * t1 * t6 * t2P * k * t23P * t5 * t3 - 8 * t42kP * (t3 * t3) * t2P * k * t7 * t23P - 8 * t42kP * t7 * t1 * t3 * t2P
* k * k * t5 - t5 * t5 * t12kP * t2P * k * k - 2 * t24P * t42kP * t2P * (t1 * t1) + 4 * t24P * t42kP * t2P * t6 + 16 * t42kP * t5
* t3 * t2P * k * k * t2 * t1 + 2 * t42kP * (t1 * t1) * t6 * t2P * k * k * (t2 * t2) + 0.48e2 * t42kP * t1 * t6 * t2P * k * t2 * t7 * t3 + 2 * t4P
* t3 * t6 * t6 * t22kP * k * k - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * t4 + 12 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * t2 * t3 + 4 * t42kP
* t7 * t1 * t2P * k * k * (t2 * t2) + 18 * t42kP * t6 * t2P * k * (t2 * t2) * t5 * (t3 * t3) + 2 * t4P * t7 * (t1 * t1) * t3 * t22kP * k * k * t6 - 4
* t42kP * t5 * t2P * k * k * t2 * t7 + 2 * t4P * t3 * t4 * t6 * t6 * t22kP * k * k * (t1 * t1) * t2 - 2 * t42kP * t5 * t2P * k * k * (t2 * t2)
* t7 - 8 * t42kP * t2P * t23P * t5 * t6 * (t1 * t1) - 36 * t42kP * t1 * t2P * k * (t2 * t2) * t7 * (t3 * t3) - 18 * t42kP * t5 * (t1 * t1)
* t2P * k * (t2 * t2) + 0.72e2 * t42kP * t1 * t6 * t2P * k * (t2 * t2) * t5 * t3 - 2 * t4P * t3 * t4 * t6 * t22kP * k * k * (t1 * t1) + 2 * t4P
* t5 * t22kP * k * k * t2 * t6 * t1 - 4 * t42kP * t2P * t24P * t5 * (t3 * t3) * t6 * (t1 * t1) - 8 * t42kP * t2P * t23P * t5 * t7 * (t1
* t1) + 12 * t42kP * t5 * t2P * k * t7 * t2 - 2 * t42kP * (t3 * t3) * t6 * t2P * k * k * t7 - 4 * (t2 * t2) * t7 * t7 * t32kP * t2P * t1 * (t4
* t4) + 6 * t42kP * t7 * t7 * t2P * k * t2 - 24 * t42kP * t3 * t2P * k * t7 * t2 + 2 * t42kP * t5 * t2P * k * t7 * (t3 * t3) - 4 * t23P
* t42kP * t2P * (t1 * t1) - t42kP * t6 * t6 * t2P * k * k + 4 * t6 * t6 * t23kP * (t1 * t1) * t3 * k * t4 - 4 * t7 * t7 * t32kP * t2P
* k * k * t2 * (t1 * t1) * t4 + t42kP * t5 * t5 * t2P * k - t42kP * t7 * t7 * (t1 * t1) * t2P * k * k - t5 * t1P * t22kP * k * k * t6 - 8 * t23P
* t3 * t42kP * t7 * t7 * t2P - t5 * t5 * t12kP * (t3 * t3) * t2P * k * k + 2 * t4P * t1 * t6 * t6 * t22kP * k * k * t4 * t2 - t7 * t3P * t6
* t22kP * k * k * t2 * t3 - 8 * (t2 * t2) * t1 * t6 * t6 * t2P * t42kP * t3 - 8 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * t5 * t23P + 4
* t42kP * t3 * t6 * t2P * k * k + t42kP * t7 * t7 * (t1 * t1) * t2P * k * (t3 * t3) - 16 * t23P * t3 * t42kP * t7 * t2P * t6 - 2 * t42kP
* t7 * t7 * (t1 * t1) * t3 * t2P * k * k * (t2 * t2) + 18 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) * t7 - 2 * t42kP * t7 * t7 * t1 * t2P
* k * k * (t2 * t2) + 16 * (t2 * t2) * t3 * t42kP * t2P * t7 * t1 - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t6 + 8 * t42kP * t6 * t2P
* k * t23P * t5 * (t3 * t3) + 12 * t42kP * t1 * t6 * t6 * t2P * k * t2 * (t3 * t3) - 4 * t5 * t1P * t3 * t4 * t6 * t22kP * k * k * t2 - 2 * t42kP
* t2P * t24P * t5 * t5 * (t1 * t1) - 4 * t5 * t5 * t12kP * t24P * t2P * (t3 * t3) * t4 + 2 * t4P * t7 * t3 * t22kP * k * k * t6 * t4 + 4
* (t2 * t2) * (t3 * t3) * t42kP * t2P * t7 * (t1 * t1) + 8 * t42kP * (t1 * t1) * t3 * t2P * k * t23P + 24 * t42kP * t1 * t6 * t2P
* k * t2 * t7 - 4 * t42kP * t2P * t24P * t5 * t5 * t1 - 16 * t42kP * t2P * t23P * t5 * (t3 * t3) * t6 * t1 - t42kP * (t3 * t3) * t6
* t6 * t2P * k * k + 8 * t24P * (t3 * t3) * t42kP * t2P * t7 * t1 - 2 * t24P * (t1 * t1) * t6 * t6 * t2P * t42kP * (t3 * t3) + 6 * t42kP
* (t1 * t1) * (t3 * t3) * t2P * k * t2 - t42kP * (t1 * t1) * t6 * t6 * t2P * k * k * (t3 * t3) * (t2 * t2) + 0.9e1 * t5 * t5 * t12kP * (t3 * t3)
* t2P * k * (t2 * t2) * (t4 * t4) - 8 * t42kP * t6 * t2P * k * t23P * (t3 * t3) - 24 * t42kP * t1 * t6 * t2P * k * t2 * (t3 * t3) - 4 * t42kP
* t1 * t6 * t6 * t2P * k * k * (t3 * t3) * t2 + 4 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2) - t7 * t3P * t6 * t22kP * k * k * t2 * t3 * (t4 * t4) - 2
* t4P * t3 * t22kP * k * k * t6 * t2 + 0.9e1 * t42kP * t6 * t6 * t2P * k * (t2 * t2) - 4 * t42kP * t2P * (t2 * t2) * t5 * t6 * (t1 * t1)
+ 4 * t42kP * t7 * t1 * t2P * k * t6 * (t3 * t3) + 4 * t4P * t7 * t1 * t3 * t4 * t22kP * k * k * t6 - 4 * t42kP * (t1 * t1) * t6 * t6 * t2P
* k * k * t2 * t3 - 2 * t7 * t7 * t32kP * t2P * k * k * (t2 * t2) * (t1 * t1) * t4 + 4 * t24P * (t3 * t3) * t42kP * t2P * t6 + 4 * t42kP * t7
* t1 * t2P * k * t5 - 0.32e2 * t42kP * t1 * t2P * k * t23P * t7 * t3 - 8 * t42kP * t2P * t23P * t5 * t5 * t1 - 8 * t42kP * (t3 * t3)
* t2P * k * t5 * t23P - t42kP * t7 * t7 * (t3 * t3) * t2P * k * k + t4P * t5 * (t1 * t1) * t22kP * k * k * t6 * t4 + 0.72e2 * t42kP
* t7 * t2P * k * t5 * t1 * (t2 * t2) * t3 - 8 * t42kP * (t1 * t1) * t2P * k * t23P * t7 * (t3 * t3) + 36 * t42kP * t7 * t2P * k * t5 * t1
* (t2 * t2) + t4P * t5 * (t1 * t1) * t22kP * k * k * t6 * (t3 * t3) - 16 * t23P * t1 * t2P * t42kP * t7 * t6 - 4 * t42kP * t2P * (t2
* t2) * t5 * t7 * (t1 * t1) - 2 * t42kP * t7 * (t1 * t1) * t2P * k + 8 * t6 * t6 * t23kP * t1 * t3 * k * t4 + t4P * t5 * (t3 * t3) * t4 * t22kP
* k * k * t6 * (t1 * t1) - 4 * t42kP * t3 * t6 * t2P * k * k * t7 * (t2 * t2) - 16 * t42kP * t2P * t23P * t5 * t3 * t6 * (t1 * t1) - 4 * (t2 * t2)
* (t3 * t3) * t42kP * t2P * t1 - 4 * t42kP * t3 * t2P * k * k * t2 - 2 * t42kP * t5 * t5 * t2P * k * k * (t2 * t2) * t1 - 2 * t7 * t3P * t6
* t22kP * k * k * t2 * t1 * t3 * (t4 * t4) + 8 * t42kP * (t1 * t1) * t6 * t2P * k * t23P * t5 * (t3 * t3) - t7 * t7 * t32kP * (t1 * t1) * t2P
* k * k - 8 * t42kP * t7 * t7 * t1 * t3 * t2P * k * k * t2 - t5 * t1P * t22kP * k * k * t6 * t2 - 2 * t42kP * t2P * k * t6 * (t1 * t1) - 4 * (t2
* t2) * t7 * t7 * t32kP * t2P * t1 - 4 * t5 * t1P * t3 * t4 * t6 * t22kP * k * k * t1 + 8 * t42kP * t1 * t6 * t6 * t2P * k * t23P * (t3
* t3) - 2 * t42kP * t7 * t7 * (t1 * t1) * t3 * t2P * k * k - 8 * t42kP * t2P * (t2 * t2) * t5 * t6 * t1 - 2 * t7 * t7 * t32kP * t2P * k * k
* (t2 * t2) * t4 - 4 * t42kP * (t1 * t1) * t3 * t2P * k * t5 + 2 * t4P * t3 * t4 * t6 * t6 * t22kP * k * k - 8 * t42kP * t2P * t23P * t5
* t5 * t3 * (t1 * t1) + 2 * t42kP * t7 * (t1 * t1) * t2P * k * t6 + 2 * t4P * t7 * t4 * t22kP * k * k * t2 * t6 * t3 - 4 * t42kP * t5 * t5 * t3
* t2P * k * k * t2 * (t1 * t1) + t6 * t6 * t23kP * (t1 * t1) * (t4 * t4) * k + 8 * t23P * (t3 * t3) * t42kP * t2P * t7 * (t1 * t1) + 4 * t42kP
* t5 * t2P * k * t6 * t1 + 4 * t42kP * t5 * (t1 * t1) * t2P * k * k * t3 - 2 * t42kP * t5 * t5 * t3 * t2P * k * k * (t2 * t2) - 4 * t5 * t5 * t12kP
* t3 * t4 * t2P * k * k * (t2 * t2) + 24 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t7 * t3 - 4 * t42kP * t3 * t2P * k * t6 - t5 * t5 * t12kP
* (t3 * t3) * (t4 * t4) * t2P * k * k * (t2 * t2) - 8 * t42kP * t2P * k * t23P * t7 + 12 * t42kP * t6 * t2P * k * t2 * t5 + 2 * t7 * t7 * t32kP
* t4 * t2P * k + 12 * t42kP * t7 * t7 * t2P * k * t2 * t3 - t42kP * t6 * t6 * t2P * k * k * (t2 * t2) + 12 * t42kP * t5 * t2P * k * t7 * t2
* (t3 * t3) + 0.9e1 * t42kP * (t1 * t1) * t2P * k * (t2 * t2) - 18 * t42kP * (t1 * t1) * t2P * k * (t2 * t2) * t7 * (t3 * t3) + 2 * t4P
* t7 * t3 * t22kP * k * k * t6 - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * (t1 * t1) * t4 - 8 * (t2 * t2) * t3 * t42kP * t7 * t2P * t6 - 8 * t42kP
* t2P * t24P * t5 * t3 * t7 - 4 * (t2 * t2) * (t3 * t3) * t1 * t2P * t42kP * t7 * t7 - t5 * t1P * (t3 * t3) * (t4 * t4) * t6 * t22kP * k
* k * t2 - 2 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t6 - 16 * t42kP * (t1 * t1) * t3 * t2P * k * t5 * t23P - 4 * t24P * (t3
* t3) * t1 * t2P * t42kP * t7 * t7 - t5 * t1P * t1 * t22kP * k * k * t6 + 4 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * t23P * (t3 * t3)
+ 16 * t42kP * t5 * t5 * t1 * t2P * k * t23P * t3 - 18 * t42kP * t6 * t2P * k * (t2 * t2) * (t3 * t3) - t4P * t4 * t22kP * k * k * t2
* t6 + 8 * t7 * t7 * t32kP * t2P * k * t23P * t4 + 8 * t42kP * t1 * (t3 * t3) * t2P * k * t23P + 12 * t7 * t7 * t32kP * t2P * k * t2
* t4 + 2 * t4P * t5 * t3 * t22kP * k * k * t2 * t6 * (t1 * t1) + t42kP * t2P * k * (t1 * t1) - 2 * t7 * t7 * t32kP * t2P * k * k * t2 * (t4
* t4) - t42kP * t5 * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) + 2 * t42kP * (t3 * t3) * t6 * t2P * k * k * (t2 * t2) - 8 * (t2 * t2) * t1 * t6 * t2P
* t42kP * t7 + 2 * t5 * t5 * t12kP * t4 * t2P * k - 4 * t42kP * t5 * t5 * t3 * t2P * k * k * (t2 * t2) * t1 - 8 * t5 * t1P * t23P * t2P
* t7 * t3P - 16 * t5 * t1P * t23P * t2P * t4P * t3 - 8 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 - 16 * t5 * t1P * t1 * t2P
* t23P * t4P * t3 - 4 * t5 * t1P * t3 * t4 * t2P * k * k * t7 * t3P - 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P - 4 * t4P * t4
* t2P * (t2 * t2) * t5 * t1P * (t3 * t3) + 18 * t7 * t3P * t3 * (t4 * t4) * t2P * k * t5 * t1P * (t2 * t2) - 4 * t7 * t3P * t2P * k * k
* (t2 * t2) * t4P * t1 * t3 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 * t4 - 16 * t5 * t1P * t1 * t2P * t23P * t4P * t3
* t4 + 8 * t5 * t1P * t1 * t2P * t23P * t4P * t7 * t4 - 8 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t1 * t2 - 2 * t5 * t1P * (t3 * t3)
* t4 * t2P * k * k * t4P * t1 - 4 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t2 - 4 * t5 * t1P * t3 * t4 * t2P * k * k * t7 * t3P * t1 - 2
* t5 * t1P * t3 * (t4 * t4) * t2P * k * k * t7 * t3P + 8 * t5 * t1P * (t4 * t4) * t2P * k * t23P * t7 * t3P + 6 * t6 * t22kP * t3 * (t2
* t2) * t4P * t7 * (t1 * t1) * t4 + 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * t7 * (t1 * t1) + 12 * t6 * t22kP * t3 * (t2 * t2) * t4P
* t7 * t1 + 12 * t6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t1 - 6 * t7 * t3P * t6 * t22kP * (t4 * t4) * (t2 * t2) * t1 - 6 * t7 * t3P * t6 * t22kP
* (t4 * t4) * t23P * t1 + 8 * t5 * t5 * t1P * t24P * t2P * t4P * t3 * t4 - 4 * t5 * t1P * t24P * t2P * t4P + 4 * t5 * t1P * t24P
* t2P * t4P * t7 + 4 * t5 * t5 * t1P * t24P * t2P * t4P - 4 * t5 * t1P * t1 * t2P * t24P * t7 * t3P * (t4 * t4) + 2 * t4P
* t5 * (t1 * t1) * t2P * k * k * t7 * t3P * t3 - 8 * t5 * t1P * t1 * t2P * t24P * t4P * t3 * t4 + 4 * t5 * t5 * t1P * (t3 * t3) * t2P
* k * k * t4P * t1 * t2 + 8 * t5 * t5 * t1P * t3 * t2P * k * k * t4P * t1 * t2 + 4 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t7 * t1 * t2 + 12
* t5 * t1P * t1 * t3 * (t4 * t4) * t2P * k * t7 * t3P * t2 + 2 * t5 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t1 * (t2 * t2) + 6 * t6 * t22kP
* t1 * (t3 * t3) * (t2 * t2) * t4P * t5 + 6 * t6 * t22kP * (t1 * t1) * t3 * (t2 * t2) * t4P * t5 + 8 * t7 * t3P * t6 * t2P * k * k * t2 * t4P
* t1 + 2 * t7 * t7 * t3P * t3 * t2P * k * k * t4P + 2 * t7 * t3P * t3 * t2P * k * k * t4P * t6 - 6 * t6 * t22kP * t23P * (t3 * t3) * t5
* t1P * t4 - 18 * t4P * t6 * t2P * k * (t2 * t2) * t7 * t3P + 2 * t7 * t7 * t3P * t3 * t4 * t2P * k * k * t4P + 8 * t4P * t6 * t22kP
* k * t2 + 2 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t7 + 2 * t4P * t1 * (t3 * t3) * t2P * k * t5 * t1P + 4 * t5 * t5 * t1P * t3 * t2P
* k * k * t4P * t1 - 36 * t7 * t3P * t6 * t2P * k * (t2 * t2) * t4P * t1 * t3 + 2 * t6 * t22kP * (t3 * t3) * k * t5 * t1P * (t4 * t4) - 24 * t4P
* t5 * t1 * t2P * k * t2 * t7 * t3P - 12 * t4P * t5 * (t1 * t1) * t2P * k * t2 * t7 * t3P - 2 * t5 * t1P * t2P * k * k * t4P * (t2 * t2) - 8
* t4P * t6 * t2P * k * t23P * t7 * t3P * t4 - 18 * t4P * t6 * t2P * k * (t2 * t2) * t5 * t1P - 12 * t4P * t6 * t2P * k * t2 * t7 * t3P
+ 8 * t5 * t5 * t1P * t3 * t2P * k * k * t4P * t2 + 8 * t4P * t3 * t4 * t2P * k * t23P * t7 * t3P + 6 * t6 * t22kP * t23P * (t3 * t3)
* t4P * t7 * t1 + 6 * t6 * t6 * t22kP * t23P * (t3 * t3) * t4P * t1 - 6 * t7 * t3P * t6 * t22kP * (t1 * t1) * t4 * t23P + 6 * t6 * t22kP
* k * (t2 * t2) * t7 * t3P * t3 + 4 * t4P * t1 * t6 * t2P * k * k * t7 * t3P - 24 * t6 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t4P * t4 + 8 * t24P
* t3 * t1 * t2P * t4P * t7 * t7 * t3P - 8 * (t2 * t2) * t7 * t3P * t2P * t4P * t1 - 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P
* t5 * t4 + 24 * t7 * t3P * t2P * k * t2 * t4P * t1 + 36 * t5 * t1P * t1 * t3 * t2P * k * (t2 * t2) * t4P - 2 * t7 * t3P * t1 * t2P * k
* k * t5 * t1P - 36 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * t1 * (t2 * t2) - 16 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * t1 * t23P
+ 6 * t6 * t22kP * t1 * t23P * t4P * t7 + 6 * t6 * t6 * t22kP * t1 * t23P * t4P - 18 * t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P
+ 4 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * (t1 * t1) - 6 * t6 * t6 * t22kP * (t1 * t1) * k * (t2 * t2) * t4P * t4 + 4 * t7 * t3P * t6 * t2P
* k * k * t2 * t4P * (t1 * t1) * t3 + 4 * t7 * t3P * t6 * t2P * k * k * t2 * t4P * (t1 * t1) + 3 * t4P * t5 * t6 * t22kP * (t3 * t3) * t4 * t23P - 12
* t6 * t22kP * t3 * k * (t2 * t2) * t4P * t5 * t4 + 6 * t6 * t22kP * (t3 * t3) * k * (t2 * t2) * t4P * t4 + 8 * t5 * t5 * t1P * t3 * t4 * t2P
* k * k * t4P * t2 + 2 * t5 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P + 4 * t5 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t1 + 2 * t5 * t1P
* (t3 * t3) * t4 * t2P * k * k * t4P * t7 + 4 * t4P * t7 * (t3 * t3) * t2P * t24P * t5 * t1P + 8 * t4P * t7 * t3 * t2P * t24P * t5
* t1P * t4 - 24 * t5 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t2 - 2 * t5 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P + 2 * t4P
* (t3 * t3) * t2P * k * t5 * t1P + 4 * t4P * t3 * t2P * k * t5 * t1P * t4 + 12 * t4P * t3 * t2P * k * t7 * t3P * t2 + 2 * t4P * t3 * t2P
* k * t7 * t3P * t4 - 18 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * (t1 * t1) * (t2 * t2) - 8 * t7 * t7 * t3P * t2P * k * t23P * t4P
* t3 - 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t5 * t1P * (t4 * t4) - 6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t4 - 4 * (t2 * t2) * t7 * t3P
* t2P * t4P - 6 * t6 * t6 * t22kP * (t3 * t3) * k * (t2 * t2) * t4P * t4 - 8 * t5 * t5 * t1P * (t3 * t3) * t2P * k * t23P * t4P - 16
* t6 * t22kP * (t3 * t3) * k * t2 * t4P * t7 * t1 - 6 * t6 * t22kP * t23P * t5 * t1P * t4 - 6 * t6 * t22kP * t23P * t7 * t3P * t4 - 8
* t4P * t5 * t2P * k * t7 * t3P * t23P - 4 * t4P * t5 * t5 * t2P * k * t1P * t3 * t1 - 8 * t5 * t1P * t3 * t2P * k * k * t4P * t1
* t2 + 2 * t4P * t5 * t3 * t4 * t2P * k * k * t7 * t3P * (t1 * t1) + 8 * t7 * t3P * t6 * t22kP * k * (t1 * t1) * t3 * (t4 * t4) * t2 - 16 * t4P
* t7 * t6 * t22kP * k * t3 * t4 * t2 - 8 * t4P * t7 * t6 * t22kP * k * (t3 * t3) * t4 * t2 + 8 * t6 * t22kP * (t1 * t1) * t4 * k * t2 * t4P + 18
* t5 * t1P * t1 * t4 * t2P * k * (t2 * t2) * t4P - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P * t6 - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P
* t5 - 4 * t7 * t7 * t3P * t1 * t4 * t2P * k * t4P + 8 * t4P * t2P * t23P * t5 * t3 * t7 * t3P - 8 * t4P * (t1 * t1) * t4 * t2P * t23P
* t7 * t3P + 4 * t5 * t1P * t1 * t2P * t24P * t4P * t7 + 4 * t5 * t5 * t1P * t1 * t2P * t24P * t4P + 16 * t5 * t5 * t1P * t1 * t2P
* t23P * t4P * t3 - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P - 3 * t6 * t22kP * t23P * (t3 * t3) * t4P - 24 * t7 * t3P * t3
* t4 * t6 * t2P * k * t4P * t1 * t2 - 8 * t5 * t1P * (t3 * t3) * t2P * k * t23P * t4P * t6 - 2 * t5 * t1P * t2P * k * k * t4P + 8 * t5
* t1P * t23P * t6 * t2P * t4P + 4 * t5 * t1P * t24P * t6 * t2P * t4P * (t3 * t3) + 18 * t7 * t3P * t1 * (t4 * t4) * t2P * k
* t5 * t1P * (t2 * t2) - 4 * t7 * t3P * t1 * t2P * k * k * t5 * t1P * t4 - 8 * t4P * t7 * t2P * k * t5 * t1P * t23P * (t3 * t3) * t4 - 18
* t4P * t7 * t2P * k * t5 * t1P * (t3 * t3) * t4 * (t2 * t2) + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * (t1 * t1) - 8 * t6 * t6 * t22kP
* k * t2 * t4P * (t1 * t1) + 8 * t6 * t22kP * k * t2 * t7 * t3P * (t1 * t1) + 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t7 * t3P + 2 * t5 * t1P
* t1 * (t3 * t3) * t4 * t2P * k * t4P + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * (t1 * t1) + 16 * t6 * t22kP * (t1 * t1) * t3 * k * t4P
* t2 + 8 * t6 * t22kP * t1 * (t3 * t3) * (t4 * t4) * k * t2 * t5 * t1P - 4 * t7 * t3P * t4 * t2P * k * k * t5 * t1P - 2 * t7 * t3P * (t4 * t4)
* t2P * k * k * t5 * t1P + 6 * t6 * t22kP * (t1 * t1) * k * (t2 * t2) * t7 * t3P * (t4 * t4) + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t6
* t3 + 4 * t6 * t6 * t23kP * k * (t1 * t1) * t2 * t3 + 8 * t6 * t6 * t23kP * k * (t1 * t1) * t2 * t3 * t4 - 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P
* (t2 * t2) - 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P + 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t7 * t1 * (t2 * t2) + 2 * t5 * t5 * t1P
* (t3 * t3) * t4 * t2P * k * k * t4P * (t2 * t2) + 8 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * t1 + 2 * t4P * t7 * t1 * t4 * t2P * k * k * (t2
* t2) * t5 * t1P + 4 * t4P * t7 * t1 * t4 * t2P * k * k * t2 * t5 * t1P + 6 * t6 * t22kP * (t3 * t3) * t4 * (t2 * t2) * t4P * t5 * t1 + 8 * t6
* t22kP * (t3 * t3) * k * t4P * t2 * t4 - 18 * t5 * t1P * (t3 * t3) * t2P * k * (t2 * t2) * t4P * t7 - 6 * t6 * t22kP * t3 * (t4 * t4) * (t2
* t2) * t5 * t1P * t1 + 8 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t7 * t1 * t2 - 8 * t7 * t3P * t23P * t3 * t2P * t4P * (t1 * t1) * t4 - 12
* t6 * t22kP * t23P * t3 * t5 * t1P * t4 + 4 * t7 * t3P * t2P * k * k * t2 * t4P * t5 + 4 * t4P * t7 * (t3 * t3) * t2P * t24P * t5
* t1P * t4 - 36 * t4P * t7 * t2P * k * t5 * t1P * t3 * t4 * (t2 * t2) - 16 * t4P * t7 * t2P * k * t5 * t1P * t23P * t3 * t4 - 4 * t7 * t3P
* t3 * t2P * (t2 * t2) * t5 * t1P * (t4 * t4) - 3 * t6 * t22kP * t23P * (t3 * t3) * t5 * t1P + 8 * (t2 * t2) * t7 * t3P * t2P * t4P
* t5 * t1 + 16 * t7 * t3P * t2P * k * t23P * t4P * t1 - 18 * t7 * t3P * t6 * t2P * k * (t2 * t2) * t4P * (t1 * t1) * t4 + 2 * t6 * t6 * t23kP
* k * (t1 * t1) * (t4 * t4) * t2 - 4 * t6 * t22kP * t1 * k * t4P * t7 - 4 * t6 * t6 * t22kP * t1 * k * t4P - 4 * t6 * t22kP * t1 * k * t4P * t5 - 8
* t5 * t1P * t23P * t2P * t4P - 8 * t5 * t1P * t23P * t2P * t7 * t3P * t3 - 4 * t5 * t1P * t24P * t2P * t4P * (t3 * t3) - 2
* t4P * (t1 * t1) * t2P * k * k * t7 * t3P * t4 - 8 * t7 * t7 * t3P * t2P * k * t23P * t4P * (t1 * t1) - 36 * t7 * t3P * t6 * t2P
* k * (t2 * t2) * t4P * t1 * t4 - 3 * t7 * t3P * t6 * t22kP * (t2 * t2) + 4 * t7 * t3P * t6 * t2P * k * k * t2 * t4P + 4 * t7 * t3P * t6 * t2P
* k * k * t2 * t4P * (t1 * t1) * t4 - 12 * t4P * t5 * (t1 * t1) * t2P * k * t2 * t7 * t3P * t3 - 16 * t5 * t1P * t3 * t2P * k * t23P * t4P
* t7 + 24 * t7 * t3P * t1 * t4 * t2P * k * t5 * t1P * t2 + 4 * t7 * t3P * t1 * t4 * t2P * k * t5 * t1P + 8 * t6 * t22kP * t4 * k * t2 * t4P - 6
* t6 * t22kP * t23P * (t3 * t3) * t4P * t1 + 24 * t5 * t1P * t4 * t2P * k * t2 * t7 * t3P - 18 * t5 * t1P * t4 * t2P * k * (t2 * t2)
* t4P * t6 - 16 * t5 * t1P * t3 * t2P * k * t23P * t4P * t6 - 16 * t5 * t5 * t1P * t3 * t2P * k * t23P * t4P - 16 * t4P * t5 * t4
* t2P * k * t23P * t7 * t3P * t1 + 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P * t4 - 2 * t6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k
* t4P * t4 + 8 * t6 * t22kP * t1 * t3 * k * t4P * t4 - 12 * t5 * t1P * t4 * t2P * k * t2 * t4P * t7 - 24 * t4P * t5 * t4 * t2P * k * t2
* t7 * t3P * t1 - 6 * t6 * t22kP * t23P * t3 * t7 * t3P * t1 + 12 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t2 + 2 * t7 * t3P * (t1
* t1) * t4 * t2P * k * t4P * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 * (t4 * t4) + 2 * t7 * t7 * t3P * t2P * k * k * (t2
* t2) * t4P * t3 * t4 + 6 * t6 * t6 * t22kP * t23P * t3 * t4P * (t1 * t1) * t4 + 8 * t5 * t5 * t1P * t23P * t2P * t4P * t4 - 16 * t5
* t1P * t23P * t2P * t4P * t3 * t4 - 8 * t5 * t1P * t23P * t2P * t7 * t3P * (t4 * t4) - 4 * t5 * t1P * t24P * t2P * t4P
* t4 + 3 * t6 * t22kP * (t3 * t3) * t4 * (t2 * t2) * t4P * t5 * (t1 * t1) + 2 * t7 * t3P * t1 * (t4 * t4) * t2P * k * t5 * t1P - 24 * t4P
* t5 * t5 * t4 * t2P * k * t1P * t2 * t3 + 4 * t4P * t7 * (t3 * t3) * t2P * (t2 * t2) * t5 * t1P * t4 * t1 + 8 * t4P * t7 * (t3 * t3) * t2P
* t23P * t5 * t1P * t4 * t1 - 12 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * (t1 * t1) * t2 + 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P
* t5 * t1 * t3 * t4 + 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 * t1 * t4 + 16 * t5 * t1P * t1 * t3 * t4 * t2P * k * t7 * t3P * t23P - 16
* t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t7 * t23P - 16 * t5 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t23P - 8 * t5 * t1P * t24P
* t2P * t7 * t3P * t4 - 6 * t6 * t22kP * t23P * t3 * t7 * t3P * t4 - 0.32e2 * t4P * t5 * t6 * t22kP * k * t1 * t3 * t4 * t2 - 16 * t4P
* t5 * t6 * t22kP * k * t1 * (t3 * t3) * t4 * t2 - 8 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * (t3 * t3) * t4 * t2 + 2 * t7 * t3P * t2P * k * k
* (t2 * t2) * t4P * t5 * t3 + 8 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * t1 * t3 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * t4 - 8 * t7
* t3P * t24P * t3 * t2P * t4P * t1 * t4 + 4 * t7 * t3P * t1 * t4 * t2P * k * t4P * t3 + 16 * t7 * t3P * t3 * t4 * t2P * t23P * t4P
* t5 * t1 - 3 * t6 * t22kP * (t1 * t1) * t23P * t7 * t3P - 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t1 * (t2 * t2) - 18 * t4P
* t5 * t5 * t4 * t2P * k * t1P * (t3 * t3) * (t2 * t2) - 2 * t7 * t3P * t1 * t2P * k * k * t5 * t1P * (t4 * t4) - 16 * t7 * t7 * t3P * t2P
* k * t23P * t4P * t1 * t3 - 18 * t5 * t5 * t1P * (t3 * t3) * t2P * k * (t2 * t2) * t4P + 8 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P
* t4 * t1 + 0.32e2 * t6 * t22kP * t3 * k * t5 * t1P * t2 * t4 - 4 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t1 * t2 - 2 * t5 * t1P * t3
* (t4 * t4) * t2P * k * k * t7 * t3P * t1 - 4 * t5 * t1P * t24P * t2P * t7 * t3P * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P
+ 8 * t5 * t5 * t1P * t23P * t2P * t4P * (t3 * t3) * t4 - 8 * t5 * t1P * t23P * t2P * t7 * t3P * (t4 * t4) * t3 - 4 * t7 * t3P * t2P
* k * k * t2 * t5 * t1P - 4 * t7 * t3P * t2P * k * k * t2 * t4P * t3 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 - 4 * t7 * t3P * (t4
* t4) * t2P * (t2 * t2) * t5 * t1P + 12 * t6 * t22kP * (t1 * t1) * t3 * k * (t2 * t2) * t4P * t4 - 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P
* t7 - 4 * t5 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P + 16 * t7 * t3P * t3 * t4 * t2P * k * t5 * t1P * t23P - 8 * t4P * t5 * t6 * t22kP
* k * (t1 * t1) * t4 * t2 - 16 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * t4 * t2 * t3 + 4 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t7 * t2 - 2
* t6 * t6 * t23kP * (t3 * t3) * t4 * (t2 * t2) - 4 * t6 * t6 * t23kP * (t3 * t3) * t4 * (t2 * t2) * t1 + 2 * t5 * t1P * t1 * t2P * k * k * t4P
* t7 * t4 + 2 * t4P * t5 * t5 * t2P * k * k * (t2 * t2) * t1P + 6 * t6 * t22kP * t23P * t3 * t4P * t7 * (t1 * t1) * t4 - t6 * t6 * t23kP
* (t3 * t3) * (t4 * t4) * (t2 * t2) - 2 * t6 * t6 * t23kP * (t3 * t3) * (t4 * t4) * (t2 * t2) * t1 + 8 * t5 * t1P * (t3 * t3) * t2P * k * t23P
* t4P - 12 * t4P * t6 * t2P * k * t2 * t7 * t3P * t3 + 3 * t4P * t7 * t6 * t22kP * t4 * (t2 * t2) - 2 * t6 * t6 * t22kP * (t3 * t3) * k
* t4P + 4 * t6 * t22kP * (t3 * t3) * k * t5 * t1P * t4 + 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * t7 * (t1 * t1) + 8 * t5 * t1P * t1
* t6 * t2P * t23P * t4P - 2 * t4P * t5 * t5 * t2P * k * t1P * t4 * t1 - 4 * t4P * t5 * t2P * k * t7 * t3P * t1 * t3 + 4 * t7 * t3P
* t3 * t4 * t2P * t24P * t4P * t5 - 4 * t7 * t3P * t6 * t22kP * k * k * t2 * t1 * t3 * t4 + 12 * t5 * t5 * t12kP * t3 * t2P * k * t2 - 4 * t6
* t6 * t22kP * t1 * t4 * k * t4P + 36 * t7 * t3P * t1 * t4 * t2P * k * t5 * t1P * (t2 * t2) - 6 * t7 * t3P * t6 * t22kP * (t2 * t2) * t4 - 2
* t5 * t1P * t3 * t2P * k * k * t7 * t3P * t1 + 12 * t5 * t1P * t1 * t3 * t2P * k * t2 * t7 * t3P - 12 * t4P * t5 * t5 * t4 * t2P * k * t2
* t1P + 2 * t4P * (t1 * t1) * t6 * t2P * k * k * t7 * t3P * t4 + 3 * t4P * t5 * t6 * t22kP * t23P + 4 * t5 * t1P * t3 * t2P * k * k
* t4P * t7 * t1 + 8 * t7 * t3P * t6 * t2P * k * k * t2 * t4P * t1 * t3 + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t3 + 2 * t7 * t3P
* t6 * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t4 - 3 * t5 * t1P * t6 * t22kP * t1 * (t2 * t2) * (t4 * t4) + 6 * t4P * t5 * t6 * t22kP
* t23P * t1 - 6 * t4P * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) * t3 - 8 * t5 * t1P * t3 * t2P * k * k * t4P * t2 - 4 * t5 * t1P * t3 * t2P
* k * k * t4P * t1 + 3 * t4P * t5 * t6 * t22kP * (t2 * t2) - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t5 * t3 - 4 * t6 * t22kP * (t1
* t1) * t3 * k * t4P * t7 * t4 - 4 * t6 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t4 - 4 * t6 * t22kP * t1 * (t3 * t3) * k * t4P * t5 * t4 - 4 * t6
* t6 * t22kP * t1 * (t3 * t3) * k * t4P * t4 - 4 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t5 * t4 - 8 * t4P * t5 * t5 * t4 * t2P * k * t23P
* t1P * t1 - 8 * t4P * t5 * (t1 * t1) * t2P * k * t23P * t7 * t3P + 8 * t5 * t1P * t3 * t2P * k * k * t4P * t7 * t2 - 4 * t42kP * t6
* t2P * k * k * t7 * t2 + 8 * t4P * (t1 * t1) * t4 * t6 * t2P * t23P * t7 * t3P + 4 * t4P * t1 * t3 * t2P * k * t5 * t1P + 4 * t4P * t1
* t3 * t2P * k * t7 * t3P + 12 * t5 * t1P * t1 * (t3 * t3) * t2P * k * t2 * t4P + 8 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * t1 * t3
+ 4 * t4P * t2P * (t2 * t2) * t5 * t3 * t7 * t3P * (t1 * t1) - 6 * t5 * t1P * t6 * t22kP * t1 * (t2 * t2) * t4 + 16 * t4P * t1 * t3 * t2P
* k * t7 * t3P * t23P + 2 * t6 * t22kP * (t3 * t3) * k * t4P + 2 * t6 * t22kP * (t3 * t3) * k * t5 * t1P + 8 * t6 * t22kP * t3 * k * t5
* t1P * t4 - 2 * t7 * t3P * t3 * t2P * k * k * t4P + 8 * t5 * t1P * t24P * t6 * t2P * t4P * t3 * t4 + 8 * t5 * t1P * t23P * t6 * t2P
* t4P * (t3 * t3) * t4 + 2 * t5 * t1P * (t3 * t3) * t4 * t6 * t2P * k * k * t4P * t1 * (t2 * t2) - 8 * t6 * t22kP * t4 * k * t2 * t4P * t7 - 12
* t6 * t22kP * t3 * (t2 * t2) * t4P * t1 * t4 + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * (t1 * t1) * t3 + 8 * t7 * t3P * t2P * k * t23P
* t4P + 4 * t4P * t6 * t2P * (t2 * t2) * t5 * t1P + 8 * t4P * t6 * t2P * (t2 * t2) * t5 * t1P * t3 + 2 * t4P * t5 * (t1 * t1) * t2P
* k * k * t7 * t3P + 4 * t4P * t5 * t1 * t2P * k * k * t7 * t3P * t4 - 2 * t6 * t6 * t23kP * (t1 * t1) * t4 * (t2 * t2) + 2 * t7 * t3P * t3 * t2P
* k * t5 * t1P * (t4 * t4) + 2 * t42kP * t5 * (t1 * t1) * t2P * k * k * (t3 * t3) - 8 * t42kP * t2P * (t2 * t2) * t5 * t5 * t3 * t1 - 2 * t42kP
* t5 * t5 * (t1 * t1) * t2P * k * k * t3 + 2 * t42kP * t7 * (t1 * t1) * t2P * k * k * (t2 * t2) + 2 * t4P * t3 * t4 * t6 * t6 * t22kP * k * k * (t1
* t1) - 2 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * t6 + 18 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) * t7 * (t3 * t3) - 2 * t5 * t5 * t12kP
* t3 * (t4 * t4) * t2P * k * k * (t2 * t2) - t42kP * t5 * t5 * t2P * k * k * (t3 * t3) + t4P * t7 * (t3 * t3) * t22kP * k * k * t6 * t2 - 4 * t24P
* t7 * t7 * t32kP * t2P * t4 - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t7 * (t1 * t1) - 24 * t42kP * (t1 * t1) * t2P * k * t2 * t7
* t3 + 24 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * t2 * t3 - 2 * t5 * t5 * t12kP * t2P * (t2 * t2) + 6 * t42kP * t2P * k * t2 - 8 * t23P
* t3 * t42kP * t2P - t42kP * t7 * t7 * t2P * k * k - 36 * t42kP * t3 * t2P * k * t7 * (t2 * t2) - 16 * (t2 * t2) * t3 * t1 * t2P * t42kP
* t7 * t6 - 2 * t4P * (t3 * t3) * t4 * t6 * t22kP * k * k * t1 * t2 + 12 * t42kP * t1 * t6 * t6 * t2P * k * t2 + 2 * t4P * t5 * t1 * t22kP * k
* k * t6 * (t3 * t3) - 2 * t7 * t3P * t3 * t22kP * k * k * t6 * t1 + 2 * t4P * t3 * t6 * t6 * t22kP * k * k * t2 + 4 * t6 * t6 * t23kP * t1 * t3 * k - 4
* t42kP * t5 * t2P * k * k * t6 * t3 - 2 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t5 - 2 * (t2 * t2) * (t3 * t3) * t42kP * t2P
* (t1 * t1) + 8 * t23P * t42kP * t2P * t7 - 4 * t42kP * t3 * t2P * k * t7 - 4 * t42kP * t3 * t6 * t6 * t2P * k * k * t2 - t42kP * (t3
* t3) * t6 * t6 * t2P * k * k * (t2 * t2) - 36 * t42kP * t1 * t2P * k * (t2 * t2) * t7 - 2 * t6 * t2P * t1P * k * t1 * t4P * t5 - 4 * t23P
* (t1 * t1) * t2P * t42kP * t7 * t7 + t4P * t7 * t22kP * k * k * t2 * t6 + 6 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * t2 + 16 * t5 * t5 * t12kP
* t3 * t2P * k * t23P * t4 - 24 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t4P * t5 * t4 + 12 * t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t4P
* t4 + 12 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t5 * t1P * (t4 * t4) - 12 * t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t4P * t5 * t4 - 12
* t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t4P * t7 * t4 - 12 * t5 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * t2 - 6 * t7 * t3P
* t6 * t22kP * t1 * (t2 * t2) + 16 * t6 * t22kP * (t1 * t1) * t3 * t4 * k * t2 * t4P + 8 * t5 * t5 * t1P * t1 * t2P * t23P * t4P * (t3
* t3) - 4 * t5 * t1P * t1 * t2P * t24P * t4P * (t3 * t3) - 8 * t5 * t1P * t1 * t2P * t23P * t7 * t3P * (t4 * t4) * t3 + 8 * t5 * t1P
* t23P * t2P * t4P * t7 + 8 * t5 * t5 * t1P * t23P * t2P * t4P - 4 * t5 * t1P * t24P * t2P * t4P * (t3 * t3) * t4 - 4 * t5
* t1P * t3 * t2P * k * k * t4P * t1 * (t2 * t2) - 16 * t7 * t3P * t23P * t3 * t2P * t4P * t1 * t4 - 8 * t7 * t3P * t4 * t2P * (t2
* t2) * t5 * t1P + 8 * t5 * t1P * t1 * t4 * t2P * k * t23P * t4P + 12 * t5 * t1P * t1 * t4 * t2P * k * t2 * t4P - 8 * t5 * t5 * t1P
* t1 * (t3 * t3) * t4 * t2P * k * t4P * t23P - 6 * t6 * t22kP * t23P * t3 * t4P * (t1 * t1) * t4 + 2 * t5 * t5 * t1P * (t3 * t3) * t4
* t2P * k * k * t4P * t1 * (t2 * t2) + 4 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * (t1 * t1) * t3 * t4 - 2 * t7 * t3P * t2P * k * k * (t2 * t2)
* t4P * t4 + 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t7 - 8 * t4P * t5 * t4 * t2P * k * t23P * t7 * t3P * t3 + 4 * t5 * t5 * t1P
* t3 * t4 * t2P * k * k * t4P + 2 * t4P * t5 * (t1 * t1) * t2P * k * k * t7 * t3P * t4 - 18 * t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P
* (t1 * t1) * t3 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t4 - 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * (t2 * t2) - 4
* t5 * t1P * t3 * t4 * t2P * k * k * t4P * t1 * (t2 * t2) + 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 + 4 * t7 * t3P * t2P * k * k
* t2 * t4P * t5 * t3 + 8 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * t1 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * t3 - 2 * t6 * t22kP
* (t1 * t1) * t4 * k * t4P * t5 - 6 * t4P * t6 * t22kP * t1 * (t2 * t2) + 8 * t7 * t3P * t24P * t3 * t6 * t2P * t4P * t1 * t4 + 4 * t7 * t3P
* t1 * t4 * t2P * k * t4P - 8 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * (t1 * t1) * t23P + 6 * t6 * t6 * t22kP * t1 * t23P * t4P
* t4 - 3 * t6 * t22kP * t1 * t23P * t5 * t1P * (t4 * t4) - 8 * t4P * t6 * t2P * k * t23P * t7 * t3P * t3 + 4 * t24P * t7 * t7 * t3P
* t2P * t4P * (t1 * t1) - 4 * t24P * t7 * t3P * t2P * t4P * t4 - 4 * t24P * t7 * t3P * t2P * t4P * (t1 * t1) + 8 * t23P
* t7 * t7 * t3P * t2P * t4P * (t1 * t1) + 8 * t23P * t7 * t3P * t2P * t4P * t5 * (t1 * t1) + 8 * t23P * t7 * t3P * t2P * t6
* t4P * (t1 * t1) + 12 * t5 * t1P * t1 * t2P * k * t2 * t7 * t3P - 18 * t4P * t1 * t6 * t2P * k * (t2 * t2) * t5 * t1P + 2 * t4P * t3
* t4 * t6 * t2P * k * k * t7 * t3P * (t1 * t1) - 18 * t4P * t1 * t6 * t2P * k * (t2 * t2) * t5 * t1P * t4 + 6 * t4P * t6 * t6 * t22kP * t1
* (t3 * t3) * t4 * (t2 * t2) + 2 * t7 * t3P * t4 * t2P * k * t4P + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t3 + 4 * t4P
* t3 * t4 * t6 * t2P * k * k * t7 * t3P * t1 + 18 * t4P * t3 * t4 * t2P * k * (t2 * t2) * t7 * t3P + 2 * t5 * t1P * t1 * t3 * t2P * k * t7 * t3P
+ 4 * t6 * t6 * t23kP * k * t3 * (t4 * t4) * t2 - 8 * t23P * t7 * t3P * t2P * t4P * t4 - 18 * t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P
* (t1 * t1) - 6 * t6 * t22kP * t23P * (t3 * t3) * t4P * t1 * t4 + 8 * t5 * t1P * t6 * t22kP * k * t1 * t2 + 3 * t4P * t7 * t6 * t22kP
* (t3 * t3) * t4 * (t2 * t2) - 2 * t7 * t7 * t3P * t4 * t2P * k * t4P - 12 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * (t1 * t1) * t3 - 12 * t6
* t6 * t22kP * k * (t2 * t2) * t4P * (t1 * t1) * t3 - 12 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * t1 - 12 * t6 * t6 * t22kP * k * (t2 * t2)
* t4P * t1 - 12 * t6 * t6 * t22kP * k * (t2 * t2) * t4P * t3 - 12 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * t3 + 6 * t6 * t22kP * k * (t2
* t2) * t4P + 4 * t4P * t1 * t6 * t2P * k * k * t7 * t3P * t3 - 36 * t4P * t1 * t6 * t2P * k * (t2 * t2) * t5 * t1P * t3 + 18 * t5 * t1P
* t1 * t2P * k * (t2 * t2) * t7 * t3P + 4 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P * t4 - 4 * t6 * t22kP * t3 * k * t4P * t5 * t4 - 4
* t6 * t6 * t22kP * t3 * k * t4P * t4 - 4 * t6 * t22kP * t3 * k * t4P * t7 * t4 - 18 * t4P * t5 * (t1 * t1) * t2P * k * (t2 * t2) * t7 * t3P
+ 2 * t6 * t22kP * t4 * k * t4P - 18 * t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P * t3 + 3 * t6 * t6 * t22kP * t23P * (t3 * t3) * t4P
* t4 + 12 * t6 * t6 * t22kP * t23P * t3 * t4P * t1 * t4 + 2 * t4P * (t3 * t3) * t2P * k * t5 * t1P * t4 + 8 * t23P * t7 * t7 * t3P * t2P
* t4P + 8 * t23P * t7 * t3P * t2P * t4P * t5 + 16 * t7 * t3P * t1 * t4 * t2P * k * t4P * t23P - 18 * t4P * t5 * t5 * t2P * k
* t1P * (t2 * t2) - 18 * t4P * t5 * t2P * k * t7 * t3P * (t2 * t2) - 4 * t7 * t3P * t2P * (t2 * t2) * t5 * t1P - 2 * t6 * t6 * t22kP
* (t1 * t1) * (t3 * t3) * k * t4P - 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P * t7 - 12 * t4P * t7 * t2P * k * t5 * t1P * t2 * (t3
* t3) * t4 - 36 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * t1 * (t2 * t2) - 3 * t6 * t22kP * t23P * (t3 * t3) * t5 * t1P * t1 - 6 * t6 * t22kP
* t3 * (t4 * t4) * t23P * t5 * t1P * t1 - 3 * t6 * t22kP * (t3 * t3) * (t4 * t4) * (t2 * t2) * t5 * t1P * t1 - 3 * t6 * t22kP * (t3 * t3)
* (t4 * t4) * t23P * t5 * t1P * t1 + 4 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t4 - 8 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P
* t3 * t4 - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * (t4 * t4) - 18 * t4P * t6 * t2P * k * (t2 * t2) * t7 * t3P * t3 - 36 * t7 * t7
* t3P * t2P * k * (t2 * t2) * t4P * t1 * t4 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 * t4 - 24 * t7 * t7 * t3P * t2P * k * t2
* t4P * t1 * t4 - 6 * t6 * t6 * t22kP * k * (t2 * t2) * (t3 * t3) * t4P - 24 * t6 * t6 * t22kP * k * (t2 * t2) * t4P * t1 * t3 - 8 * t6 * t6 * t22kP
* (t3 * t3) * k * t2 * t4P * (t1 * t1) - 12 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P * (t1 * t1) + 6 * t4P * t7 * t6 * t22kP * (t3 * t3)
* t4 * (t2 * t2) * t1 - 2 * t7 * t3P * t4 * t2P * k * t4P * t6 - 16 * t6 * t6 * t22kP * (t3 * t3) * k * t2 * t4P * t1 - 12 * t6 * t6 * t22kP
* t3 * k * (t2 * t2) * t4P * t4 - 2 * t4P * t7 * t1 * t2P * k * t5 * t1P - 4 * t4P * t7 * t7 * t1 * t2P * k * t3P - 4 * t4P * t7 * t1 * t2P
* k * t5 * t1P * t3 - 8 * t4P * t7 * t2P * k * t23P * t5 * t1P - 18 * t4P * t7 * t2P * k * (t2 * t2) * t5 * t1P - 8 * t4P * t7 * t2P
* k * t5 * t1P * t23P * t1 - 8 * t4P * t7 * t2P * k * t5 * t1P * t23P * (t3 * t3) * t1 + 8 * t5 * t1P * t23P * t2P * t4P * t7
* t4 + 4 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 * t4 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 * t3 * t4 + 16 * t6 * t22kP
* t1 * t4 * k * t2 * t4P + 8 * t5 * t1P * t1 * t2P * t23P * t4P * t7 + 8 * t5 * t5 * t1P * t1 * t2P * t23P * t4P + 8 * t5 * t5 * t1P
* t1 * t2P * (t2 * t2) * t4P * t3 + 12 * t6 * t22kP * t23P * t3 * t4P * t7 * t1 * t4 - 8 * t23P * t7 * t3P * t2P * t4P * (t1 * t1)
+ 16 * t6 * t22kP * (t1 * t1) * t3 * t4 * k * t2 * t7 * t3P + 8 * t4P * (t1 * t1) * t3 * t4 * t2P * k * t23P * t7 * t3P - 2 * t6 * t22kP
* t4 * k * t4P * t7 - 2 * t6 * t6 * t22kP * t4 * k * t4P - 2 * t6 * t22kP * t4 * k * t4P * t5 - 8 * t5 * t1P * t1 * t2P * t23P * t4P
* (t3 * t3) + 4 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * (t3 * t3) + 8 * t5 * t5 * t1P * t1 * t2P * t24P * t4P * t3 - 8 * t5 * t1P
* t1 * t2P * t24P * t7 * t3P * t4 * t3 - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * (t4 * t4) * t1 - 4 * t7 * t3P * t2P * k * k * t2 * t4P
* (t1 * t1) * t3 * t4 - 8 * t6 * t6 * t23kP * t3 * t4 * (t2 * t2) * t1 + 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t7 * t4 - 8 * t7 * t3P * t2P
* k * k * t2 * t4P * t1 * t3 * t4 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t3 * t4 - 8 * t5 * t1P * t24P * t2P * t4P * t3 - 4 * t5
* t1P * t24P * t2P * t7 * t3P - 16 * t5 * t1P * t23P * t2P * t7 * t3P * t4 - 8 * t4P * t5 * t5 * t4 * t2P * k * t1P * t23P
* (t3 * t3) + 8 * t4P * t7 * t7 * t3 * t2P * t23P * t3P * (t1 * t1) * t4 + 4 * t24P * t7 * t3P * t2P * t4P * t6 * (t1 * t1) + 4 * t24P
* t7 * t3P * t2P * t4P * t6 - 8 * t24P * t7 * t3P * t2P * t4P * t1 + 8 * t23P * t7 * t7 * t3P * t2P * t4P * (t1 * t1) * t4
+ 4 * t24P * t7 * t7 * t3P * t2P * t4P * (t1 * t1) * t4 + 0.32e2 * t6 * t22kP * t1 * t3 * k * t4P * t2 + 2 * t4P * t7 * t1 * t2P * k
* k * t5 * t1P + 4 * t4P * t7 * t7 * t1 * t2P * k * k * t3P - 36 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t7 * (t2 * t2) - 36 * t5 * t5 * t1P
* t1 * t3 * t4 * t2P * k * t4P * (t2 * t2) + 16 * t6 * t22kP * t3 * k * t4P * t2 * t4 - 8 * t4P * t5 * t4 * t2P * k * t23P * t7 * t3P
* (t1 * t1) + 4 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P - 8 * t5 * t1P * t1 * t2P * t23P * t4P * (t3 * t3) * t4 + 8 * t6 * t22kP
* t1 * (t3 * t3) * k * t5 * t1P * t2 + 4 * t4P * t7 * (t3 * t3) * t2P * t24P * t5 * t1P * t4 * t1 + 2 * t5 * t1P * t6 * t2P * k * k * (t2
* t2) * t4P * t1 * t4 - 18 * t4P * t6 * t2P * k * (t2 * t2) * t7 * t3P * t4 - 4 * t6 * t22kP * t1 * t4 * k * t4P * t7 + 4 * t5 * t1P * t1
* t6 * t2P * t24P * t4P * (t3 * t3) * t4 - 8 * t5 * t1P * (t3 * t3) * t2P * k * t23P * t4P * t7 - 2 * t7 * t7 * t3P * t2P * k * t4P - 8
* t6 * t22kP * (t3 * t3) * k * t2 * t4P * t7 * (t1 * t1) + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 - 8 * t5 * t1P * t1 * (t3 * t3) * t4
* t6 * t2P * k * t4P * t23P + 4 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t7 * t2 + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 - 18
* t5 * t1P * t1 * (t3 * t3) * t4 * t6 * t2P * k * t4P * (t2 * t2) - 24 * t5 * t1P * t3 * t2P * k * t2 * t4P * t7 - 24 * t5 * t5 * t1P * t3
* t2P * k * t2 * t4P + 18 * t7 * t3P * t2P * k * (t2 * t2) * t4P * (t1 * t1) + 12 * t7 * t3P * t2P * k * t2 * t4P - 12 * t4P * t5
* t5 * t4 * t2P * k * t2 * t1P * t1 + 8 * t4P * t1 * t4 * t6 * t2P * (t2 * t2) * t7 * t3P + 4 * t4P * (t1 * t1) * t4 * t6 * t2P * (t2 * t2)
* t7 * t3P + 16 * t4P * t1 * t4 * t6 * t2P * t23P * t7 * t3P + 18 * t5 * t1P * t1 * t3 * t2P * k * (t2 * t2) * t7 * t3P + 2 * t5 * t1P
* t2P * k * k * t4P * t7 * (t2 * t2) + 2 * t5 * t1P * t2P * k * k * t4P * t6 * (t2 * t2) - 12 * t6 * t22kP * t23P * t3 * t7 * t3P * t1
* t4 - 4 * t24P * t3 * t4P * t2P * t7 * t3P * (t1 * t1) - 6 * t6 * t22kP * t1 * t23P * t4P * t4 + 12 * t7 * t3P * t2P * k * t2 * t5
* t1P + 18 * t7 * t3P * t2P * k * (t2 * t2) * t5 * t1P + 6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P * (t2 * t2) - 12 * t4P * t6
* t2P * k * t2 * t7 * t3P * t4 - 18 * t7 * t3P * t6 * t2P * k * (t2 * t2) * t4P * (t1 * t1) - 12 * t7 * t3P * t6 * t2P * k * t2 * t4P
* (t1 * t1) * t3 - 12 * t7 * t3P * t6 * t2P * k * t2 * t4P * (t1 * t1) + 18 * t7 * t3P * t2P * k * (t2 * t2) * t4P + 36 * t7 * t3P * t2P
* k * (t2 * t2) * t4P * t1 + 8 * t23P * t3 * (t1 * t1) * t2P * t4P * t7 * t7 * t3P - 12 * t6 * t6 * t22kP * t1 * k * (t2 * t2) * t4P * t4
+ 18 * t5 * t1P * t1 * (t3 * t3) * t2P * k * (t2 * t2) * t4P + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P + 2 * t4P * (t1 * t1) * t3
* t2P * k * t7 * t3P + 24 * t4P * t1 * t3 * t2P * k * t7 * t3P * t2 + 4 * t6 * t6 * t23kP * k * t4 * t2 * (t3 * t3) + 16 * t6 * t22kP * t1
* (t3 * t3) * t4 * k * t2 * t5 * t1P + 16 * t6 * t22kP * t1 * t3 * (t4 * t4) * k * t2 * t5 * t1P + 8 * t5 * t5 * t1P * t24P * t2P * t4P
* t3 + 16 * t7 * t3P * t6 * t22kP * k * t4 * t2 + 0.32e2 * t7 * t3P * t6 * t22kP * k * t4 * t2 * t1 + 16 * t7 * t3P * t6 * t22kP * k * (t4
* t4) * t2 * t1 + 12 * t7 * t3P * t6 * t22kP * k * t4 * (t2 * t2) + 6 * t7 * t3P * t6 * t22kP * k * (t1 * t1) * t3 * (t2 * t2) - 2 * t5 * t1P
* (t3 * t3) * t2P * k * k * t4P * t1 * (t2 * t2) + 16 * t5 * t5 * t1P * t23P * t2P * t4P * t3 * t4 + 8 * t5 * t5 * t1P * t1 * t2P * t23P
* t4P * t4 - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * (t3 * t3) * t4 + 4 * t5 * t1P * t2P * k * k * t2 * t4P * t7 * t4 - 3 * t6 * t22kP
* t3 * (t4 * t4) * (t2 * t2) * t7 * t3P * (t1 * t1) - 6 * t6 * t22kP * t3 * t4 * t23P * t7 * t3P * (t1 * t1) - 8 * t5 * t1P * t1 * t2P * t23P
* t7 * t3P - 8 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * t4 + 4 * t5 * t5 * t1P * t2P * k * k * t2 * t4P * t4 - 4 * t5 * t1P * t2P
* k * k * t2 * t4P * t1 * t4 - 2 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t4 + 4 * t4P * t7 * t7 * t3 * t2P * t24P * t3P * (t1 * t1)
* t4 + 16 * t4P * t7 * t3 * t2P * t23P * t5 * t1P * t4 * t1 + 8 * t4P * t7 * (t3 * t3) * t2P * t23P * t5 * t1P * t1 + 8 * t4P * (t3
* t3) * t4 * t2P * k * t23P * t5 * t1P + 16 * t7 * t3P * t6 * t22kP * k * t3 * t4 * t2 + 8 * t4P * t5 * t5 * t3 * t4 * t2P * (t2 * t2) * t1P - 2
* t6 * t6 * t23kP * (t1 * t1) * (t2 * t2) * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 * (t4 * t4) * t1 + 16 * t4P * t6 * t22kP
* k * t2 * t1 + 16 * t4P * t6 * t22kP * k * t1 * (t3 * t3) * t4 * t2 + 8 * t4P * t6 * t22kP * k * (t1 * t1) * (t3 * t3) * t4 * t2 + 12 * t6 * t22kP
* t1 * k * (t2 * t2) * t4P + 8 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * t1 * t3 * t4 + 8 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * t1 + 2 * t7
* t7 * t3P * t2P * k * k * (t2 * t2) * t4P - 6 * t6 * t22kP * t3 * t4 * (t2 * t2) * t7 * t3P * (t1 * t1) - 6 * t6 * t22kP * t23P * t3
* t4P * (t1 * t1) - 4 * t4P * t7 * t7 * t1 * t2P * k * t3P * t3 - 2 * t4P * t7 * t1 * t2P * k * t5 * t1P * (t3 * t3) + 4 * t7 * t7 * t3P
* t3 * t4 * t2P * (t2 * t2) * t4P - 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * (t1 * t1) - 3 * t6 * t22kP * (t1 * t1) * t23P * t7
* t3P * (t4 * t4) + 8 * t7 * t3P * t2P * k * t23P * t5 * t1P - 2 * t4P * t4 * t2P * k * k * t5 * t1P + 4 * t4P * t7 * (t3 * t3) * t2P
* (t2 * t2) * t5 * t1P + 8 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P * t4 + 2 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t7 * t4 + 2
* t5 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t4 + 2 * t6 * t22kP * k * t5 * t1P + 2 * t6 * t22kP * k * t7 * t3P + 4 * t6 * t22kP
* t1 * (t4 * t4) * k * t7 * t3P + 2 * t4P * t5 * t5 * t2P * k * k * t1P * t4 + 8 * t6 * t22kP * k * t2 * t4P * (t1 * t1) - 2 * t5 * t1P * t1
* (t3 * t3) * t4 * t2P * k * t4P * t7 + 16 * t6 * t6 * t23kP * k * t4 * t2 * t1 * t3 - 16 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * t1 * t23P
+ 8 * t6 * t6 * t23kP * k * t3 * (t4 * t4) * t2 * t1 + 2 * t6 * t6 * t23kP * k * (t3 * t3) * (t4 * t4) * t2 + 4 * t6 * t6 * t23kP * k * (t3 * t3) * (t4
* t4) * t2 * t1 + 18 * t5 * t1P * t1 * t2P * k * (t2 * t2) * t4P - 18 * t5 * t5 * t1P * t1 * t2P * k * (t2 * t2) * t4P - 8 * t5 * t5 * t1P
* t1 * t2P * k * t23P * t4P + 4 * t4P * t7 * t7 * t1 * t3 * t2P * k * k * t3P + 16 * t6 * t22kP * t3 * k * t2 * t7 * t3P * t1 - 3 * t4P
* t6 * t22kP * (t1 * t1) * (t2 * t2) + 4 * t6 * t6 * t23kP * k * t1 * (t4 * t4) * t2 - 4 * (t2 * t2) * t7 * t3P * t2P * t4P * (t1 * t1) + 2
* t4P * t5 * t2P * k * k * t7 * t3P * t3 - 16 * t7 * t3P * t6 * t2P * k * t23P * t4P * t1 + 4 * t7 * t3P * t3 * t4 * t2P * t24P
* t4P * t5 * (t1 * t1) + 8 * t5 * t1P * t23P * t6 * t2P * t4P * (t3 * t3) - 36 * t4P * t5 * t1 * t2P * k * (t2 * t2) * t7 * t3P + 4
* t6 * t6 * t23kP * k * (t1 * t1) * (t4 * t4) * t2 * t3 + 2 * t4P * t5 * t5 * t1 * t2P * k * k * t1P + 4 * t4P * t5 * t1 * t2P * k * k * t7 * t3P - 0.32e2
* t6 * t6 * t22kP * t1 * t3 * t4 * k * t2 * t4P + 4 * t6 * t22kP * t3 * k * t5 * t1P + 2 * t6 * t22kP * t3 * k * t7 * t3P + 16 * t4P * t5
* t23P * t4 * t2P * t7 * t3P * t1 + 4 * t4P * t5 * t24P * t4 * t2P * t7 * t3P - 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P
+ 16 * t23P * t7 * t7 * t3P * t2P * t4P * t1 * t4 + 4 * t24P * t7 * t7 * t3P * t2P * t4P * t4 - 6 * t6 * t22kP * t1 * t23P * t7
* t3P - 0.32e2 * t6 * t22kP * t3 * k * t2 * t4P * t7 * t1 + 2 * t4P * t7 * t7 * (t1 * t1) * t3 * t2P * k * k * t3P + 2 * t4P * t5 * t5 * t2P
* k * k * t1P + 2 * t4P * t5 * t2P * k * k * t7 * t3P + 2 * t7 * t7 * t3P * t4 * t2P * k * k * t4P + 2 * t7 * t3P * t4 * t2P * k * k * t4P
* t6 + 2 * t7 * t3P * t4 * t2P * k * k * t4P * t5 - 8 * t4P * t7 * t6 * t22kP * k * t2 + 3 * t4P * t7 * t6 * t22kP * (t1 * t1) * (t2 * t2)
+ 8 * t4P * t2P * t24P * t5 * t3 * t7 * t3P * t1 + 12 * t6 * t22kP * t4 * k * (t2 * t2) * t5 * t1P + 16 * t6 * t22kP * t4 * k * t2 * t5
* t1P + 2 * t7 * t7 * t3P * t2P * k * k * t4P + 12 * t7 * t3P * t1 * (t4 * t4) * t2P * k * t5 * t1P * t2 + 6 * t6 * t6 * t22kP * t23P
* (t3 * t3) * t4P * t1 * t4 - 12 * t4P * t6 * t22kP * t1 * (t2 * t2) * t3 - 6 * t6 * t22kP * t23P * (t3 * t3) * t5 * t1P * t4 * t1 - 3 * t5
* t1P * t6 * t22kP * t1 * (t2 * t2) - 12 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P - 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P
* t7 * t4 + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t3 * t4 + 4 * t7 * t3P * t6 * t2P * k * k * t2 * t4P * t3 * t4 + 16
* t5 * t1P * t6 * t22kP * k * t1 * t3 * t2 - 18 * t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P - 12 * t7 * t3P * t3 * t4 * t6 * t2P * k
* t4P * (t1 * t1) * t2 + 6 * t6 * t22kP * t23P * (t3 * t3) * t4P * t7 * t1 * t4 + 8 * t7 * t3P * t6 * t2P * k * k * t2 * t4P * t1 * t4 - 2
* t6 * t6 * t22kP * (t3 * t3) * k * t4P * t4 - 2 * t6 * t22kP * (t3 * t3) * k * t4P * t5 * t4 - 4 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P
* t2 + 8 * t5 * t1P * t23P * t6 * t2P * t4P * t4 - 18 * t4P * t5 * t5 * t4 * t2P * k * (t2 * t2) * t1P - 8 * t7 * t3P * t6 * t2P * k
* t23P * t4P * (t1 * t1) * t4 - 18 * t7 * t3P * t6 * t2P * k * (t2 * t2) * t4P * (t1 * t1) * t3 + 4 * t5 * t1P * t1 * t6 * t2P * (t2 * t2)
* t4P * (t3 * t3) + 8 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P * t2 - 2 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t1 + 8 * t5 * t1P
* t1 * t6 * t2P * t23P * t4P * (t3 * t3) + 8 * t7 * t3P * t3 * t4 * t2P * t23P * t4P * t5 - 3 * t6 * t22kP * (t1 * t1) * t23P
* t4P * t4 + 4 * t7 * t3P * t6 * t2P * k * k * t2 * t4P * (t1 * t1) * t3 * t4 - 2 * t6 * t22kP * (t3 * t3) * k * t4P * t7 * t4 + 4 * t6 * t22kP
* t1 * t4 * k * t4P + 2 * t6 * t22kP * (t1 * t1) * t4 * k * t4P + 8 * t5 * t1P * t4 * t2P * k * t23P * t4P + 8 * t7 * t3P * t6 * t2P
* k * k * t2 * t4P * t1 * t3 * t4 + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t3 * t4 + 8 * t23P * t7 * t3P * t2P * t4P * t6 * (t1
* t1) * t3 - 16 * t23P * t7 * t3P * t2P * t4P * t1 - 4 * t24P * t7 * t3P * t2P * t4P + 4 * t24P * t7 * t3P * t2P * t4P
* t5 * (t1 * t1) + 16 * t23P * t7 * t7 * t3P * t2P * t4P * t1 + 4 * t24P * t7 * t7 * t3P * t2P * t4P + 16 * t23P * t7 * t3P
* t2P * t4P * t6 * t1 + 8 * t23P * t7 * t3P * t2P * t4P * t6 * t3 + 4 * t24P * t7 * t3P * t2P * t4P * t5 + 16 * t23P * t7
* t3P * t2P * t4P * t5 * t1 + 8 * t23P * t7 * t7 * t3P * t2P * t4P * t3 + 8 * t23P * t7 * t7 * t3P * t2P * t4P * t4 + 8 * t23P
* t7 * t3P * t2P * t4P * t6 * t4 + 8 * t5 * t1P * t24P * t6 * t2P * t4P * t3 + 4 * t7 * t3P * t3 * t2P * k * t5 * t1P * t4 + 4 * t6
* t22kP * t3 * k * t4P + 12 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t2 * t3 - 16 * t6 * t6 * t22kP * t3 * k * t4P * t2 * t4 - 3 * t7
* t3P * t6 * t22kP * t3 * (t4 * t4) * (t2 * t2) + 8 * t5 * t1P * t1 * t6 * t2P * t23P * t4P * (t3 * t3) * t4 - 2 * t7 * t3P * t4 * t2P
* k * k * t4P + 2 * t4P * t7 * t7 * (t1 * t1) * t3 * t4 * t2P * k * k * t3P + 4 * t4P * t7 * t7 * t1 * t3 * t4 * t2P * k * k * t3P + 12 * t5 * t1P
* t4 * t2P * k * t2 * t4P + 2 * t5 * t1P * t6 * t2P * k * k * (t2 * t2) * t4P * t1 + 8 * t5 * t1P * t1 * t2P * k * t23P * t4P + 12 * t5
* t1P * t1 * t2P * k * t2 * t4P + 4 * t4P * t7 * t7 * t1 * t2P * k * k * t3P * t4 + 8 * t5 * t1P * t1 * t6 * t2P * t24P * t4P * t3 - 8
* t4P * t5 * t6 * t22kP * k * (t1 * t1) * t2 - 18 * t4P * t5 * t5 * t4 * t2P * k * (t2 * t2) * t1P * t1 - 12 * t6 * t22kP * t23P * t3
* t4P * t1 * t4 - 3 * t6 * t22kP * t23P * t3 * t7 * t3P * (t4 * t4) - 12 * t6 * t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t4P * t4 + 2
* t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t7 * (t2 * t2) + 3 * t4P * t5 * t6 * t22kP * (t3 * t3) * t4 * (t2 * t2) - 16 * t6 * t6 * t22kP
* (t1 * t1) * t3 * t4 * k * t2 * t4P + 4 * t5 * t1P * t1 * t6 * t2P * t24P * t4P * (t3 * t3) + 3 * t4P * t7 * t6 * t22kP * (t1 * t1) * t4
* (t2 * t2) - 8 * t23P * t7 * t3P * t2P * t4P + 4 * t24P * t7 * t3P * t2P * t4P * t6 * t4 + 8 * t24P * t7 * t7 * t3P * t2P
* t4P * t1 * t4 + 4 * t5 * t1P * t24P * t6 * t2P * t4P * (t3 * t3) * t4 - 18 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * (t2 * t2) - 8
* t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * t23P + 4 * t5 * t1P * t3 * t6 * t2P * k * k * t4P * t1 * (t2 * t2) + 6 * t6 * t22kP * t23P
* t3 * t4P * t7 * (t1 * t1) + 16 * t7 * t3P * t23P * t3 * t6 * t2P * t4P * t1 * t4 + 4 * t5 * t1P * t3 * t2P * k * k * t4P * t7 - 3 * t6
* t22kP * t23P * t3 * t7 * t3P * (t1 * t1) - 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * (t1 * t1) + 2 * t4P * t7 * t7 * (t1 * t1) * t2P
* k * k * t3P * t4 - 24 * t5 * t5 * t1P * t1 * t3 * t2P * k * t2 * t4P + 4 * t24P * t7 * t3P * t2P * t4P * t6 * (t1 * t1) * t3 + 4 * t5
* t1P * t3 * t4 * t6 * t2P * k * k * t4P * (t2 * t2) - 8 * t4P * t1 * t6 * t2P * k * t23P * t5 * t1P + 4 * t5 * t5 * t1P * t3 * t2P
* k * k * t4P + 6 * t6 * t6 * t22kP * t23P * t3 * t4P * (t1 * t1) - 2 * t6 * t6 * t23kP * (t1 * t1) * t4 * (t2 * t2) * (t3 * t3) - 18 * t4P
* t1 * t6 * t2P * k * (t2 * t2) * t5 * t1P * (t3 * t3) - 18 * t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P * (t1 * t1) * t3 - 24 * t4P * t5
* t4 * t2P * k * t2 * t7 * t3P * t1 * t3 + 4 * t24P * t7 * t3P * t2P * t4P * t6 * t3 + 8 * t24P * t7 * t7 * t3P * t2P * t4P * t1
+ 4 * t24P * t7 * t7 * t3P * t2P * t4P * t3 + 8 * t24P * t7 * t3P * t2P * t4P * t6 * t1 + 8 * t24P * t7 * t3P * t2P * t4P
* t6 * t1 * t3 + 8 * t24P * t7 * t3P * t2P * t4P * t5 * t1 + 16 * t23P * t7 * t3P * t2P * t4P * t6 * t1 * t3 + 8 * t24P * t42kP
* t2P * t7 * t1 - 2 * t7 * t7 * t3P * t3 * t2P * k * t4P - 8 * t6 * t6 * t22kP * (t3 * t3) * k * t4P * t2 * t4 - 8 * t23P * t3 * t4P * t2P
* t7 * t3P * (t1 * t1) + 16 * t5 * t1P * t6 * t22kP * k * t3 * t2 + 8 * t5 * t1P * t6 * t22kP * k * (t3 * t3) * t2 + 12 * t5 * t1P * t6 * t22kP
* k * t3 * (t2 * t2) + 6 * t5 * t1P * t6 * t22kP * k * (t3 * t3) * (t2 * t2) - t6 * t6 * t23kP * (t1 * t1) * (t4 * t4) * (t2 * t2) * (t3 * t3) + 8
* t7 * t3P * t23P * t3 * t6 * t2P * t4P * (t1 * t1) * t4 - 2 * t7 * t3P * t2P * k * t4P * t6 + 6 * t4P * t5 * t6 * t22kP * t1 * t4
* (t2 * t2) + 2 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * t4P + 2 * t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P + 8 * t6 * t22kP * t1 * t3 * k
* t7 * t3P * t4 + 4 * t6 * t22kP * (t1 * t1) * t3 * k * t4P - 4 * (t2 * t2) * t3 * t4P * t2P * t7 * t3P * (t1 * t1) - 12 * t4P * t5 * t4
* t2P * k * t2 * t7 * t3P * (t1 * t1) * t3 - 8 * t4P * t5 * t4 * t2P * k * t23P * t7 * t3P * (t1 * t1) * t3 - 6 * t6 * t22kP * t23P
* t3 * t7 * t3P * t1 * (t4 * t4) + 12 * t4P * t5 * t6 * t22kP * t1 * t4 * (t2 * t2) * t3 - 16 * t4P * t5 * t4 * t2P * k * t23P * t7 * t3P
* t1 * t3 + 3 * t4P * t5 * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) - 12 * t6 * t6 * t22kP * k * (t2 * t2) * t1 * (t3 * t3) * t4P - 6 * t6 * t22kP
* t23P * t3 * t4P * t4 - 3 * t6 * t22kP * t23P * (t3 * t3) * t5 * t1P * (t4 * t4) + 2 * t7 * t3P * (t4 * t4) * t2P * k * t5 * t1P - 8
* t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t1 + 18 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) * t5 - 12 * t7 * t7 * t3P * t2P
* k * t2 * t4P + 6 * t4P * t5 * t6 * t22kP * t1 * t4 * t23P + 3 * t6 * t6 * t22kP * t23P * (t3 * t3) * t4P * (t1 * t1) * t4 - 8 * t7 * t3P
* t3 * t4 * t2P * t23P * t4P + 8 * t7 * t3P * t3 * t4 * t2P * t23P * t4P * t5 * (t1 * t1) - 2 * t4P * t7 * t1 * t2P * k * t5 * t1P
* t4 - 2 * t4P * t7 * t7 * (t1 * t1) * t2P * k * t3P - 36 * t4P * t5 * t4 * t2P * k * (t2 * t2) * t7 * t3P * t1 * t3 - 2 * t7 * t3P * (t1
* t1) * t4 * t2P * k * t4P * t6 * t3 + 6 * t4P * t5 * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) * t3 + 4 * t7 * t3P * t6 * t2P * k * k * t2 * t4P
* t3 + 4 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t1 + 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * t7 * (t1 * t1) * t4 - 12 * t6 * t6
* t22kP * (t1 * t1) * t3 * k * (t2 * t2) * t4P * t4 + 3 * t4P * t5 * t6 * t22kP * (t1 * t1) * t4 * t23P + 6 * t4P * t5 * t6 * t22kP
* (t2 * t2) * t3 + 18 * t4P * (t1 * t1) * t3 * t2P * k * t7 * t3P * (t2 * t2) + 2 * t7 * t3P * t2P * k * t5 * t1P - 8 * t4P * t7 * t6 * t22kP
* k * t2 * (t1 * t1) + 8 * t7 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t1 - 2 * t7 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t3 - 2
* t5 * t1P * t3 * t2P * k * k * t7 * t3P - 2 * t7 * t3P * t3 * t2P * k * t4P * t6 - 2 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P + 6 * t4P
* t5 * t6 * t22kP * (t2 * t2) * t1 + 16 * t7 * t3P * t1 * t4 * t2P * k * t5 * t1P * t23P + 8 * t42kP * t1 * t2P * k * t23P + 18 * t42kP
* t6 * t2P * k * (t2 * t2) * t5 + 2 * t42kP * t3 * t6 * t6 * t2P * k + 12 * t7 * t7 * t32kP * (t1 * t1) * t4 * t2P * k * t2 - 2 * t5 * t5 * t12kP
* t24P * t2P * (t4 * t4) + 2 * t42kP * t5 * (t1 * t1) * t2P * k * k + 8 * (t2 * t2) * (t3 * t3) * t42kP * t2P * t7 * t1 + 12 * t42kP
* (t1 * t1) * t6 * t2P * k * t2 * t5 + 4 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t1 * (t3 * t3) * t4 - 2 * t42kP * t5 * t2P * k * (t1 * t1)
+ 2 * t4P * t5 * t1P * k * k * t1 * t6 * t2P * t4 + 2 * t4P * t5 * t1P * k * k * t1 * t6 * t2P - 12 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P
* t2 - 12 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * (t3 * t3) * t2 - 2 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * (t3 * t3) + 2 * t6 * t2P
* (t3 * t3) * t4 * t1P * k * k * t4P * t5 + 4 * t6 * t2P * t3 * t1P * k * k * t1 * t4P * t5 - 2 * t4P * t4 * t5 * t1P * k * t6 * t2P - 4 * t4P
* t4 * t5 * t1P * k * t6 * t2P * t3 + 2 * t6 * t6 * t23kP * (t1 * t1) * (t3 * t3) * k * t4 - 12 * t4P * t4 * t5 * t1P * k * t6 * t2P * t2 - 2
* t4P * t4 * t5 * t1P * k * t6 * t2P * (t3 * t3) + 4 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t4 - 36 * t42kP * t1 * t6 * t2P * k * (t2
* t2) - 2 * t5 * t1P * t6 * t22kP * k * k * t2 * t4 - 2 * t42kP * t7 * t7 * t1 * t2P * k * k + 2 * t42kP * t7 * (t3 * t3) * t2P * k * k + 8 * t24P
* t3 * t42kP * t2P * t7 + 4 * t4P * t5 * t1P * k * k * t6 * t2P * t3 + 2 * t4P * t5 * t1P * k * k * t6 * t2P * t4 + 2 * t4P * t5 * t1P
* k * k * t6 * t2P - 4 * t6 * t2P * t3 * t1P * k * t4P * t5 - 12 * t42kP * t5 * (t1 * t1) * t2P * k * t2 + 4 * t4P * t2 * t5 * t1P * k * k
* t6 * t2P * t1 * (t3 * t3) + 4 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * (t3 * t3) * t4 - t4P * t4 * t22kP * k * k * t6 - 2 * t4P * (t3
* t3) * t5 * t1P * k * t1 * t6 * t2P - 4 * t4P * t3 * t5 * t1P * k * t1 * t6 * t2P - 4 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 - 2
* t4P * t4 * t5 * t1P * k * t1 * t6 * t2P - 0.32e2 * t42kP * t2P * t23P * t5 * t3 * t6 * t1 + 2 * t42kP * (t3 * t3) * t6 * t2P * k
* t7 + 36 * t7 * t7 * t32kP * t1 * t4 * t2P * k * (t2 * t2) - 2 * t42kP * t6 * t2P * k * k * t7 + 8 * t24P * (t3 * t3) * t42kP * t2P * t6
* t1 + 16 * t42kP * t1 * t6 * t2P * k * t23P * t5 * (t3 * t3) - 2 * t42kP * t7 * t7 * t1 * (t3 * t3) * t2P * k * k * (t2 * t2) - 4 * t42kP
* t7 * t7 * (t1 * t1) * t3 * t2P * k * k * t2 - t5 * t5 * t12kP * (t3 * t3) * t2P * k * k * (t2 * t2) + 4 * t42kP * t5 * t5 * t2P * k * t1 * t3 - t4P
* (t1 * t1) * t6 * t22kP * k * k * t4 * t2 - t42kP * t7 * t7 * (t1 * t1) * t2P * k * k * (t2 * t2) - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * t1
+ 24 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t5 * t3 - 2 * t42kP * t6 * t6 * t2P * k * k * t2 + t4P * (t3 * t3) * t4 * t6 * t6 * t22kP * k
* k - 2 * (t2 * t2) * (t1 * t1) * t2P * t42kP * t7 * t7 - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t6 * (t1 * t1) - 4 * t5 * t5 * t12kP
* t3 * t4 * t2P * k * k - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * t3 * t4 - 2 * t24P * t7 * t7 * t32kP * t2P * (t4 * t4) + 8 * t42kP * t7
* t7 * t2P * k * t1 * t23P * (t3 * t3) - 8 * t5 * t5 * t12kP * t24P * t2P * t3 * t4 + t4P * (t1 * t1) * t6 * t6 * t22kP * k * k + t4P
* (t1 * t1) * t6 * t6 * t22kP * k * k * t4 + 4 * t42kP * (t1 * t1) * t6 * t2P * k * k * t2 - 4 * t23P * t42kP * t7 * t7 * t2P - t4P * (t3
* t3) * t4 * t6 * t22kP * k * k * (t1 * t1) * t2 - 8 * t42kP * t2P * t24P * t5 * t5 * t3 * t1 + 0.9e1 * t7 * t7 * t32kP * t2P * k * (t2
* t2) * (t4 * t4) - 4 * t5 * t1P * t3 * t4 * t6 * t22kP * k * k * t1 * t2 + 2 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 * t2 + 2 * t42kP * t5 * t2P
* k * k * (t3 * t3) + 2 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 * (t1 * t1) * t2 - t7 * t3P * t6 * t22kP * k * k * t2 * (t1 * t1) * t3 - 4 * t42kP
* t1 * t2P * k * k * t3 - 2 * t7 * t7 * t32kP * t2P * k * k * (t2 * t2) * t1 * (t4 * t4) - 4 * t23P * t42kP * t2P - 2 * t42kP * t7 * (t1
* t1) * t2P * k * k * t6 + 12 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * t2 * t3 - 4 * t42kP * t5 * t2P * k * k * t7 * t3 + 2 * t42kP * (t3 * t3)
* t6 * t6 * t2P * k * t1 - 2 * t4P * t1 * t22kP * k * k * t6 * t2 - 4 * t7 * t7 * t32kP * t4 * t2P * k * k * t1 - 4 * t24P * (t3 * t3) * (t1 * t1)
* t2P * t42kP * t7 * t6 + 2 * t4P * t5 * t3 * t22kP * k * k * t2 * t6 + 2 * t4P * t5 * (t3 * t3) * t4 * t22kP * k * k * t6 * t1 * t2 - 8 * t42kP
* t7 * t1 * t3 * t2P * k * k * t6 + 2 * t42kP * t6 * t2P * k * t7 + 4 * t5 * t5 * t12kP * t2P * k * t23P + 8 * t42kP * t5 * t2P * k * t6
* t1 * t3 - 8 * t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) * t7 * t1 + 2 * t4P * t1 * t6 * t6 * t22kP * k * k * t4 + 4 * t42kP * t5 * t2P * k
* k * (t2 * t2) * t1 + 18 * t42kP * t5 * t5 * t1 * t2P * k * (t2 * t2) + 2 * t42kP * t5 * t5 * t2P * k * t3 + 4 * t42kP * t2P * k * t23P
+ 0.32e2 * t42kP * t1 * t6 * t2P * k * t23P * t7 * t3 + 2 * t4P * t7 * t1 * (t3 * t3) * t4 * t22kP * k * k * t6 * t2 - 4 * t42kP * t3 * t6
* t2P * k * k * t7 + t7 * t7 * t32kP * (t1 * t1) * t2P * k + 4 * t4P * t7 * t1 * t3 * t22kP * k * k * t6 - 2 * t7 * t3P * (t4 * t4) * t22kP
* k * k * t6 * t1 - 8 * t42kP * t5 * (t1 * t1) * t2P * k * t23P + 16 * t42kP * t6 * t2P * k * t23P * t5 * t3 - 4 * t42kP * t7 * t1 * t2P
* k * k * t6 - t42kP * (t1 * t1) * t6 * t6 * t2P * k * k * (t2 * t2) + 4 * t5 * t5 * t12kP * t4 * t2P * k * t3 + 18 * t42kP * t7 * t7 * t2P
* k * (t2 * t2) * t3 + 36 * t42kP * t6 * t2P * k * (t2 * t2) * t7 * t3 - 8 * t42kP * t1 * t3 * t2P * k * t5 - t5 * t1P * (t4 * t4) * t6 * t22kP
* k * k - 2 * t42kP * t7 * (t1 * t1) * t2P * k * k * t6 * (t2 * t2) - 18 * t42kP * t5 * t2P * k * (t2 * t2) + 4 * t42kP * t1 * t6 * t2P * k
* k - 24 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 * t2 - 2 * t4P * t5 * t1P * k * t6 * t2P - 24 * t4P * t3 * t5 * t1P * k * t1 * t6
* t2P * t2 + 2 * t4P * t5 * t1P * k * k * t6 * t2P * (t3 * t3) - 12 * t4P * (t3 * t3) * t5 * t1P * k * t1 * t6 * t2P * t2 - 12 * t6 * t2P
* t2 * t1P * k * t4P * t5 - 12 * t4P * t2 * (t3 * t3) * t5 * t1P * k * t6 * t2P * t4 + 4 * t6 * t2P * t3 * t4 * t1P * k * k * t4P * t5 + 4
* t4P * t2 * t5 * t1P * k * k * t6 * t2P * (t3 * t3) + t4P * (t3 * t3) * t6 * t6 * t22kP * k * k * t2 + 8 * t42kP * t7 * t1 * (t3 * t3) * t2P
* k * k * t2 + 2 * t42kP * t3 * t6 * t6 * t2P * k * (t1 * t1) + 4 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * t23P + 16 * t23P * t3 * t42kP
* t2P * t6 * (t1 * t1) - 2 * t42kP * (t3 * t3) * t2P * k * t7 + 8 * t42kP * t1 * t6 * t2P * k * k * t3 - 4 * t42kP * t7 * t7 * t1 * t3 * t2P
* k * k + 8 * t42kP * t7 * t1 * t2P * k * t6 * t3 - 4 * t42kP * t7 * t7 * t3 * t2P * k * k * t2 + 4 * t42kP * t5 * t5 * t2P * k * t23P - 4 * t5
* t5 * t12kP * (t4 * t4) * t2P * (t2 * t2) * t3 - 8 * t42kP * t6 * t2P * k * t23P + 16 * t42kP * t2P * t23P * t5 * (t3 * t3) * t1 - 4
* t23P * t7 * t7 * t32kP * t2P + 4 * (t2 * t2) * t42kP * t2P * t6 + 8 * t23P * t42kP * t2P * t5 + 16 * t42kP * t7 * t2P
* k * t5 * t1 * t23P + 8 * t42kP * t5 * t1 * t2P * k * k * t3 - 0.32e2 * t42kP * t1 * t3 * t2P * k * t5 * t23P + 8 * (t2 * t2) * t42kP
* t2P * t5 * t1 - 2 * t4P * t4 * t22kP * k * k * t6 * t3 - 4 * t42kP * t2P * t23P * t5 * t5 * (t1 * t1) + t4P * (t1 * t1) * t6 * t6 * t22kP
* k * k * (t3 * t3) + 36 * t42kP * t1 * t6 * t6 * t2P * k * (t2 * t2) * t3 + 6 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * t2 * (t3 * t3) - 2 * t7 * t7
* t32kP * t2P * k * k * (t2 * t2) * t1 - 2 * t42kP * t1 * t6 * t6 * t2P * k * k * (t3 * t3) - 24 * t42kP * t1 * t2P * k * t2 * t7 - 8 * t23P
* t3 * t42kP * t2P * (t1 * t1) + 2 * t4P * t1 * t6 * t6 * t22kP * k * k * t2 - 8 * t42kP * (t1 * t1) * t2P * k * t23P * t7 - 2 * t5 * t5
* t12kP * t2P * (t2 * t2) * (t3 * t3) + 16 * t42kP * t5 * t2P * k * t7 * t23P * t3 + 4 * t42kP * t7 * (t3 * t3) * t2P * k * k * t2 + 2
* t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) - 16 * t23P * t3 * t1 * t2P * t42kP * t7 * t7 + 4 * t42kP * t2P * (t2 * t2) * t5
* (t3 * t3) * (t1 * t1) - 8 * t42kP * t2P * t23P * t5 * (t3 * t3) * t7 - 16 * t42kP * t2P * t23P * t5 * t6 * t1 - t7 * t3P * t6 * t22kP
* k * k * t2 * (t4 * t4) - t42kP * (t1 * t1) * t2P * k * k * (t3 * t3) * (t2 * t2) - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t7 + 4 * t42kP
* (t3 * t3) * t2P * k * t23P + 2 * t4P * t7 * (t1 * t1) * t3 * t4 * t22kP * k * k * t6 * t2 - 8 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2)
* t6 * t1 - 8 * t23P * t1 * t6 * t6 * t2P * t42kP + 8 * t42kP * (t1 * t1) * t6 * t2P * k * t23P * t5 - 4 * t23P * (t3 * t3) * t42kP
* t7 * t7 * t2P - 4 * (t2 * t2) * (t1 * t1) * t6 * t2P * t42kP * t7 + 4 * t4P * t3 * t4 * t6 * t6 * t22kP * k * k * t1 * t2 - 2 * t7 * t7 * t32kP
* t2P * k * k * t2 + t4P * (t3 * t3) * t4 * t6 * t6 * t22kP * k * k * t2 + 16 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * t23P * t3 + 6 * t4P
* t6 * t6 * t22kP * (t1 * t1) * t3 * t4 * (t2 * t2) + 16 * t4P * t2P * t23P * t5 * t3 * t7 * t3P * t1 + 2 * t7 * t3P * t2P * k * k * (t2
* t2) * t4P * t5 * (t1 * t1) * t3 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) * t3 + 2 * t7 * t7 * t3P * t2P * k * k * (t2 * t2)
* t4P * (t1 * t1) * t4 + 8 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * t1 * t4 - 12 * t7 * t7 * t3P * t2P * k * t2 * t4P * (t1 * t1) * t4
+ 4 * t4P * t5 * t5 * t1 * t4 * t2P * k * k * t1P * t2 + 2 * t4P * t5 * t5 * t1 * t4 * t2P * k * k * t1P + 3 * t4P * t6 * t6 * t22kP * (t1
* t1) * (t3 * t3) * t4 * (t2 * t2) + 8 * t5 * t5 * t1P * t23P * t2P * t4P * (t3 * t3) - 8 * t5 * t1P * t23P * t2P * t4P * (t3 * t3) - 16
* t5 * t1P * t23P * t2P * t7 * t3P * t4 * t3 + 0.32e2 * t6 * t22kP * t1 * t3 * t4 * k * t2 * t5 * t1P + 0.32e2 * t6 * t22kP * t1 * t3
* t4 * k * t2 * t4P - 24 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t4P * t7 * t4 + 12 * t6 * t22kP * t23P * t3 * t4P * t7 * t1 + 24 * t6 * t22kP
* t3 * k * (t2 * t2) * t5 * t1P * t4 - 16 * t6 * t22kP * (t1 * t1) * t3 * t4 * k * t2 * t4P * t7 + 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P
* t7 * t1 * (t2 * t2) - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t1 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) - 6 * t6 * t22kP
* (t3 * t3) * (t2 * t2) * t5 * t1P * t4 - 12 * t6 * t22kP * t3 * (t2 * t2) * t7 * t3P * t1 * t4 + 12 * t5 * t1P * t6 * t22kP * k * t3 * (t4
* t4) * (t2 * t2) + 16 * t5 * t1P * t6 * t22kP * k * (t3 * t3) * t4 * t2 + 16 * t5 * t1P * t6 * t22kP * k * t3 * (t4 * t4) * t2 - 2 * t6 * t22kP
* (t3 * t3) * k * t4P * t5 - 2 * t6 * t22kP * (t3 * t3) * k * t4P * t7 + 24 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t2 - 24 * t5 * t1P
* t1 * t3 * t4 * t2P * k * t4P * t7 * t2 + 12 * t6 * t22kP * t1 * k * (t2 * t2) * t5 * t1P * t4 + 24 * t6 * t22kP * t1 * k * (t2 * t2) * t7 * t3P
* t4 + 6 * t6 * t22kP * (t1 * t1) * k * (t2 * t2) * t4P + 4 * t4P * t5 * t5 * t2P * k * k * t2 * t1P + 2 * t4P * t5 * t5 * t1 * t4 * t2P * k
* k * t1P * (t2 * t2) + 8 * t6 * t6 * t23kP * k * t4 * t2 * t3 + 2 * t4P * t7 * t2P * k * k * t5 * t1P * t4 + 4 * t4P * t5 * t5 * t2P * (t2
* t2) * t1P + 8 * t4P * t5 * t5 * t2P * (t2 * t2) * t1P * t3 + 4 * t4P * t5 * t5 * t2P * (t2 * t2) * t1P * t4 - 12 * t6 * t22kP * t23P
* t3 * t4P * t1 + 3 * t6 * t6 * t22kP * t23P * (t3 * t3) * t4P * (t1 * t1) + 8 * t4P * t1 * t4 * t6 * t2P * t24P * t7 * t3P + 24 * t7
* t3P * t1 * t4 * t2P * k * t4P * t2 * t3 + 6 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * t7 * t1 - 4 * t6 * t6 * t23kP * t3 * (t2 * t2)
* t1 + 16 * t5 * t5 * t1P * t1 * t2P * t23P * t4P * t3 * t4 - 8 * t5 * t1P * t1 * t2P * t23P * t4P - 18 * t4P * t7 * t7 * t3 * t4
* t2P * k * t3P * (t2 * t2) + 12 * t6 * t6 * t22kP * t23P * t3 * t4P * t1 + 4 * t5 * t1P * t1 * t2P * t24P * t4P * t7 * t4 + 4 * t5
* t5 * t1P * t1 * t2P * t24P * t4P * t4 - 8 * t4P * t1 * t4 * t2P * t24P * t7 * t3P + 2 * t6 * t6 * t23kP * k * (t1 * t1) * t2 * (t3
* t3) * (t4 * t4) + 4 * t5 * t1P * t24P * t6 * t2P * t4P + 8 * t5 * t1P * t3 * t2P * k * t23P * t7 * t3P + 12 * t7 * t3P * t3 * (t4
* t4) * t2P * k * t5 * t1P * t2 - 8 * t5 * t1P * t1 * t2P * t23P * t7 * t3P * (t4 * t4) - 24 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P
* t1 * t2 - 12 * t6 * t22kP * t1 * k * (t2 * t2) * t4P * t7 * t4 - 2 * t4P * t3 * t4 * t2P * k * k * t7 * t3P * (t1 * t1) + 3 * t6 * t6 * t22kP
* t23P * (t3 * t3) * t4P - 6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * (t2 * t2) * t4P * t7 * t4 - 16 * t5 * t1P * t1 * t2P * t23P
* t7 * t3P * t4 + 8 * t5 * t5 * t1P * t1 * t2P * t23P * t4P * (t3 * t3) * t4 + 2 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1
* t1) - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 * t1 - 8 * t7 * t3P
* t2P * k * k * t2 * t5 * t1P * t3 * t4 * t1 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 * t4 * t1 - 4 * t4P * t3 * t4 * t2P * k
* k * t7 * t3P * t1 + 8 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * t1 * t3 * t4 - 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t4 * t1
+ 8 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * t1 * t4 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * t3 * t4 + 2 * t7 * t7 * t3P * t2P * k
* k * (t2 * t2) * t4P * (t1 * t1) * t3 * t4 + 12 * t6 * t22kP * t3 * k * (t2 * t2) * t4P * t4 - 12 * t4P * t5 * t5 * t4 * t2P * k * t1P * t2
* (t3 * t3) + 4 * t5 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t1 * (t2 * t2) + 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t7 * (t2
* t2) + 4 * t4P * t7 * (t3 * t3) * t2P * (t2 * t2) * t5 * t1P * t1 + 8 * t4P * t7 * (t3 * t3) * t2P * t23P * t5 * t1P + 4 * t4P * t7
* (t3 * t3) * t2P * (t2 * t2) * t5 * t1P * t4 - 2 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t1 * t4 - 24 * t4P * t5 * t1 * t2P * k * t2
* t7 * t3P * t3 + 8 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 * t4 - 4 * t5 * t1P * t1 * t2P * t24P * t4P * (t3 * t3) * t4 + 3
* t6 * t22kP * t23P * (t3 * t3) * t4P * t5 - 4 * t6 * t6 * t23kP * t4 * (t2 * t2) * t1 + 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P
+ 24 * t7 * t3P * t1 * t4 * t2P * k * t4P * t2 + 4 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * (t1 * t1) * t4 - 3 * t6 * t22kP * (t1 * t1)
* t23P * t4P + 6 * t4P * t7 * t6 * t22kP * t4 * (t2 * t2) * t1 + 8 * t5 * t1P * t1 * t6 * t2P * t24P * t4P * t3 * t4 + 24 * t4P
* t3 * t4 * t2P * k * t2 * t5 * t1P + 12 * t4P * (t3 * t3) * t4 * t2P * k * t2 * t5 * t1P - 16 * t6 * t22kP * t1 * (t3 * t3) * t4 * k * t2 * t4P
* t7 - 3 * t6 * t22kP * t3 * (t4 * t4) * t23P * t7 * t3P * (t1 * t1) - 24 * t7 * t7 * t3P * t2P * k * t2 * t4P * t1 - 16 * t7 * t7 * t3P
* t2P * k * t23P * t4P * t1 + 4 * t5 * t5 * t1P * t24P * t2P * t4P * (t3 * t3) + 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * t7
+ 18 * t7 * t3P * t2P * k * (t2 * t2) * t4P * t4 + 3 * t6 * t22kP * (t3 * t3) * t4 * t23P * t4P * t5 * (t1 * t1) + 2 * t6 * t22kP * t3
* k * t7 * t3P * (t4 * t4) + 4 * t6 * t22kP * t3 * k * t5 * t1P * (t4 * t4) + 2 * t6 * t22kP * (t3 * t3) * k * t4P * t4 - 4 * t5 * t1P * t3
* t4 * t2P * k * k * t4P * t1 - 8 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t2 + 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t7 * t1 + 8 * t5
* t1P * t3 * t4 * t2P * k * k * t4P * t7 * t2 - 16 * t4P * t5 * t5 * t4 * t2P * k * t1P * t23P * t3 + 0.32e2 * t7 * t3P * t6 * t22kP
* k * t3 * t4 * t2 * t1 + 8 * t7 * t3P * t6 * t22kP * k * t3 * (t4 * t4) * t2 + 16 * t7 * t3P * t6 * t22kP * k * t3 * (t4 * t4) * t2 * t1 + 12 * t7
* t3P * t6 * t22kP * k * t3 * t4 * (t2 * t2) + 24 * t7 * t3P * t6 * t22kP * k * t3 * t4 * (t2 * t2) * t1 + 6 * t7 * t3P * t6 * t22kP * k * t3
* (t4 * t4) * (t2 * t2) + 8 * t23P * t7 * t3P * t2P * t4P * t6 - 6 * t6 * t22kP * (t3 * t3) * k * (t2 * t2) * t4P * t5 * t4 - 6 * t6 * t22kP
* (t3 * t3) * k * (t2 * t2) * t4P * t7 * t4 + 6 * t6 * t22kP * k * (t2 * t2) * t4P * (t3 * t3) + 12 * t6 * t22kP * (t1 * t1) * t3 * k * (t2 * t2)
* t7 * t3P * t4 + 24 * t6 * t22kP * t1 * t3 * k * (t2 * t2) * t4P * t4 + 8 * t5 * t1P * t6 * t22kP * k * (t3 * t3) * (t4 * t4) * t2 - 24 * t7
* t7 * t3P * t2P * k * t2 * t4P * t1 * t3 - 36 * t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P * t1 * t3 + 16 * t4P * t7 * t7 * t3 * t2P * t23P
* t3P * t1 * t4 + 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t7 + 4 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * (t1 * t1) * t3 - 2 * t7 * t3P
* t2P * k * k * (t2 * t2) * t5 * t1P * t1 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5 * t1P * t3 - 4 * t7 * t3P * t24P * t3 * t2P * t4P
* (t1 * t1) * t4 - 4 * t7 * t3P * t3 * t2P * (t2 * t2) * t5 * t1P - 8 * t7 * t3P * t3 * t2P * (t2 * t2) * t5 * t1P * t4 - 0.32e2 * t6 * t22kP
* t1 * t3 * t4 * k * t2 * t4P * t7 + 4 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * (t3 * t3) * t4 - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t7
* t3P * (t4 * t4) * t3 + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * t4 - 36 * t4P * t7 * t2P * k * t5 * t1P * t3 * (t2 * t2) * t1 - 18
* t4P * t7 * t2P * k * t5 * t1P * t4 * (t2 * t2) * t1 + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * t4 - 12 * t7 * t7 * t3P * t2P * k
* t2 * t4P * (t1 * t1) * t3 - 18 * t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P * (t1 * t1) * t4 - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P
* t3 * t1 - 8 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t3 * t4 - 16 * t7 * t7 * t3P * t2P * k * t23P * t4P * t1 * t4 - 8 * t5 * t1P * t1
* t2P * t24P * t7 * t3P * t4 - 16 * t5 * t1P * t1 * t2P * t23P * t7 * t3P * t4 * t3 + 36 * t5 * t1P * t4 * t2P * k * (t2 * t2) * t7
* t3P - 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t5 * t1P * t1 + 12 * t6 * t6 * t22kP * t3 * (t2 * t2) * t4P * t1 * t4 + 3 * t6 * t6 * t22kP
* (t3 * t3) * (t2 * t2) * t4P * t4 + 12 * t6 * t22kP * t3 * (t2 * t2) * t4P * t7 * t1 * t4 - 4 * t7 * t3P * t3 * t2P * k * k * t4P * t1 + 4
* t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t1 * t3 * t4 - 16 * t6 * t6 * t22kP * t1 * t4 * k * t2 * t4P + 4 * t6 * t6 * t23kP * k * t2
* t3 - 12 * t7 * t7 * t3P * t2P * k * t2 * t4P * t4 + 8 * t7 * t3P * t2P * k * t23P * t4P * t4 + 4 * t6 * t6 * t23kP * k * t1 * t2 + 2 * t6
* t6 * t23kP * k * (t1 * t1) * t2 + 8 * t6 * t6 * t23kP * k * t1 * t2 * t4 + 4 * t6 * t6 * t23kP * k * (t1 * t1) * t2 * t4 + 12 * t5 * t1P * (t4 * t4)
* t2P * k * t2 * t7 * t3P + 18 * t5 * t1P * t4 * t2P * k * (t2 * t2) * t4P - 18 * t5 * t1P * t4 * t2P * k * (t2 * t2) * t4P * t7 + 8 * t4P
* t7 * t3 * t2P * t24P * t5 * t1P - 8 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * (t1 * t1) * t23P - 8 * t5 * t1P * t1 * t2P * t23P
* t4P * t4 - 4 * t5 * t1P * t1 * t2P * t24P * t4P * t4 + 2 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t7 * t1 - 4 * t5 * t1P * t2P
* k * k * t2 * t4P * t4 + 2 * t5 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t1 - 2 * t6 * t6 * t23kP * (t3 * t3) * (t2 * t2) * t1 - 4 * t5 * t1P
* t1 * t2P * t24P * t7 * t3P * t3 + 4 * t5 * t5 * t1P * t1 * t2P * t24P * t4P * (t3 * t3) * t4 - 4 * t5 * t1P * t1 * t2P * t24P
* t4P - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P + 6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * (t2 * t2) * t4P * t4 - 12 * t6 * t22kP
* (t1 * t1) * t3 * k * (t2 * t2) * t4P * t7 * t4 + 6 * t6 * t22kP * k * (t2 * t2) * t5 * t1P + 12 * t6 * t22kP * k * (t2 * t2) * t4P * t3 - 36
* t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P * t1 - 4 * t5 * t1P * t24P * t2P * t7 * t3P * (t4 * t4) - 4 * t5 * t1P * t24P * t2P
* t7 * t3P * (t4 * t4) * t3 - 6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * k * (t2 * t2) * t4P * t5 * t4 + 12 * t6 * t22kP * (t1 * t1) * t3 * k * (t2
* t2) * t4P - 8 * t4P * t6 * t6 * t22kP * k * t2 - 16 * t4P * t6 * t6 * t22kP * k * t2 * t1 + 6 * t6 * t22kP * (t4 * t4) * k * (t2 * t2) * t5
* t1P + 6 * t6 * t22kP * t23P * t3 * t4P * t7 * t4 - 4 * t7 * t3P * t2P * k * k * t2 * t4P + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P
* (t1 * t1) + 4 * t7 * t3P * t2P * k * k * t2 * t4P * t5 * (t1 * t1) - 4 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) * t4 - 2 * t4P * t5
* t2P * k * t7 * t3P * (t1 * t1) * t3 - 2 * t4P * t5 * t5 * t2P * k * t1P * (t3 * t3) * t1 - 12 * t4P * t5 * t2P * k * t7 * t3P * t2 * t3 - 2
* t4P * t5 * t5 * t2P * k * t1P * t1 - 2 * t4P * t5 * t2P * k * t7 * t3P * (t1 * t1) - 12 * t4P * t7 * t2P * k * t5 * t1P * t2 * t4
* t1 - 24 * t4P * t7 * t2P * k * t5 * t1P * t2 * t3 * t1 - 12 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * (t2 * t2) * t3 - 16 * t4P * t5 * t6
* t22kP * k * (t1 * t1) * t2 * t3 - 2 * t7 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P + 3 * t6 * t22kP * (t1 * t1) * t23P * t4P * t7
+ 3 * t6 * t6 * t22kP * (t1 * t1) * t23P * t4P - 4 * t4P * t2P * (t2 * t2) * t5 * t1P * (t3 * t3) - 4 * t4P * t2P * (t2 * t2) * t5
* t1P - 8 * t4P * t2P * (t2 * t2) * t5 * t1P * t3 + 6 * t6 * t22kP * t1 * (t3 * t3) * k * (t2 * t2) * t5 * t1P + 24 * t6 * t22kP * t1
* t3 * k * (t2 * t2) * t5 * t1P * t4 - 18 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * t7 * (t2 * t2) - 2 * t7 * t3P * t2P * k * k * (t2
* t2) * t5 * t1P * (t4 * t4) - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t3 * (t4 * t4) + 12 * t4P * t3 * t4 * t2P * k * t2 * t7 * t3P - 36
* t4P * t5 * t5 * t4 * t2P * k * t1P * t3 * (t2 * t2) + 8 * t5 * t1P * t3 * t2P * k * k * t4P * t7 * t1 * t2 - 4 * t5 * t1P * (t3 * t3) * t2P
* k * k * t4P * t1 * t2 - 2 * t4P * t5 * t2P * k * t7 * t3P * t4 * t3 + 24 * t5 * t1P * t1 * t3 * t4 * t2P * k * t7 * t3P * t2 + 2 * t5 * t1P
* t1 * t3 * (t4 * t4) * t2P * k * t7 * t3P - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t6 - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P
* t6 * t3 + 16 * t5 * t1P * t23P * t6 * t2P * t4P * t3 * t4 + 4 * t5 * t1P * t24P * t6 * t2P * t4P * t4 + 6 * t6 * t6 * t22kP * t23P
* t3 * t4P * t4 + 8 * t4P * t5 * t24P * t4 * t2P * t7 * t3P * t1 + 3 * t4P * t6 * t6 * t22kP * (t1 * t1) * (t3 * t3) * (t2 * t2) + 6 * t6
* t22kP * t23P * t3 * t4P * t5 * t4 + 2 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P * t7 * t1 + 4 * t5 * t1P * (t3 * t3) * t4 * t2P
* k * k * t4P * t7 * t1 * t2 + 4 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t7 * (t2 * t2) + 4 * t5 * t5 * t1P * (t3 * t3) * t4 * t2P * k * k * t4P
* t1 * t2 + 8 * t5 * t5 * t1P * t3 * t4 * t2P * k * k * t4P * t1 * t2 - 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * t4 + 16 * t4P * t7 * t3
* t2P * t23P * t5 * t1P * t1 - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t3 - 8 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t4 - 8 * t7
* t3P * t2P * k * k * t2 * t4P * t1 * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t3 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t5
* t1P * (t4 * t4) * t1 - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P * t3 * (t4 * t4) * t1 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1
* t1) * t4 - 6 * t6 * t22kP * t23P * t3 * t5 * t1P * (t4 * t4) - 16 * t6 * t22kP * t3 * k * t2 * t4P * t7 - 2 * t7 * t3P * (t1 * t1) * t4
* t2P * k * t4P * t5 - 4 * t7 * t7 * t3P * t1 * t4 * t2P * k * t4P * t3 + 3 * t6 * t22kP * (t1 * t1) * t23P * t4P * t5 - 4 * t7 * t3P
* t1 * t4 * t2P * k * t4P * t5 * t3 - 12 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P * t3 + 2 * t6 * t6 * t23kP * k * t2 * (t3 * t3) + 8 * t4P
* t7 * t7 * t3 * t2P * t23P * t3P * t4 - 8 * t4P * t7 * t2P * k * t5 * t1P * t23P * t4 * t1 - 16 * t4P * t7 * t2P * k * t5 * t1P
* t23P * t3 * t1 - 8 * t5 * t1P * t24P * t2P * t7 * t3P * t4 * t3 + 6 * t5 * t1P * t6 * t22kP * k * (t3 * t3) * (t4 * t4) * (t2 * t2) - 12
* t6 * t22kP * t1 * k * (t2 * t2) * t4P * t5 * t4 + 6 * t6 * t22kP * t1 * k * (t2 * t2) * t5 * t1P * (t4 * t4) + 12 * t6 * t22kP * t1 * k * (t2
* t2) * t7 * t3P * (t4 * t4) + 6 * t6 * t22kP * (t1 * t1) * k * (t2 * t2) * t4P * t4 + 12 * t4P * t2P * k * t5 * t1P * t2 + 2 * t4P * t2P
* k * t5 * t1P + 2 * t4P * t2P * k * t7 * t3P + 2 * t4P * t2P * k * t5 * t1P * t4 + 8 * t6 * t22kP * t3 * k * t2 * t7 * t3P - 2 * t4P
* t7 * t2P * k * t5 * t1P - 3 * t5 * t1P * t6 * t22kP * (t2 * t2) + 4 * t4P * t2P * k * t7 * t3P * t1 - 8 * t6 * t22kP * (t3 * t3) * k
* t2 * t4P * t7 - 8 * t6 * t22kP * (t3 * t3) * k * t2 * t4P * t5 - 0.32e2 * t6 * t6 * t22kP * t3 * k * t2 * t4P * t1 - 16 * t6 * t6 * t22kP
* t3 * k * t2 * t4P * (t1 * t1) + 2 * t6 * t22kP * t1 * k * t5 * t1P + 4 * t6 * t22kP * t1 * k * t7 * t3P + 2 * t6 * t22kP * (t1 * t1) * k * t7
* t3P + 2 * t6 * t22kP * (t1 * t1) * k * t4P - 2 * t6 * t22kP * (t1 * t1) * k * t4P * t7 - 2 * t6 * t6 * t22kP * (t1 * t1) * k * t4P - 2
* t6 * t22kP * (t1 * t1) * k * t4P * t5 + 4 * t6 * t22kP * t1 * k * t4P + 3 * t6 * t22kP * t23P * t4P * t7 * t4 + 3 * t6 * t22kP * t23P
* t4P * t5 * t4 + 3 * t6 * t6 * t22kP * t23P * t4P * t4 - 3 * t6 * t22kP * t23P * t5 * t1P * (t4 * t4) + 8 * t5 * t5 * t1P * t1 * t2P
* t24P * t4P * t3 * t4 - 4 * t5 * t1P * t1 * t2P * t24P * t7 * t3P * (t4 * t4) * t3 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P + 8
* t7 * t7 * t3P * t2P * k * k * t2 * t4P * t1 * t4 + 2 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t4 + 2 * t7 * t3P * t2P * k * k * (t2
* t2) * t4P * t5 * t4 + 6 * t6 * t22kP * t23P * t3 * t4P * t5 * (t1 * t1) * t4 - 2 * t5 * t1P * t2P * k * k * (t2 * t2) * t4P * t1 - 4 * t5
* t1P * t2P * k * k * t2 * t4P * t1 + 4 * t5 * t1P * t2P * k * k * t2 * t4P * t7 * t1 + 4 * t5 * t5 * t1P * t2P * k * k * t2 * t4P * t1
+ 36 * t7 * t3P * t3 * t4 * t2P * k * t5 * t1P * (t2 * t2) + 8 * t6 * t6 * t23kP * k * t1 * t2 * t3 - 4 * t5 * t1P * t1 * t2P * t24P * t7
* t3P - 8 * t5 * t1P * t1 * t2P * t24P * t4P * t3 + 6 * t6 * t22kP * (t3 * t3) * t4 * t23P * t4P * t5 * t1 + 2 * t4P * t7 * t4 * t22kP
* k * k * t2 * t6 * t1 + 6 * t6 * t6 * t22kP * t23P * t3 * t4P + 8 * t4P * t2P * (t2 * t2) * t5 * t3 * t7 * t3P * t1 + 4 * t7 * t3P * t6 * t2P
* k * k * t2 * t4P * t4 - 6 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * (t2 * t2) + 18 * t4P * (t1 * t1) * t3 * t4 * t2P * k * (t2 * t2) * t7 * t3P
+ 3 * t4P * t6 * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) + 6 * t6 * t22kP * t23P * t3 * t4P * t5 - 6 * t7 * t3P * t6 * t22kP * t1 * t3
* (t4 * t4) * (t2 * t2) + 16 * t4P * t1 * t3 * t4 * t2P * k * t23P * t7 * t3P + 16 * t5 * t1P * t4 * t2P * k * t23P * t7 * t3P - 2 * t4P
* t7 * (t3 * t3) * t4 * t2P * k * t5 * t1P - 18 * t4P * t5 * (t1 * t1) * t2P * k * (t2 * t2) * t7 * t3P * t3 - t6 * t6 * t23kP * (t1 * t1)
* (t4 * t4) * (t2 * t2) - 4 * t6 * t6 * t23kP * (t1 * t1) * t4 * (t2 * t2) * t3 - 2 * t6 * t22kP * (t1 * t1) * t4 * k * t4P * t7 + 4 * (t2 * t2) * t7
* t7 * t3P * t2P * t4P - 2 * t7 * t3P * t3 * t4 * t2P * k * k * t4P - 2 * t7 * t3P * t3 * t2P * k * t4P * t6 * (t1 * t1) + 8 * t7 * t7
* t3P * t2P * k * k * t2 * t4P * t1 * t3 + 4 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 * t3 - 4 * t4P * t1 * t2P * k * k * t7 * t3P
* t4 - 18 * t4P * t5 * t2P * k * t7 * t3P * (t2 * t2) * t3 + 36 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * (t2 * t2) + 16 * t5 * t1P * t1
* t3 * t4 * t2P * k * t4P * t23P + 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P - 16 * t4P * t5 * t6 * t22kP * k * t4 * t2 * t1 - 16 * t4P
* t5 * t6 * t22kP * k * t4 * t2 * t3 + 2 * t4P * (t1 * t1) * t6 * t2P * k * k * t7 * t3P * t3 - 18 * t5 * t1P * (t3 * t3) * t2P * k * (t2 * t2)
* t4P * t6 - 12 * t4P * t7 * t2P * k * t5 * t1P * t2 * t1 - 24 * t4P * t7 * t2P * k * t5 * t1P * t2 * t3 * t4 - 4 * t4P * (t1 * t1) * t4
* t2P * t24P * t7 * t3P - 18 * t5 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * (t2 * t2) - 2 * t6 * t6 * t23kP * (t1 * t1) * (t4
* t4) * (t2 * t2) * t3 + 8 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P * t1 + 2 * t6 * t22kP * t1 * (t4 * t4) * k * t5 * t1P + 8 * t4P * t7
* (t3 * t3) * t2P * t23P * t5 * t1P * t4 + 4 * t4P * t7 * (t3 * t3) * t2P * t24P * t5 * t1P * t1 + 8 * t4P * t7 * t3 * t2P * t24P
* t5 * t1P * t4 * t1 + 2 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t7 * t1 * (t2 * t2) - 12 * t4P * t7 * t7 * t3 * t4 * t2P * k * t3P * t2 - 3
* t6 * t22kP * t23P * (t3 * t3) * t4P * (t1 * t1) * t4 - 12 * t4P * t5 * t5 * t2P * k * t1P * t2 - 2 * t4P * t5 * t5 * t2P * k * t1P - 2
* t4P * t5 * t2P * k * t7 * t3P - 4 * t4P * t5 * t5 * t2P * k * t1P * t3 - 2 * t4P * t5 * t5 * t2P * k * t1P * t4 - 4 * t4P * t5 * t2P
* k * t7 * t3P * t1 - 12 * t4P * t5 * t2P * k * t7 * t3P * t2 - 2 * t4P * t5 * t2P * k * t7 * t3P * t4 + 2 * t7 * t3P * t6 * t2P * k * k
* (t2 * t2) * t4P * (t1 * t1) - 8 * t24P * t3 * t4P * t2P * t7 * t3P * t1 - 16 * t4P * t7 * t6 * t22kP * k * t2 * t1 + 2 * t4P * t5
* t3 * t4 * t2P * k * k * t7 * t3P - 6 * t6 * t22kP * t23P * t3 * t5 * t1P - t42kP * (t1 * t1) * t6 * t6 * t2P * k * k * (t3 * t3) - 4 * (t2
* t2) * t3 * t4P * t2P * t7 * t3P - 8 * t23P * t3 * t4P * t2P * t7 * t3P + 12 * t7 * t3P * t6 * t22kP * k * t3 * (t4 * t4) * (t2
* t2) * t1 + 4 * t4P * t5 * t5 * t2P * (t2 * t2) * t1P * (t3 * t3) + 6 * t4P * t6 * t6 * t22kP * t1 * t4 * (t2 * t2) + 12 * t5 * t1P * t1
* (t3 * t3) * t4 * t2P * k * t4P * t2 + 4 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t1 + 12 * t5 * t1P * t6 * t22kP * k * (t3 * t3)
* t4 * (t2 * t2) - 8 * (t2 * t2) * t3 * t4P * t2P * t7 * t3P * t1 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t3 * t4 + 4 * t7
* t3P * t2P * k * k * t2 * t4P * t5 * t4 - 4 * t7 * t3P * t2P * k * k * t2 * t4P * t3 * t4 - 4 * t7 * t3P * t2P * k * k * t2 * t5 * t1P
* (t4 * t4) - 4 * t6 * t6 * t23kP * t3 * t4 * (t2 * t2) - 2 * t6 * t6 * t23kP * t3 * (t4 * t4) * (t2 * t2) - 4 * t6 * t6 * t23kP * t3 * (t4 * t4)
* (t2 * t2) * t1 - 8 * t7 * t3P * t2P * k * k * t2 * t4P * t1 * t4 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) * t4 + 4 * t5 * t5 * t1P
* t24P * t2P * t4P * (t3 * t3) * t4 - 8 * t5 * t1P * t23P * t2P * t4P * t4 + 12 * t4P * t5 * t6 * t22kP * (t2 * t2) * t1 * t3
+ 12 * t4P * t5 * t6 * t22kP * t23P * t1 * t3 - 8 * t7 * t7 * t3P * t2P * k * t23P * t4P + 4 * t6 * t6 * t23kP * k * t1 * t2 * (t3 * t3)
+ 2 * t6 * t6 * t23kP * k * (t1 * t1) * t2 * (t3 * t3) + 8 * t6 * t6 * t23kP * k * t1 * t2 * (t3 * t3) * t4 + 4 * t6 * t6 * t23kP * k * (t1 * t1) * t2
* (t3 * t3) * t4 - 8 * t5 * t1P * t1 * t2P * t23P * t7 * t3P * t3 - 8 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * t4 * t3 - 4 * t7 * t3P
* t3 * t2P * k * t4P * t6 * t1 + 4 * t4P * t7 * t4 * t2P * (t2 * t2) * t5 * t1P - 2 * t4P * t7 * t7 * (t1 * t1) * t2P * k * t3P * t3 - 18
* t7 * t7 * t3P * t2P * k * (t2 * t2) * t4P * (t1 * t1) + 16 * t5 * t1P * t3 * t2P * k * t23P * t4P + 24 * t5 * t1P * t3 * t2P * k
* t2 * t4P - 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * (t3 * t3) - 3 * t6 * t22kP * t23P * t3 * t7 * t3P + 2 * t6 * t22kP * (t1
* t1) * (t4 * t4) * k * t7 * t3P - 12 * t6 * t22kP * t3 * k * (t2 * t2) * t4P * t7 * t4 + 8 * t4P * t7 * t7 * t3 * t2P * t24P * t3P * t1
* t4 + 16 * t4P * t7 * t3 * t2P * t23P * t5 * t1P * t4 + 8 * t4P * t7 * t3 * t2P * t24P * t5 * t1P * t1 - 4 * t5 * t1P * t1 * t2P
* (t2 * t2) * t7 * t3P * t3 + 8 * t6 * t22kP * k * t2 * t5 * t1P + 2 * t4P * t3 * t4 * t6 * t2P * k * k * t7 * t3P + 36 * t7 * t3P * t1 * t4
* t2P * k * t4P * (t2 * t2) - 6 * t6 * t22kP * t23P * t3 * t4P - 8 * t4P * t7 * t7 * t3 * t4 * t2P * k * t3P * t23P - 6 * t6 * t22kP
* t4 * (t2 * t2) * t5 * t1P - 3 * t6 * t22kP * (t4 * t4) * (t2 * t2) * t5 * t1P - 3 * t6 * t22kP * (t4 * t4) * (t2 * t2) * t7 * t3P + 6 * t6
* t22kP * (t4 * t4) * k * (t2 * t2) * t7 * t3P + 6 * t6 * t22kP * t1 * t23P * t4P * t7 * t4 + 6 * t6 * t22kP * t3 * (t2 * t2) * t4P
* t7 + 6 * t6 * t6 * t22kP * t3 * (t2 * t2) * t4P - 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t4P * (t1 * t1) * t4 - 36 * t5 * t1P * t1 * t3
* t4 * t6 * t2P * k * t4P * (t2 * t2) - 16 * t5 * t1P * t1 * t3 * t4 * t6 * t2P * k * t4P * t23P + 2 * t4P * t2P * k * t5 * t1P * t4
* t1 + 8 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * t1 * t4 - 8 * t6 * t22kP * t1 * t3 * k * t4P * t5 * t4 - 8 * t6 * t6 * t22kP * t1 * t3 * k
* t4P * t4 - 8 * t6 * t22kP * t1 * t3 * k * t4P * t7 * t4 + 4 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t4 + 4 * t6 * t22kP * t1 * t3 * k * t7
* t3P * (t4 * t4) + 4 * t6 * t22kP * t1 * t3 * k * t5 * t1P * (t4 * t4) + 4 * t6 * t22kP * t1 * (t3 * t3) * k * t4P * t4 - 12 * t7 * t3P * t6
* t22kP * t1 * t4 * t23P + 4 * t4P * (t1 * t1) * t4 * t6 * t2P * t24P * t7 * t3P - 12 * t5 * t1P * t2P * k * t2 * t4P * t7 - 4 * t5
* t1P * t3 * t2P * k * k * t4P - 12 * t7 * t7 * t3P * t2P * k * t2 * t4P * t3 - 4 * t6 * t22kP * t3 * k * t4P * t7 - 4 * t6 * t6 * t22kP
* t3 * k * t4P - 4 * t6 * t22kP * t3 * k * t4P * t5 - 36 * t4P * t5 * t1 * t2P * k * (t2 * t2) * t7 * t3P * t3 + 4 * (t2 * t2) * t7 * t7 * t3P
* t2P * t4P * t3 + 36 * t4P * t1 * t3 * t2P * k * t7 * t3P * (t2 * t2) + 8 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * t1 + 4 * t6 * t22kP
* t1 * (t3 * t3) * k * t5 * t1P * t4 + 3 * t6 * t6 * t22kP * t4 * (t2 * t2) * t4P + 3 * t6 * t22kP * t4 * (t2 * t2) * t4P * t5 - 4 * t5 * t1P
* t3 * t2P * k * k * t4P * (t2 * t2) - 8 * t4P * t6 * t2P * k * t23P * t5 * t1P - 8 * t4P * t6 * t2P * k * t23P * t7 * t3P + 18
* t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * (t2 * t2) + 8 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t23P - 4 * t6 * t22kP * t1
* t4 * k * t4P * t5 - 36 * t5 * t5 * t1P * t1 * t3 * t2P * k * (t2 * t2) * t4P + 8 * t4P * t1 * t4 * t6 * t2P * (t2 * t2) * t7 * t3P * t3 - 6
* t7 * t3P * t6 * t22kP * (t1 * t1) * t4 * (t2 * t2) + 4 * t4P * t4 * t6 * t2P * (t2 * t2) * t5 * t1P + 8 * t4P * t4 * t6 * t2P * (t2
* t2) * t5 * t1P * t3 - 2 * t5 * t1P * (t3 * t3) * t2P * k * t4P * t7 - 2 * t7 * t3P * t3 * t2P * k * k * t4P * (t1 * t1) - 6 * t6 * t22kP
* k * (t2 * t2) * t4P * t7 * (t3 * t3) + 8 * t4P * t3 * t2P * k * t7 * t3P * t23P - 6 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * t4 * (t2
* t2) - 12 * t4P * t5 * t6 * t22kP * k * (t1 * t1) * t4 * (t2 * t2) * t3 + 4 * t6 * t22kP * (t1 * t1) * t4 * k * t7 * t3P + 8 * t7 * t3P * t1
* (t4 * t4) * t2P * k * t5 * t1P * t23P + 4 * t7 * t3P * t4 * t2P * k * t5 * t1P - 16 * t4P * t5 * t1 * t2P * k * t23P * t7 * t3P
* t3 + 12 * t7 * t3P * t2P * k * t2 * t4P * (t1 * t1) + 2 * t7 * t3P * t6 * t2P * k * k * (t2 * t2) * t4P * t4 - 18 * t7 * t7 * t3P * t2P
* k * (t2 * t2) * t4P * t3 + 4 * t4P * t7 * t2P * (t2 * t2) * t5 * t1P - 3 * t7 * t3P * t6 * t22kP * (t1 * t1) * (t2 * t2) - 3 * t6 * t22kP
* (t1 * t1) * (t2 * t2) * t7 * t3P * (t4 * t4) - 8 * t4P * t7 * t6 * t22kP * k * (t1 * t1) * t4 * t2 + 12 * t6 * t22kP * t1 * k * (t2 * t2) * t7
* t3P + 3 * t6 * t22kP * t23P * (t3 * t3) * t4P * t7 * t4 + 2 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t3 - 4 * t7 * t3P * t2P
* k * k * t2 * t4P * t4 + 12 * t6 * t22kP * t23P * t3 * t4P * t5 * t1 * t4 + 8 * t7 * t3P * t6 * t22kP * k * (t1 * t1) * t3 * t2 + 2 * t7 * t3P
* t2P * k * k * (t2 * t2) * t4P * t5 * (t1 * t1) * t4 + 4 * t7 * t7 * t3P * t2P * k * k * t2 * t4P * (t1 * t1) * t3 * t4 - 8 * t7 * t3P * t2P
* k * k * t2 * t5 * t1P * t4 * t1 + 4 * t4P * t5 * t5 * (t3 * t3) * t4 * t2P * (t2 * t2) * t1P - 2 * t4P * t1 * t2P * k * k * t5 * t1P * t4
+ 4 * t24P * t3 * (t1 * t1) * t2P * t4P * t7 * t7 * t3P - 8 * t6 * t22kP * (t3 * t3) * k * t4P * t5 * t2 * t4 + 24 * t7 * t3P * t3 * t4
* t2P * k * t5 * t1P * t2 + 8 * t6 * t22kP * k * t2 * t7 * t3P + 16 * t6 * t22kP * k * t2 * t7 * t3P * t1 + 6 * t6 * t22kP * k * (t2 * t2)
* t7 * t3P - 6 * t6 * t22kP * t1 * t23P * t4P - 6 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t5 * t1P * t4 * t1 - 8 * t6 * t22kP * t1 * t3
* k * t4P * t7 - 8 * t6 * t6 * t22kP * t1 * t3 * k * t4P - 8 * t6 * t22kP * t1 * t3 * k * t4P * t5 + 18 * t5 * t1P * t1 * t3 * (t4 * t4) * t2P
* k * t7 * t3P * (t2 * t2) - 12 * t6 * t22kP * k * (t2 * t2) * t4P * t7 * t1 * (t3 * t3) + 4 * t5 * t5 * t1P * t3 * t2P * k * k * t4P * t1 * (t2
* t2) + 2 * t7 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * (t1 * t1) * t3 - 4 * t4P * t4 * t2P * (t2 * t2) * t5 * t1P - 8 * t4P * t4 * t2P
* (t2 * t2) * t5 * t1P * t3 + 3 * t6 * t22kP * (t1 * t1) * (t3 * t3) * t23P * t4P * t5 + 6 * t6 * t22kP * (t1 * t1) * t3 * t23P * t4P
* t5 + 6 * t6 * t22kP * t1 * (t3 * t3) * t23P * t4P * t5 + 3 * t6 * t22kP * (t1 * t1) * (t3 * t3) * (t2 * t2) * t4P * t5 + 6 * t6 * t22kP
* (t1 * t1) * t3 * k * (t2 * t2) * t7 * t3P * (t4 * t4) + 2 * t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P * (t4 * t4) + 4 * t4P * t2P * t24P
* t5 * t3 * t7 * t3P + 4 * t6 * t6 * t23kP * k * t4 * t2 + 6 * t4P * t6 * t6 * t22kP * (t2 * t2) * t1 - 4 * t5 * t1P * t3 * t2P * k * t4P
* t7 - 3 * t6 * t22kP * t4 * (t2 * t2) * t4P - 4 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t7 - 4 * t6 * t6 * t22kP * (t1 * t1) * t3 * k * t4P - 4
* t6 * t6 * t22kP * t1 * (t3 * t3) * k * t4P - 4 * t6 * t22kP * t1 * (t3 * t3) * k * t4P * t5 - 4 * t6 * t22kP * (t1 * t1) * t3 * k * t4P
* t5 - 4 * t6 * t22kP * t1 * (t3 * t3) * k * t4P * t7 - 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t4 + 4 * t7 * t7 * t3P * t3 * t4 * t2P * (t2
* t2) * t4P * (t1 * t1) + 2 * t4P * (t1 * t1) * t6 * t2P * k * k * t7 * t3P + 4 * t4P * t1 * t6 * t2P * k * k * t7 * t3P * t4 + 2 * t5 * t1P
* (t3 * t3) * t4 * t6 * t2P * k * k * t4P * (t2 * t2) + 4 * t5 * t1P * t3 * t4 * t6 * t2P * k * k * t4P * t1 * (t2 * t2) + 2 * t5 * t1P * (t3
* t3) * t2P * k * k * t4P * t7 * t1 + 2 * t5 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * (t2 * t2) + 2 * t5 * t1P * (t3 * t3) * t2P * k * k
* t4P * t6 * (t2 * t2) + 8 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t5 * t1 + 4 * t4P * (t1 * t1) * t4 * t6 * t2P * (t2 * t2) * t7 * t3P
* t3 + 2 * t5 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * t1 + 4 * t5 * t5 * t1P * t3 * t2P * k * k * t4P * (t2 * t2) + 4 * t5 * t5 * t1P * (t3
* t3) * t2P * k * k * t4P * t2 + 4 * t5 * t1P * t3 * t2P * k * k * t4P * t6 * (t2 * t2) + 12 * t5 * t1P * t3 * t2P * k * t2 * t7 * t3P - 36
* t5 * t1P * t3 * t2P * k * (t2 * t2) * t4P * t6 + 4 * t5 * t1P * t3 * t2P * k * k * t4P * t7 * (t2 * t2) + 4 * t7 * t3P * t3 * t4 * t2P
* (t2 * t2) * t4P * t5 * (t1 * t1) + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * (t1 * t1) * t4 - 8 * t4P * t5 * t5 * t4 * t2P * k * t23P
* t1P + 4 * t7 * t3P * t24P * t3 * t6 * t2P * t4P * (t1 * t1) * t4 + 4 * t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P * t4 - 4 * t5 * t1P
* t2P * k * k * t4P * t2 + 4 * t5 * t1P * t2P * k * k * t4P * t7 * t2 - 16 * t23P * t3 * t4P * t2P * t7 * t3P * t1 - 24 * t7 * t3P
* t6 * t2P * k * t2 * t4P * t1 * t4 - 12 * t5 * t5 * t1P * t1 * (t3 * t3) * t2P * k * t2 * t4P + 4 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P
* t4 + 8 * t4P * t2P * t23P * t5 * t3 * t7 * t3P * (t1 * t1) - 16 * t4P * t5 * t1 * t2P * k * t23P * t7 * t3P + 8 * t4P * t5 * t23P
* t4 * t2P * t7 * t3P - 2 * t5 * t1P * (t3 * t3) * t2P * k * k * t4P * (t2 * t2) - t42kP * t5 * t5 * t2P * k * k * (t2 * t2) * (t1 * t1)
+ 18 * t42kP * t5 * t5 * t2P * k * t3 * (t2 * t2) - 4 * t23P * t7 * t7 * t32kP * t2P * (t1 * t1) - 16 * t42kP * t5 * t3 * t2P * k * k
* t2 * t7 * t1 + 2 * t42kP * t5 * t2P * k * k * (t2 * t2) - 4 * t5 * t5 * t12kP * t2P * (t2 * t2) * t3 + 36 * t42kP * t7 * t2P * k * t5 * (t1
* t1) * (t2 * t2) * t3 - 8 * t24P * t3 * t1 * t2P * t42kP * t7 * t7 - t5 * t1P * t6 * t22kP * k * k * t2 * t1 - t42kP * t5 * t5 * (t1 * t1)
* t2P * k * k - 8 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t6 * t1 - 2 * t5 * t5 * t12kP * t24P * t2P * (t3 * t3) * (t4 * t4) - 4 * t42kP
* t2P * t24P * t5 * t5 * t3 + 16 * t42kP * t1 * t6 * t6 * t2P * k * t23P * t3 + 16 * t42kP * t1 * t6 * t2P * k * t23P * t5 + 8 * (t2
* t2) * t3 * t42kP * t2P * t6 * (t1 * t1) - 4 * t42kP * t7 * (t1 * t1) * t2P * k * k * t6 * t2 - 4 * t42kP * t1 * t6 * t6 * t2P * k * k * t3
* (t2 * t2) + 16 * t23P * t42kP * t2P * t6 * t1 + 6 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * t2 + 18 * t42kP * t5 * t2P * k * t7 * (t3
* t3) * (t2 * t2) - t7 * t7 * t32kP * t2P * k * k * (t2 * t2) * (t1 * t1) * (t4 * t4) + t5 * t5 * t12kP * (t3 * t3) * t2P * k - 4 * t42kP
* t5 * t2P * k * k * t2 * t6 + 2 * t42kP * (t1 * t1) * t6 * t2P * k * k * (t3 * t3) * (t2 * t2) + 8 * t42kP * t5 * t3 * t2P * k * k * t2 * (t1 * t1) - 2
* t5 * t5 * t12kP * t4 * t2P * k * k + 16 * t23P * t3 * t42kP * t2P * t7 * (t1 * t1) - 24 * t42kP * t3 * t2P * k * t5 * t2 + 8 * (t2 * t2)
* t3 * t42kP * t2P * t7 * (t1 * t1) + t4P * t7 * (t1 * t1) * (t3 * t3) * t22kP * k * k * t6 * t2 + 4 * t4P * t7 * t1 * t3 * t4 * t22kP * k
* k * t6 * t2 + 4 * t7 * t7 * t32kP * (t1 * t1) * (t4 * t4) * t2P * k * t23P + 2 * t6 * t6 * t23kP * t3 * k * (t4 * t4) + 18 * t42kP * t1 * (t3
* t3) * t2P * k * (t2 * t2) - 2 * t42kP * (t3 * t3) * t6 * t6 * t2P * k * k * t2 + 8 * t7 * t7 * t32kP * (t1 * t1) * t4 * t2P * k * t23P + 18
* t7 * t7 * t32kP * t2P * k * (t2 * t2) * t4 + 8 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2) * t1 + 0.9e1 * t42kP * t7 * t7 * t2P * k * (t2
* t2) + t4P * t5 * t22kP * k * k * t2 * t6 - 8 * (t2 * t2) * t7 * t7 * t32kP * t2P * t1 * t4 - 8 * t42kP * t1 * t3 * t2P * k * t6 - 2 * t42kP
* t5 * t5 * (t3 * t3) * t2P * k * k * t2 + 18 * t42kP * t6 * t2P * k * (t2 * t2) * t7 * (t3 * t3) + 24 * t42kP * t7 * t2P * k * t5 * t1 * t2 * (t3
* t3) + 2 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * (t2 * t2) + 8 * (t2 * t2) * (t3 * t3) * t42kP * t2P * t6 * t1 - 8 * t42kP * (t1
* t1) * t6 * t2P * k * t23P * (t3 * t3) + 8 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t1 - 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * (t1
* t1) - 8 * t42kP * t3 * t6 * t2P * k * k * t7 * t2 - 4 * t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) * t6 * (t1 * t1) - 8 * t42kP * t5 * t1 * t2P
* k * k * t6 * t3 + 4 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * t23P + 4 * t6 * t6 * t23kP * t1 * t4 * k + 8 * t42kP * t3 * t6 * t2P * k * k
* t2 - t7 * t3P * t22kP * k * k * t6 - 4 * t23P * (t3 * t3) * (t1 * t1) * t2P * t42kP * t7 * t7 - t4P * (t3 * t3) * t4 * t22kP * k * k
* t2 * t6 + 8 * t42kP * t7 * t7 * t2P * k * t23P * t3 - t4P * (t1 * t1) * t22kP * k * k * t6 * t2 + 0.9e1 * t5 * t5 * t12kP * t2P * k
* (t2 * t2) + 2 * t4P * t5 * (t1 * t1) * t22kP * k * k * t6 * t3 - 2 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * k * t2 - 2 * t5 * t1P * t4 * t6 * t22kP
* k * k - 8 * t23P * t7 * t7 * t32kP * t2P * t1 * (t4 * t4) + 4 * t6 * t6 * t23kP * t1 * (t3 * t3) * k * t4 - 2 * t7 * t3P * t3 * (t4 * t4) * t22kP
* k * k * t6 * t1 - 4 * t24P * t3 * (t1 * t1) * t2P * t42kP * t7 * t7 + 8 * t42kP * t6 * t2P * k * t23P * t7 * (t3 * t3) + 2 * t4P * t5
* t1 * t22kP * k * k * t6 * t4 + 12 * t42kP * t7 * t7 * t2P * k * t1 * t2 * (t3 * t3) + 4 * t24P * t42kP * t2P * t5 * (t1 * t1) - 2 * t24P
* (t1 * t1) * t2P * t42kP * t7 * t7 - 2 * t5 * t5 * t12kP * t3 * t2P * k * k * (t2 * t2) + t4P * t7 * (t1 * t1) * (t3 * t3) * t4 * t22kP
* k * k * t6 * t2 + 6 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t2 * (t3 * t3) - 2 * t42kP * (t1 * t1) * t2P * k * k * t3 * (t2 * t2) + 2 * t4P
* t7 * t1 * t22kP * k * k * t6 * t2 + 2 * t42kP * t7 * (t1 * t1) * t2P * k * t5 * (t3 * t3) - 2 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * k * (t2
* t2) * t3 - 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * (t3 * t3) + t42kP * t7 * t7 * (t3 * t3) * t2P * k + 8 * t42kP * t5 * t3 * t2P * k * k
* t2 - 4 * t7 * t7 * t32kP * t2P * k * k * (t2 * t2) * t1 * t4 - t7 * t7 * t32kP * (t4 * t4) * t2P * k * k * (t1 * t1) + 8 * t42kP * t6 * t2P
* k * t23P * t5 + 4 * t42kP * t5 * t2P * k * k * t3 + 4 * t42kP * t1 * t6 * t2P * k * k * (t2 * t2) - 4 * t24P * t1 * t6 * t6 * t2P * t42kP
* (t3 * t3) - 8 * t42kP * t2P * t23P * t5 * t5 * (t3 * t3) * t1 + 16 * t42kP * t1 * t6 * t2P * k * k * t2 * t3 - 8 * t42kP * t2P * t23P
* t5 * t6 + 8 * t24P * t3 * t42kP * t2P * t6 - 4 * t42kP * t5 * t5 * t3 * t2P * k * k * t2 + 6 * t42kP * t6 * t6 * t2P * k * t2 * (t3 * t3)
+ 4 * t42kP * (t3 * t3) * t6 * t2P * k * k * t2 + 2 * t4P * t7 * (t1 * t1) * t3 * t4 * t22kP * k * k * t6 - 4 * t42kP * t5 * t5 * (t3 * t3) * t2P
* k * k * t2 * t1 + 2 * t4P * (t1 * t1) * t6 * t6 * t22kP * k * k * t3 + 12 * t42kP * t1 * t2P * k * t2 - t7 * t3P * t6 * t22kP * k * k * t2 * (t1
* t1) + 4 * t7 * t7 * t32kP * t2P * k * t23P * (t4 * t4) + 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * (t1 * t1) - 2 * t42kP * (t1 * t1) * t6
* t6 * t2P * k * k * (t3 * t3) * t2 - 16 * t42kP * t1 * (t3 * t3) * t2P * k * t5 * t23P - 8 * t23P * t7 * t7 * t32kP * t2P * (t1 * t1)
* t4 + 4 * t42kP * t7 * (t1 * t1) * t3 * t2P * k * k - 8 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * t7 * t1 - 2 * t42kP * t2P * k * t6 - t7
* t7 * t32kP * t2P * k * k - 4 * (t2 * t2) * t3 * t42kP * t2P - 2 * (t2 * t2) * t42kP * t2P * (t1 * t1) + t42kP * (t3 * t3) * t2P
* k - 2 * t42kP * t2P * (t2 * t2) * t5 * t5 + 4 * t24P * t42kP * t2P * t5 - 4 * (t2 * t2) * t42kP * t2P * t1 - 4 * t42kP * t2P
* t23P * t5 * t5 - 2 * t5 * t5 * t12kP * t24P * t2P - 2 * (t2 * t2) * (t3 * t3) * t42kP * t2P + 2 * t42kP * t5 * t5 * t2P * k * t1
+ 2 * t6 * t6 * t23kP * t1 * k - 2 * t24P * t42kP * t7 * t7 * t2P + 16 * t23P * t3 * t42kP * t2P * t7 - 4 * t42kP * t7 * t7 * t1 * t2P
* k * k * t2 - 8 * t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) * t6 * t1 - 4 * (t2 * t2) * (t3 * t3) * (t1 * t1) * t2P * t42kP * t7 * t6 + 6 * t42kP
* t5 * t5 * (t1 * t1) * t2P * k * t2 - 12 * t42kP * t6 * t2P * k * t2 * (t3 * t3) - 2 * t24P * (t1 * t1) * t6 * t6 * t2P * t42kP - 18 * t42kP
* (t1 * t1) * (t3 * t3) * t2P * k * t5 * (t2 * t2) - 16 * t23P * (t3 * t3) * t1 * t2P * t42kP * t7 * t6 - 8 * t23P * t42kP * t6 * t6 * t2P
* t3 - 16 * t42kP * t6 * t2P * k * t23P * t3 - 2 * t42kP * t5 * t2P * k * k * t7 + t4P * (t1 * t1) * t6 * t6 * t22kP * k * k * (t3 * t3)
* t2 - 4 * t7 * t7 * t32kP * t2P * k * k * t2 * t4 + 4 * t42kP * t7 * t1 * t2P * k * k + 2 * t42kP * t7 * (t3 * t3) * t2P * k * k * (t2 * t2) - 2
* t5 * t5 * t12kP * (t3 * t3) * (t4 * t4) * t2P * k * k * t2 + 2 * t42kP * t5 * t2P * k * t7 - 8 * t24P * t3 * t42kP * t7 * t2P * t6 - 2
* t4P * t1 * t6 * t22kP * k * k * t4 * t2 + 4 * t42kP * (t1 * t1) * t6 * t2P * k * k * t3 * (t2 * t2) + 16 * t23P * (t3 * t3) * t42kP * t2P
* t6 * t1 - 2 * t4P * t1 * t22kP * k * k * t6 + 6 * t7 * t7 * t32kP * t2P * k * t2 * (t1 * t1) - 16 * t42kP * t2P * t23P * t5 * t5 * t3
* t1 + 6 * t7 * t7 * t32kP * (t1 * t1) * (t4 * t4) * t2P * k * t2 - 2 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t6 + 8 * t24P * t3
* t42kP * t2P * t6 * (t1 * t1) - 4 * t42kP * t5 * t5 * t1 * t2P * k * k * t3 + 8 * t23P * t42kP * t2P * t7 * (t1 * t1) - 4 * t42kP
* t7 * t1 * t2P * k * k * t6 * (t2 * t2) - 2 * t5 * t1P * (t3 * t3) * t4 * t6 * t22kP * k * k - 16 * t42kP * t2P * t23P * t5 * t3 * t6 - 4 * t42kP
* t2P * (t2 * t2) * t5 * (t3 * t3) * t7 + 8 * t42kP * t1 * t6 * t2P * k * k * t3 * (t2 * t2) + 2 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 * (t1
* t1) + t6 * t6 * t23kP * (t3 * t3) * k * (t4 * t4) + t4P * t7 * t4 * t22kP * k * k * t2 * t6 * (t1 * t1) - 2 * t42kP * (t1 * t1) * t2P * k
* k * t3 - t7 * t3P * t3 * t22kP * k * k * t6 + 12 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t5 * (t3 * t3) - 2 * t42kP * t7 * t7 * t1 * (t3 * t3)
* t2P * k * k + 0.9e1 * t5 * t5 * t12kP * (t4 * t4) * t2P * k * (t2 * t2) - 8 * t23P * t7 * t7 * t32kP * t2P * t4 + 8 * t42kP * (t1
* t1) * t6 * t6 * t2P * k * t23P * t3 - 4 * t23P * (t3 * t3) * t42kP * t2P - 2 * t7 * t7 * t32kP * t4 * t2P * k * k * (t1 * t1) - 4 * t42kP
* t2P * (t2 * t2) * t5 * t5 * t3 * (t1 * t1) - 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t6 - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2)
* t6 * t1 - 4 * t42kP * t3 * t2P * k * t5 + 4 * t24P * t42kP * t2P * t7 * (t1 * t1) - 4 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2) * t7
+ 36 * t42kP * t7 * t2P * k * t5 * t1 * (t2 * t2) * (t3 * t3) - 4 * t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) * t7 * (t1 * t1) - t42kP * (t3
* t3) * t2P * k * k * (t2 * t2) - 4 * t42kP * t7 * t7 * t1 * (t3 * t3) * t2P * k * k * t2 - 2 * t5 * t5 * t12kP * t3 * t2P * k * k + 4 * t42kP
* t3 * t6 * t6 * t2P * k * t1 - 4 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2) * t6 * (t1 * t1) + 0.9e1 * t7 * t7 * t32kP * t2P * k * (t2 * t2) - 8
* t42kP * t2P * t23P * t5 * t7 - 4 * t7 * t7 * t32kP * t2P * k * k * t2 * t1 * (t4 * t4) + 16 * t42kP * t1 * t6 * t2P * k * t23P * t7
* (t3 * t3) + 18 * t5 * t5 * t12kP * t3 * t2P * k * (t2 * t2) * (t4 * t4) - t42kP * t5 * t5 * (t1 * t1) * t2P * k * k * (t3 * t3) - 8 * t23P
* (t3 * t3) * (t1 * t1) * t2P * t42kP * t7 * t6 - 8 * t42kP * t2P * t23P * t5 * t5 * t3 - 36 * t42kP * (t1 * t1) * t3 * t2P * k * t5
* (t2 * t2) + 8 * (t2 * t2) * t3 * t42kP * t2P * t7 - 0.32e2 * t23P * t3 * t1 * t2P * t42kP * t7 * t6 - 4 * t23P * t42kP * t6 * t6
* t2P - 8 * t42kP * t7 * t1 * t2P * k * k * t6 * t2 - 4 * t23P * t7 * t7 * t32kP * t2P * (t4 * t4) + 4 * t42kP * t7 * t1 * (t3 * t3) * t2P
* k * k * (t2 * t2) + 8 * t42kP * t1 * t6 * t2P * k * k * t2 - t5 * t1P * t6 * t22kP * k * k * t2 * t1 * (t4 * t4) + 12 * t42kP * t7 * t2P * k
* t5 * (t1 * t1) * t2 * (t3 * t3) - 8 * (t2 * t2) * t3 * (t1 * t1) * t2P * t42kP * t7 * t6 + 4 * t42kP * t7 * t1 * t2P * k * t6 + 12 * t42kP
* t5 * t5 * t1 * t2P * k * t2 - 16 * t42kP * t5 * t1 * t2P * k * t23P + 2 * t4P * t7 * t1 * (t3 * t3) * t22kP * k * k * t6 * t2 - t7 * t3P
* t6 * t22kP * k * k * t2 * (t1 * t1) * (t4 * t4) + 2 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 - 36 * t42kP * (t1 * t1) * t2P * k * (t2 * t2)
* t7 * t3 + 2 * t42kP * (t3 * t3) * t6 * t2P * k * k + 16 * t24P * t3 * t42kP * t2P * t7 * t1 + 0.9e1 * t42kP * (t1 * t1) * t6 * t6 * t2P
* k * (t2 * t2) * (t3 * t3) - 8 * t42kP * t5 * t2P * k * k * t2 * t6 * t1 - 2 * t4P * t3 * t22kP * k * k * t6 - 12 * t42kP * (t1 * t1) * t6 * t2P
* k * t2 - 4 * t4P * t3 * t4 * t6 * t22kP * k * k * t1 - 2 * t5 * t1P * t3 * (t4 * t4) * t6 * t22kP * k * k - 0.72e2 * t42kP * t1 * t2P * k
* (t2 * t2) * t7 * t3 - 2 * (t2 * t2) * t7 * t7 * t32kP * t2P - 8 * t42kP * t2P * t24P * t5 * t6 * t1 + 4 * t5 * t5 * t12kP * (t3 * t3)
* t2P * k * t23P * (t4 * t4) + 2 * t42kP * t7 * t7 * t1 * t2P * k + t42kP * t5 * t5 * t2P * k * (t3 * t3) + t6 * t6 * t23kP * k - 2 * t42kP
* t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t6 * (t2 * t2) + 18 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t3 * (t2 * t2) - 16 * t42kP * t2P
* t23P * t5 * (t3 * t3) * t7 * t1 - 24 * t42kP * t1 * t6 * t2P * k * t2 - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * (t1 * t1) * t3 * t4 - 16 * t42kP
* t5 * t3 * t2P * k * k * t2 * t6 * t1 - 2 * t42kP * t2P * t24P * t5 * t5 * (t3 * t3) + 4 * t42kP * t5 * t2P * k * t6 * (t1 * t1) * t3 + 36
* t42kP * t5 * t5 * t1 * t2P * k * (t2 * t2) * t3 - t42kP * t7 * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k - 2 * t42kP * t5 * t5 * t2P * k
* k * t2 * (t1 * t1) - 4 * t5 * t5 * t12kP * t4 * t2P * (t2 * t2) * (t3 * t3) + 12 * t42kP * t6 * t6 * t2P * k * t2 * t3 - 8 * t42kP * t2P
* t23P * t5 * (t3 * t3) * t6 * (t1 * t1) - 2 * t42kP * t5 * t5 * t1 * t2P * k * k - 4 * t42kP * t2P * t24P * t5 * (t3 * t3) * t6 + 24 * t7
* t7 * t32kP * t1 * t4 * t2P * k * t2 - 2 * t5 * t1P * t3 * t22kP * k * k * t6 * t1 - 2 * t42kP * t3 * t6 * t6 * t2P * k * k * (t2 * t2) + 8 * t42kP
* t7 * t1 * t3 * t2P * k * k - 4 * t42kP * t2P * (t2 * t2) * t5 * t5 * t1 - 2 * t4P * t3 * t4 * t22kP * k * k * t2 * t6 - t7 * t3P * (t4 * t4)
* t22kP * k * k * t6 * (t1 * t1) + 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * t2 * (t1 * t1) + 16 * t42kP * t2P * t23P * t5 * t3 - 2 * t7
* t3P * t4 * t22kP * k * k * t6 + t4P * (t3 * t3) * t4 * t6 * t6 * t22kP * k * k * (t1 * t1) * t2 + 6 * t5 * t5 * t12kP * (t4 * t4) * t2P
* k * t2 - 8 * t5 * t5 * t12kP * t23P * t2P * t3 * (t4 * t4) - 8 * t42kP * t5 * t3 * t2P * k * k * t2 * t6 * (t1 * t1) - 6 * t5 * t1P * t6 * t22kP
* t1 * (t2 * t2) * t3 - 2 * t4P * t5 * t5 * t2P * k * t1P * (t3 * t3) * t4 - 18 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * (t1 * t1) * (t2
* t2) - 2 * t4P * t3 * t4 * t6 * t2P * k * t7 * t3P + 4 * t4P * t6 * t2P * (t2 * t2) * t5 * t1P * (t3 * t3) - 36 * t5 * t5 * t1P * t3 * t2P
* k * (t2 * t2) * t4P - 12 * t5 * t5 * t1P * (t3 * t3) * t2P * k * t2 * t4P - 12 * t5 * t1P * (t3 * t3) * t2P * k * t2 * t4P * t7 + 2 * t6
* t6 * t23kP * k * (t4 * t4) * t2 - 2 * t4P * t1 * t2P * k * k * t5 * t1P - 4 * t4P * t1 * t2P * k * k * t7 * t3P - 16 * t4P * t5 * t6 * t22kP
* k * t1 * (t3 * t3) * t2 + 4 * t6 * t22kP * t1 * t4 * k * t5 * t1P + 8 * t6 * t22kP * t1 * t4 * k * t7 * t3P - 16 * t4P * t6 * t6 * t22kP * k
* t1 * (t3 * t3) * t4 * t2 - 8 * t4P * t6 * t6 * t22kP * k * (t1 * t1) * (t3 * t3) * t4 * t2 + 18 * t5 * t1P * (t4 * t4) * t2P * k * (t2 * t2) * t7
* t3P - 16 * t4P * t5 * t6 * t22kP * k * t2 * t1 - 16 * t4P * t5 * t6 * t22kP * k * t2 * t3 - 0.32e2 * t4P * t5 * t6 * t22kP * k * t2
* t1 * t3 - 6 * t4P * t5 * t6 * t22kP * k * (t2 * t2) - 12 * t4P * t5 * t6 * t22kP * k * (t2 * t2) * t1 - 12 * t4P * t5 * t6 * t22kP * k * (t2
* t2) * t3 - 24 * t4P * t5 * t6 * t22kP * k * (t2 * t2) * t1 * t3 - 6 * t6 * t6 * t22kP * t4 * k * (t2 * t2) * t4P - 16 * t7 * t3P * t6 * t2P
* k * t23P * t4P * t1 * t3 - 2 * t4P * (t1 * t1) * t2P * k * k * t7 * t3P + 3 * t6 * t22kP * t23P * t4P * t7 - 3 * t6 * t22kP * t23P
* t5 * t1P - 3 * t6 * t22kP * t23P * t7 * t3P - 6 * t4P * t6 * t22kP * (t1 * t1) * (t2 * t2) * t3 - 16 * t4P * t3 * t4 * t6 * t2P
* k * t23P * t5 * t1P - 36 * t4P * t3 * t4 * t6 * t2P * k * (t2 * t2) * t5 * t1P - 18 * t4P * (t3 * t3) * t4 * t6 * t2P * k * (t2 * t2)
* t5 * t1P + 8 * t7 * t3P * t3 * (t4 * t4) * t2P * k * t5 * t1P * t23P + 4 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 * t1 * t3 + 4
* t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 * t1 + 4 * t4P * t7 * t7 * t3 * t2P * t24P * t3P * t4 + 8 * t6 * t22kP * (t4 * t4) * k
* t2 * t7 * t3P + 8 * t6 * t22kP * (t4 * t4) * k * t2 * t5 * t1P + 6 * t4P * t6 * t6 * t22kP * t1 * (t3 * t3) * (t2 * t2) + 12 * t6 * t22kP
* t1 * (t3 * t3) * k * (t2 * t2) * t5 * t1P * t4 + 8 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * t23P + 36 * t5 * t1P * t1 * t3 * t4
* t2P * k * t7 * t3P * (t2 * t2) + 18 * t5 * t1P * t1 * (t3 * t3) * t4 * t2P * k * t4P * (t2 * t2) - 16 * t4P * t1 * t4 * t2P * t23P
* t7 * t3P - 6 * t6 * t22kP * t3 * (t2 * t2) * t5 * t1P - 3 * t6 * t22kP * t3 * (t2 * t2) * t7 * t3P - 3 * t6 * t22kP * (t3 * t3) * (t2
* t2) * t4P - 3 * t6 * t22kP * (t3 * t3) * (t2 * t2) * t5 * t1P - 12 * t6 * t22kP * t3 * (t2 * t2) * t5 * t1P * t4 - 6 * t6 * t22kP * (t3
* t3) * (t2 * t2) * t4P * t1 - 6 * t6 * t22kP * t3 * (t2 * t2) * t7 * t3P * t1 - 6 * t6 * t22kP * t3 * (t2 * t2) * t7 * t3P * t4 - 18 * t4P
* t7 * t2P * k * t5 * t1P * (t2 * t2) * t1 - 18 * t4P * t7 * t2P * k * t5 * t1P * (t3 * t3) * (t2 * t2) * t1 + 12 * t6 * t22kP * (t1 * t1)
* k * (t2 * t2) * t7 * t3P * t4 + 12 * t6 * t22kP * t1 * k * (t2 * t2) * t4P * t4 - 8 * t7 * t7 * t3P * t2P * k * t23P * t4P * (t1 * t1)
* t4 - 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P - 2 * t7 * t3P * (t1 * t1) * t2P * k * t4P * t6 - t6 * t6 * t23kP * (t3 * t3) * (t2
* t2) * (t1 * t1) - 8 * t4P * t5 * (t1 * t1) * t2P * k * t23P * t7 * t3P * t3 + 8 * t4P * t2P * k * t23P * t5 * t1P + 18 * t4P * t2P
* k * (t2 * t2) * t5 * t1P + 16 * t6 * t22kP * t1 * t4 * k * t2 * t5 * t1P + 8 * t6 * t22kP * t1 * (t4 * t4) * k * t2 * t5 * t1P + 16 * t6 * t22kP
* (t1 * t1) * t4 * k * t2 * t7 * t3P + 2 * t7 * t3P * t2P * k * k * (t2 * t2) * t4P * t5 * (t1 * t1) * t3 * t4 - 12 * t42kP * t6 * t2P * k * t2
+ 18 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * (t2 * t2) + 8 * t42kP * t7 * (t1 * t1) * t3 * t2P * k * k * t2 - t42kP * t5 * t5 * (t3 * t3)
* t2P * k * k * (t2 * t2) * (t1 * t1) - 2 * t7 * t7 * t32kP * t1 * t2P * k * k - 2 * t42kP * t5 * t5 * t2P * k * k * t2 - 2 * t4P * t3 * t4 * t6
* t22kP * k * k * (t1 * t1) * t2 - 2 * t4P * (t1 * t1) * t22kP * k * k * t6 * t3 + t4P * t5 * t22kP * k * k * t6 + 8 * t42kP * t2P * t23P
* t5 * (t3 * t3) - 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 * (t1 * t1) + 18 * t7 * t7 * t32kP * (t1 * t1) * t4 * t2P * k * (t2 * t2) + 2 * t4P
* t5 * t1 * t22kP * k * k * t6 - 4 * t42kP * t7 * t1 * (t3 * t3) * t2P * k * k * t5 + 8 * t42kP * t1 * t6 * t6 * t2P * k * t23P - 16 * t42kP
* (t1 * t1) * t2P * k * t23P * t7 * t3 + 0.9e1 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * (t2 * t2) + 12 * t5 * t5 * t12kP * t3 * t2P * k
* t2 * (t4 * t4) + 2 * t4P * t7 * t3 * t22kP * k * k * t6 * t2 - t42kP * t7 * t7 * (t3 * t3) * t2P * k * k * (t2 * t2) - t4P * (t1 * t1) * t22kP
* k * k * t6 * (t3 * t3) * t2 + 36 * t42kP * t5 * t2P * k * t7 * t3 * (t2 * t2) - 2 * t6 * t2P * (t3 * t3) * t1P * k * t4P * t5 + 4 * t4P * t2
* t5 * t1P * k * k * t6 * t2P - t4P * (t1 * t1) * t22kP * k * k * t6 - 12 * t4P * t2 * (t3 * t3) * t5 * t1P * k * t6 * t2P - 24 * t4P
* t2 * t3 * t5 * t1P * k * t6 * t2P * t4 - 24 * t4P * t2 * t3 * t5 * t1P * k * t6 * t2P + 4 * t6 * t2P * t3 * t1P * k * k * t1 * t4P * t5
* t4 + 2 * t6 * t2P * (t3 * t3) * t1P * k * k * t1 * t4P * t5 * t4 + 2 * t6 * t2P * (t3 * t3) * t1P * k * k * t1 * t4P * t5 + 24 * t42kP * t7
* t2P * k * t5 * t1 * t2 - t7 * t3P * (t1 * t1) * t22kP * k * k * t6 + 2 * t4P * t5 * t22kP * k * k * t2 * t6 * t1 * t4 - 8 * (t2 * t2) * t3 * t1
* t2P * t42kP * t7 * t7 + 6 * t42kP * (t1 * t1) * t2P * k * t2 - 4 * t42kP * t2P * t24P * t5 * t6 * (t1 * t1) + 0.9e1 * t42kP
* t7 * t7 * t2P * k * (t1 * t1) * (t2 * t2) + 2 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k + t4P * t5 * (t1 * t1) * t22kP * k * k * t6
+ 12 * t7 * t7 * t32kP * t2P * k * t2 * t1 - 24 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t3 - 8 * t5 * t5 * t12kP * t4 * t2P * (t2 * t2)
* t3 - 4 * t23P * (t1 * t1) * t6 * t6 * t2P * t42kP * (t3 * t3) + 18 * t42kP * t5 * t2P * k * t7 * (t2 * t2) + 8 * (t2 * t2) * t42kP * t2P
* t7 * t1 - t5 * t1P * t6 * t22kP * k * k * t2 * (t4 * t4) - 2 * t42kP * t1 * t2P * k * k * (t3 * t3) + 12 * t42kP * t7 * t2P * k * t5 * (t1
* t1) * t2 + 2 * t42kP * t5 * t2P * k * t6 * (t1 * t1) + 2 * t6 * t6 * t23kP * t1 * (t3 * t3) * k * (t4 * t4) - 2 * t42kP * t5 * (t3 * t3) * t2P
* k * k * (t2 * t2) * t6 * (t1 * t1) + 2 * t5 * t5 * t12kP * t3 * t2P * k + 0.9e1 * t42kP * t5 * t5 * t2P * k * (t2 * t2) + 4 * t42kP * t1 * t6
* t2P * k * k * (t3 * t3) + 2 * t42kP * t5 * t2P * k * t6 * (t1 * t1) * (t3 * t3) + 8 * t24P * t42kP * t2P * t6 * t1 - 8 * t42kP * t2P
* t24P * t5 * t3 * t7 * (t1 * t1) - 4 * (t2 * t2) * t7 * t7 * t32kP * t2P * t4 - 4 * (t2 * t2) * t42kP * t6 * t2P * t7 + 2 * t42kP * t2P
* k * k * t7 + t6 * t6 * t23kP * (t4 * t4) * k + t42kP * t6 * t6 * t2P * k - 2 * t5 * t5 * t12kP * t2P * k * k * t2 + t7 * t7 * t32kP * (t1
* t1) * (t4 * t4) * t2P * k - 8 * t24P * t7 * t7 * t32kP * t2P * t1 * t4 - 16 * t42kP * t1 * t2P * k * t23P * t7 * (t3 * t3) - 8 * t23P
* t42kP * t2P * t1 - t42kP * (t1 * t1) * t2P * k * k - 2 * (t2 * t2) * t42kP * t7 * t7 * t2P + 4 * t24P * t42kP * t2P * t7 + t6
* t6 * t23kP * (t1 * t1) * k - 18 * t42kP * t2P * k * (t2 * t2) * t7 + 2 * t4P * t5 * (t3 * t3) * t22kP * k * k * t2 * t6 * t1 + t4P * (t3
* t3) * t6 * t6 * t22kP * k * k + 16 * t42kP * t2P * t23P * t5 * t3 * (t1 * t1) + 8 * t42kP * (t1 * t1) * t6 * t2P * k * k * t2 * t3 + 4 * t42kP
* t5 * t5 * t2P * k * t23P * (t3 * t3) - 2 * t42kP * t5 * t5 * t2P * k * k * t3 + 2 * t4P * t1 * t6 * t6 * t22kP * k * k * (t3 * t3) * t2 - 2
* t42kP * (t3 * t3) * t2P * k * k * t2 + 0.9e1 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * (t2 * t2) - 8 * t42kP * t5 * t3 * t2P * k * k * t2
* t7 + 18 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k * (t2 * t2) - 16 * t42kP * t3 * t2P * k * t7 * t23P + 2 * t42kP * t5 * t5 * t2P
* k * t1 * (t3 * t3) - 8 * t23P * t1 * t6 * t6 * t2P * t42kP * (t3 * t3) + 4 * t42kP * t7 * (t1 * t1) * t2P * k * k * t2 - 4 * t5 * t5 * t12kP
* t3 * t2P * k * k * t2 + t42kP * t6 * t6 * t2P * k * (t1 * t1) + t4P * t7 * (t1 * t1) * t22kP * k * k * t6 - 8 * t42kP * t1 * t2P * k * k
* t2 * t3 + 4 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 * t1 + 36 * t5 * t5 * t12kP * t3 * t2P * k * (t2 * t2) * t4 + 12 * t42kP * t6 * t2P
* k * t2 * t7 * (t3 * t3) + 18 * t42kP * (t1 * t1) * t3 * t2P * k * (t2 * t2) + 4 * t4P * t5 * t3 * t4 * t22kP * k * k * t6 * t1 * t2 - 4 * t42kP
* t5 * t3 * t2P * k * k * (t2 * t2) * t6 + 8 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k * t23P - 8 * t23P * (t3 * t3) * t1 * t2P * t42kP
* t7 * t7 - 4 * t24P * (t3 * t3) * t42kP * t2P * t1 - 4 * t42kP * t2P * (t2 * t2) * t5 * t6 + 8 * t42kP * t7 * t2P * k * t5 * (t1 * t1)
* t23P * (t3 * t3) + 4 * t42kP * t7 * t2P * k * k * t2 + 4 * t42kP * t6 * t6 * t2P * k * t23P * (t3 * t3) + 4 * t42kP * (t1 * t1) * t6
* t2P * k * k * t3 - 2 * t42kP * t7 * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t2 - 4 * t7 * t3P * t3 * t4 * t22kP * k * k * t6 * t1 - 4 * t4P
* t1 * t22kP * k * k * t6 * t3 * t2 - t4P * t4 * t22kP * k * k * t6 * (t3 * t3) - 16 * t42kP * t3 * t2P * k * t5 * t23P - 8 * t23P * (t3
* t3) * t42kP * t2P * t1 + 2 * t6 * t6 * t23kP * (t3 * t3) * k * t4 - 4 * t42kP * t2P * (t2 * t2) * t5 * t5 * (t3 * t3) * t1 + t4P * t7
* t4 * t22kP * k * k * t2 * t6 * (t3 * t3) - 2 * t24P * t7 * t7 * t32kP * t2P * (t1 * t1) * (t4 * t4) - t42kP * t7 * t7 * (t1 * t1) * (t3
* t3) * t2P * k * k * (t2 * t2) - 2 * (t2 * t2) * (t3 * t3) * (t1 * t1) * t2P * t42kP * t7 * t7 - 16 * t23P * t3 * t42kP * t2P * t1 - 2
* t7 * t3P * t4 * t22kP * k * k * t6 * (t1 * t1) - 36 * t42kP * t1 * t6 * t2P * k * (t2 * t2) * (t3 * t3) - 2 * (t2 * t2) * t42kP * t2P - 16
* t42kP * t7 * t1 * t3 * t2P * k * k * t6 * t2 + 36 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) * t5 * t3 - 2 * t42kP * t7 * (t1 * t1) * t2P
* k * k * t5 - 8 * t42kP * t2P * t24P * t5 * t3 * t6 * (t1 * t1) + 2 * t42kP * t5 * t2P * k * t6 + 18 * t5 * t5 * t12kP * (t3 * t3) * t2P
* k * (t2 * t2) * t4 + 8 * t42kP * t1 * t6 * t2P * k * k * t2 * (t3 * t3) - t4P * (t3 * t3) * t22kP * k * k * t6 + 4 * t42kP * t1 * t6 * t2P
* k * k * (t3 * t3) * (t2 * t2) + 16 * t42kP * t7 * t2P * k * t5 * t1 * t23P * (t3 * t3) - t42kP * (t1 * t1) * t6 * t6 * t2P * k * k + 0.32e2
* t23P * t3 * t42kP * t2P * t6 * t1 + 4 * t24P * t42kP * t2P * t6 * (t1 * t1) + 16 * t42kP * t1 * t6 * t2P * k * t23P * t7 + 4
* t42kP * t5 * t1 * t2P * k * k + t42kP * t7 * t7 * (t1 * t1) * t2P * k + 0.9e1 * t42kP * t5 * t5 * t2P * k * (t3 * t3) * (t2 * t2) - 4
* t42kP * t5 * t2P * k * k * t2 * t6 * (t1 * t1) - 2 * t24P * t42kP * t6 * t6 * t2P * (t3 * t3) + 12 * t5 * t5 * t12kP * (t3 * t3) * t2P
* k * t2 * t4 - 2 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * k * t3 - 4 * t24P * t3 * t42kP * t2P * (t1 * t1) - 8 * t42kP * t5 * t3 * t2P
* k * k * t2 * t7 * (t1 * t1) - 2 * t42kP * (t1 * t1) * t2P * k * k * t2 * (t3 * t3) + 4 * t42kP * (t1 * t1) * t6 * t2P * k * k * t2 * (t3 * t3) + 4
* t42kP * t7 * t7 * t2P * k * t23P * (t3 * t3) + 6 * t7 * t7 * t32kP * t2P * k * t2 - 4 * t42kP * (t1 * t1) * t3 * t2P * k * t6 + 2 * t7
* t7 * t32kP * t1 * t2P * k + 24 * t42kP * t7 * t7 * t2P * k * t1 * t2 * t3 + t4P * t5 * t22kP * k * k * t2 * t6 * (t1 * t1) * t4 + 4 * t42kP
* t5 * t3 * t2P * k * k * (t2 * t2) * (t1 * t1) - 2 * t5 * t5 * t12kP * (t3 * t3) * t4 * t2P * k * k * (t2 * t2) - 4 * t42kP * t7 * (t1 * t1) * t3
* t2P * k * k * t6 * (t2 * t2) + 36 * t42kP * t1 * t3 * t2P * k * (t2 * t2) + 12 * t5 * t5 * t12kP * t4 * t2P * k * t2 - t5 * t1P * (t3 * t3)
* (t4 * t4) * t6 * t22kP * k * k + 6 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * t2 * (t3 * t3) + 4 * t42kP * t5 * t1 * t2P * k * k * (t3 * t3) - t7
* t3P * t3 * (t4 * t4) * t22kP * k * k * t6 * (t1 * t1) + 2 * t4P * (t3 * t3) * t4 * t6 * t6 * t22kP * k * k * t1 - 8 * t23P * (t1 * t1) * t2P
* t42kP * t7 * t6 + t4P * t5 * t22kP * k * k * t6 * (t3 * t3) + t4P * t7 * (t1 * t1) * (t3 * t3) * t22kP * k * k * t6 - 18 * t42kP * (t3
* t3) * t2P * k * t7 * (t2 * t2) - 2 * t42kP * t1 * t2P * k * k * (t2 * t2) + t42kP * (t3 * t3) * t6 * t6 * t2P * k * (t1 * t1) + t5 * t5 * t12kP
* t2P * k - t42kP * t2P * k * k * (t2 * t2) - 4 * t24P * t3 * t42kP * t2P - 2 * t42kP * t5 * t2P * k - t5 * t5 * t12kP * t2P
* k * k * (t2 * t2) * (t4 * t4) - 8 * t5 * t5 * t12kP * t3 * t4 * t2P * k * k * t2 + 6 * t5 * t5 * t12kP * t2P * k * t2 - 2 * t7 * t7 * t32kP * t2P
* k * k * t2 * (t1 * t1) + 4 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t1 + 8 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t3 + 16 * t23P * t42kP
* t2P * t5 * t1 - 12 * t4P * t2 * t5 * t1P * k * t1 * t6 * t2P + 4 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t1 * t4 + 8 * t4P * t2 * t5
* t1P * k * k * t6 * t2P * t1 * t3 + 8 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t3 * t4 + 18 * t5 * t5 * t12kP * t4 * t2P * k * (t2 * t2)
+ 8 * t4P * t2 * t5 * t1P * k * k * t6 * t2P * t1 * t3 * t4 - 36 * t42kP * t3 * t2P * k * t5 * (t2 * t2) - 4 * t24P * t7 * t7 * t32kP * t2P
* (t1 * t1) * t4 - 4 * t42kP * t1 * (t3 * t3) * t2P * k * t7 + 16 * t42kP * (t1 * t1) * t6 * t2P * k * t23P * t7 * t3 + 6 * t42kP * t5 * t5
* t2P * k * t2 * (t3 * t3) + 8 * t42kP * t5 * t5 * t2P * k * t23P * t3 + 16 * t42kP * t7 * t7 * t2P * k * t1 * t23P * t3 + 4 * t42kP
* t5 * t2P * k * t6 * t3 + 16 * t24P * t3 * t42kP * t2P * t6 * t1 - 4 * t42kP * t7 * t1 * t2P * k * k * t5 - 8 * (t2 * t2) * t3 * t42kP
* t2P * t1 + 2 * t42kP * t3 * t2P * k + 2 * t4P * t1 * t6 * t6 * t22kP * k * k * (t3 * t3) - 8 * t42kP * t1 * t6 * t6 * t2P * k * k * t2 * t3
+ 4 * t24P * (t3 * t3) * t42kP * t2P * t7 * (t1 * t1) - 8 * t23P * t7 * t7 * t32kP * t2P * t1 + 36 * t42kP * t6 * t2P * k * (t2
* t2) * t5 * t3 - 2 * t42kP * t3 * t6 * t6 * t2P * k * k - 2 * t24P * t42kP * t6 * t6 * t2P - 2 * t24P * (t3 * t3) * t42kP * t2P - 2
* t42kP * t1 * t6 * t6 * t2P * k * k * (t2 * t2) - 4 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t7 * t1 - 4 * t42kP * t2P * t24P
* t5 * t5 * (t3 * t3) * t1 - 2 * t42kP * t6 * t2P * k * k * t7 * (t2 * t2) - 2 * t42kP * t1 * t6 * t6 * t2P * k * k + 2 * t7 * t7 * t32kP * (t1
* t1) * t4 * t2P * k + 0.9e1 * t42kP * (t1 * t1) * (t3 * t3) * t2P * k * (t2 * t2) + 8 * t5 * t5 * t12kP * t3 * t2P * k * t23P - 16 * t42kP
* t2P * t23P * t5 * t3 * t7 * (t1 * t1) - t5 * t1P * t1 * t6 * t22kP * k * k * (t4 * t4) - 8 * t23P * t1 * t2P * t42kP * t7 * t7 + 4 * t24P
* (t3 * t3) * t42kP * t2P * t6 * (t1 * t1) - 16 * t42kP * t2P * (t2 * t2) * t5 * t3 * t6 * t1 - t4P * (t1 * t1) * t22kP * k * k * t6 * (t3
* t3) + 4 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t23P * (t3 * t3) + 2 * t42kP * t7 * t7 * (t1 * t1) * t2P * k * t3 - 2 * t4P * (t3 * t3)
* t4 * t6 * t22kP * k * k * t1 + t4P * (t3 * t3) * t4 * t6 * t6 * t22kP * k * k * (t1 * t1) - 8 * t42kP * t7 * t1 * (t3 * t3) * t2P * k * k * t6
* t2 - 2 * t5 * t5 * t12kP * t2P * k * k * (t2 * t2) * t4 + t4P * t7 * (t1 * t1) * t22kP * k * k * t6 * t4 + 2 * t42kP * t5 * t2P * k * t6 * (t3
* t3) - 16 * t42kP * t2P * t23P * t5 * t7 * t1 - 4 * t24P * t42kP * t2P * t1 + 18 * t42kP * t1 * t6 * t6 * t2P * k * (t2 * t2) - 4
* (t2 * t2) * t1 * t6 * t6 * t2P * t42kP + 24 * t42kP * t1 * t3 * t2P * k * t2 - 4 * t7 * t7 * t32kP * t2P * k * k * t2 * t1 - 8 * t42kP
* t5 * t3 * t2P * k * k * (t2 * t2) * t7 * t1 + 24 * t42kP * t1 * t6 * t6 * t2P * k * t2 * t3 - 4 * (t2 * t2) * t3 * t42kP * t2P * (t1 * t1) - 4
* (t2 * t2) * t1 * t6 * t6 * t2P * t42kP * (t3 * t3) + t4P * t5 * (t3 * t3) * t4 * t22kP * k * k * t6 - 4 * t5 * t1P * t3 * t4 * t6 * t22kP
* k * k - 2 * t42kP * t5 * t2P * k * k * t6 - 2 * t42kP * t5 * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t1 + t4P * t5 * (t3 * t3) * t22kP
* k * k * t2 * t6 - 18 * t42kP * (t1 * t1) * t2P * k * (t2 * t2) * t7 - 2 * t42kP * (t1 * t1) * t2P * k * k * t2 + 4 * t24P * (t3 * t3) * t42kP
* t2P * t7 - 24 * t42kP * (t1 * t1) * t3 * t2P * k * t5 * t2 + 2 * t5 * t5 * t12kP * (t4 * t4) * t2P * k * t3 + 0.9e1 * t42kP * t7 * t7
* t2P * k * (t2 * t2) * (t3 * t3) - 2 * t42kP * t5 * t2P * k * k * (t2 * t2) * t6 * (t1 * t1) + 4 * t5 * t5 * t12kP * (t4 * t4) * t2P * k * t23P
+ t4P * t5 * (t3 * t3) * t22kP * k * k * t2 * t6 * (t1 * t1) - 2 * t24P * (t3 * t3) * t42kP * t7 * t7 * t2P + 4 * t4P * t3 * t4 * t6 * t6
* t22kP * k * k * t1 - 24 * t42kP * t5 * t1 * t2P * k * t2 + 16 * t42kP * t2P * t24P * t5 * t3 * t1 + t4P * t7 * t4 * t22kP * k * k
* t2 * t6 + 12 * t42kP * (t1 * t1) * t3 * t2P * k * t2 - 4 * t42kP * t1 * t2P * k * k * t2 * (t3 * t3) + 4 * t7 * t7 * t32kP * t2P * k * t23P - 4
* t5 * t5 * t12kP * t3 * (t4 * t4) * t2P * k * k * t2 - 2 * t42kP * (t3 * t3) * t6 * t2P * k * k * t7 * (t2 * t2) - 8 * t23P * (t1 * t1) * t6
* t6 * t2P * t42kP * t3 - 8 * t23P * t3 * (t1 * t1) * t2P * t42kP * t7 * t7 - 2 * t5 * t1P * t3 * (t4 * t4) * t6 * t22kP * k * k * t1
* t2 - 2 * (t2 * t2) * (t3 * t3) * t42kP * t7 * t7 * t2P - 16 * t42kP * t2P * t23P * t5 * t3 * t7 - t7 * t7 * t32kP * t2P * k * k * (t2
* t2) + 12 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t2 * t3 - 8 * t42kP * t2P * t24P * t5 * t7 * t1 + 0.9e1 * t42kP * (t3 * t3) * t2P
* k * (t2 * t2) - 8 * t42kP * t5 * t5 * t3 * t2P * k * k * t2 * t1 - 4 * t42kP * t2P * k * t6 * t1 + 0.9e1 * t7 * t7 * t32kP * t2P * k * (t2
* t2) * (t1 * t1) + 4 * t6 * t6 * t23kP * t3 * k * t4 + t4P * (t1 * t1) * t6 * t6 * t22kP * k * k * t2 + 8 * t42kP * t7 * t1 * t3 * t2P * k * k
* (t2 * t2) + 12 * t42kP * t3 * t2P * k * t2 - 4 * t42kP * t7 * t1 * (t3 * t3) * t2P * k * k * t6 * (t2 * t2) - t7 * t3P * t6 * t22kP * k
* k * t2 - 16 * t24P * t3 * t1 * t2P * t42kP * t7 * t6 + 8 * t42kP * t5 * t2P * k * t7 * t23P - 2 * (t2 * t2) * t7 * t7 * t32kP * t2P
* (t1 * t1) * (t4 * t4) + 0.32e2 * t23P * t3 * t42kP * t2P * t7 * t1 - 4 * t42kP * t5 * (t1 * t1) * t2P * k * k * t6 * t3 - t7 * t3P * (t4
* t4) * t22kP * k * k * t6 + 4 * t42kP * t7 * (t1 * t1) * t2P * k * t6 * t3 + 4 * (t2 * t2) * t42kP * t2P * t7 * (t1 * t1) + 0.9e1 * t42kP
* t6 * t6 * t2P * k * (t2 * t2) * (t3 * t3) - 4 * t42kP * t5 * t2P * k * k * t2 * t7 * (t1 * t1) + 8 * t42kP * t2P * (t2 * t2) * t5 * t3 + 18
* t42kP * t5 * t5 * t1 * t2P * k * (t2 * t2) * (t3 * t3) - 0.32e2 * t42kP * t1 * t6 * t2P * k * t23P * t3 + 2 * t4P * (t3 * t3) * t4 * t6
* t6 * t22kP * k * k * t1 * t2 + 36 * t42kP * t1 * t6 * t2P * k * (t2 * t2) * t7 * (t3 * t3) + 4 * t4P * t5 * t3 * t22kP * k * k * t2 * t6 * t1 - 4
* t5 * t5 * t12kP * t24P * t2P * t3 - 4 * t24P * t7 * t7 * t32kP * t2P * t1 + 2 * t4P * (t1 * t1) * t6 * t6 * t22kP * k * k * t3 * t2
+ 8 * t24P * t3 * t42kP * t2P * t7 * (t1 * t1) + 2 * t42kP * t6 * t6 * t2P * k * t1 + 2 * t4P * t7 * t1 * (t3 * t3) * t22kP * k * k * t6 - 4
* t7 * t3P * t6 * t22kP * k * k * t2 * t1 * t4 - 8 * t42kP * t5 * t3 * t2P * k * k * t2 * t6 + 8 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * t23P
* t3 - 4 * t42kP * t5 * t2P * k * k * (t2 * t2) * t7 * t1 + 0.9e1 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * (t3 * t3) * (t2 * t2) - 4 * t4P
* t3 * t4 * t6 * t22kP * k * k * t1 * t2 + 18 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * (t2 * t2) * t3 + t4P * t7 * t22kP * k * k * t6 - 4 * t42kP
* t2P * t23P * t5 * t5 * (t3 * t3) - 4 * t42kP * t1 * (t3 * t3) * t2P * k * t6 - 4 * t24P * t7 * t7 * t32kP * t2P * t1 * (t4 * t4) + t42kP
* (t1 * t1) * (t3 * t3) * t2P * k + 8 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t23P * t3 - 4 * t23P * (t1 * t1) * t6 * t6 * t2P * t42kP - 24
* t42kP * t6 * t2P * k * t2 * t3 - 4 * t5 * t5 * t12kP * t23P * t2P * (t3 * t3) + 8 * t42kP * t5 * t2P * k * t7 * t23P * (t3 * t3) - 4
* t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) * t6 - 4 * (t2 * t2) * t3 * t42kP * t7 * t7 * t2P + 4 * t42kP * t2P * t24P * t5 * (t3 * t3)
+ 8 * t42kP * t7 * t1 * t2P * k * k * t2 - 4 * t42kP * t5 * t3 * t2P * k * k * (t2 * t2) * t7 * (t1 * t1) + 6 * t42kP * t7 * t7 * t2P * k * (t1
* t1) * t2 - 4 * t24P * t42kP * t6 * t2P * t7 - 4 * t5 * t5 * t12kP * t2P * k * k * t2 * t4 - 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t6
* (t1 * t1) + 4 * (t2 * t2) * (t3 * t3) * t42kP * t2P * t6 - 16 * t42kP * t2P * t24P * t5 * t3 * t7 * t1 + 18 * t42kP * t6 * t6 * t2P
* k * (t2 * t2) * t3 + t4P * (t1 * t1) * t6 * t6 * t22kP * k * k * t4 * t2 - 4 * t42kP * t1 * (t3 * t3) * t2P * k * t5 + 4 * t7 * t7 * t32kP * t2P
* k * t23P * (t1 * t1) + 4 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * t23P * (t3 * t3) - 2 * t42kP * t1 * t2P * k * k - 2 * t5 * t1P * t1
* t6 * t22kP * k * k * t4 - 8 * t42kP * t2P * t23P * t5 * (t3 * t3) * t7 * (t1 * t1) - 2 * t42kP * (t3 * t3) * t2P * k * t5 + 24 * t42kP
* t6 * t2P * k * t2 * t5 * t3 - 2 * t5 * t5 * t12kP * t3 * (t4 * t4) * t2P * k * k - 12 * t42kP * (t3 * t3) * t2P * k * t7 * t2 - 16 * t42kP
* t1 * t6 * t2P * k * t23P * (t3 * t3) - t5 * t1P * (t3 * t3) * t22kP * k * k * t6 * t1 - 2 * t5 * t1P * t6 * t22kP * k * k * t2 * t1 * t4 + 36
* t42kP * t1 * t6 * t2P * k * (t2 * t2) * t5 - 2 * t5 * t1P * (t3 * t3) * t4 * t6 * t22kP * k * k * t2 - t4P * (t1 * t1) * t6 * t22kP * k
* k * t4 + 36 * t42kP * t7 * t7 * t2P * k * t1 * t3 * (t2 * t2) - 4 * t42kP * t7 * (t1 * t1) * t3 * t2P * k * k * t6 - 2 * t42kP * (t1 * t1) * t6
* t6 * t2P * k * k * t2 - 4 * t24P * (t1 * t1) * t2P * t42kP * t7 * t6 + 2 * t42kP * t5 * t5 * t2P * k * (t1 * t1) * t3 - 36 * t42kP * (t1
* t1) * t6 * t2P * k * (t2 * t2) * t3 + 4 * t42kP * (t1 * t1) * t6 * t6 * t2P * k * t23P + 4 * t42kP * t7 * t3 * t2P * k * k * (t2 * t2) + 2
* t42kP * t7 * t2P * k * k * (t2 * t2) - 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 - 4 * t42kP * t7 * (t1 * t1) * t3 * t2P * k * k * t5 + 2
* t6 * t6 * t23kP * (t1 * t1) * t3 * k * (t4 * t4) + 8 * t24P * t42kP * t2P * t5 * t1 + 8 * t42kP * t5 * t5 * t1 * t2P * k * t23P * (t3
* t3) + t42kP * t7 * t7 * t2P * k - 2 * t42kP * t5 * (t1 * t1) * t2P * k * k * t6 * (t3 * t3) - t42kP * (t1 * t1) * t2P * k * k * (t3 * t3)
+ 4 * (t2 * t2) * t42kP * t2P * t7 + 4 * t4P * t7 * t1 * t3 * t22kP * k * k * t6 * t2 + 16 * t42kP * t1 * t3 * t2P * k * t23P + 16 * t7
* t7 * t32kP * t1 * t4 * t2P * k * t23P + t5 * t5 * t12kP * (t4 * t4) * t2P * k * (t3 * t3) - 4 * (t2 * t2) * t7 * t7 * t32kP * t2P
* (t1 * t1) * t4 - 2 * t42kP * t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t7 - 0.32e2 * t42kP * t2P * t23P * t5 * t3 * t7 * t1 - t42kP
* t2P * k * k + 24 * t5 * t5 * t12kP * t3 * t2P * k * t2 * t4 + 4 * t42kP * t5 * t2P * k * t6 * t1 * (t3 * t3) + 4 * t4P * t5 * t1 * t22kP
* k * k * t6 * t3 + 8 * t42kP * t7 * t1 * t2P * k * t5 * t3 + 4 * t42kP * t3 * t6 * t2P * k * t7 + 6 * t42kP * (t3 * t3) * t2P * k * t2 - 2 * t42kP
* t5 * (t1 * t1) * t2P * k * k * t6 + t4P * t5 * t22kP * k * k * t6 * t4 - 12 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * (t3 * t3) - 4 * t42kP
* t5 * t5 * t2P * k * k * t2 * t1 - 16 * t42kP * t1 * t6 * t2P * k * t23P + 2 * t4P * t7 * t1 * (t3 * t3) * t4 * t22kP * k * k * t6 + 8 * t42kP
* t2P * t24P * t5 * t3 * (t1 * t1) - t4P * (t3 * t3) * t4 * t6 * t22kP * k * k * (t1 * t1) - t5 * t5 * t12kP * t2P * k * k * (t2 * t2) - 2
* t4P * (t1 * t1) * t22kP * k * k * t6 * t3 * t2 + 2 * t4P * t7 * t1 * t22kP * k * k * t6 * t4 + 4 * t42kP * t5 * t2P * k * t7 * t3 + 0.32e2
* t42kP * t7 * t2P * k * t5 * t1 * t23P * t3 + 4 * t42kP * t7 * t7 * t2P * k * t23P + 2 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k
+ 4 * t42kP * t2P * t24P * t5 * (t3 * t3) * (t1 * t1) - 2 * t7 * t3P * t3 * t4 * t22kP * k * k * t6 - 8 * (t2 * t2) * (t3 * t3) * t1 * t2P
* t42kP * t7 * t6 - 2 * t42kP * t5 * t5 * t1 * t2P * k * k * (t3 * t3) + 12 * t42kP * t6 * t2P * k * t2 * t7 + 24 * t42kP * t5 * t2P * k
* t7 * t2 * t3 + 18 * t5 * t5 * t12kP * t3 * t2P * k * (t2 * t2) + 8 * t42kP * t5 * t5 * t1 * t2P * k * t23P - 4 * t42kP * t2P * t23P
* t5 * t5 * (t3 * t3) * (t1 * t1) - 8 * t42kP * t2P * t24P * t5 * t3 * t6 + 0.32e2 * t42kP * t2P * t23P * t5 * t3 * t1 - 16 * t42kP
* (t1 * t1) * t6 * t2P * k * t23P * t3 + 2 * t42kP * (t1 * t1) * t3 * t2P * k + 4 * t42kP * t1 * t3 * t2P * k + 16 * t42kP * t2P * (t2
* t2) * t5 * t3 * t1 - 4 * t42kP * t2P * t24P * t5 * t5 * t3 * (t1 * t1) + 4 * t42kP * t7 * t1 * (t3 * t3) * t2P * k * k - 2 * (t2 * t2) * t7
* t7 * t32kP * t2P * (t1 * t1) - 16 * t42kP * t2P * t24P * t5 * t3 * t6 * t1 - 8 * t24P * t3 * (t1 * t1) * t2P * t42kP * t7 * t6
+ 8 * t23P * (t3 * t3) * t42kP * t2P * t6 * (t1 * t1) - 4 * t24P * t3 * t42kP * t7 * t7 * t2P + 0.9e1 * t7 * t7 * t32kP * (t1 * t1)
* (t4 * t4) * t2P * k * (t2 * t2) - 4 * t42kP * t2P * (t2 * t2) * t5 * t7 - t42kP * t5 * t5 * t2P * k * k + 2 * t42kP * t2P * k * t1 + t6
* t6 * t23kP * (t3 * t3) * k - t42kP * (t3 * t3) * t2P * k * k - 2 * t42kP * t3 * t2P * k * k - 2 * t42kP * t2P * k * t7 + 2 * t42kP
* t5 * t2P * k * k - 4 * t42kP * t5 * t2P * k * k * (t2 * t2) * t6 * t1 - 24 * t42kP * t1 * t2P * k * t2 * t7 * (t3 * t3) + t4P * t5 * (t3 * t3)
* t4 * t22kP * k * k * t6 * t2 - 8 * t42kP * t1 * t3 * t2P * k * t7 - 2 * t24P * t7 * t7 * t32kP * t2P * (t1 * t1) + 0.9e1 * t42kP * t5
* t5 * (t1 * t1) * t2P * k * (t2 * t2) * (t3 * t3) - t5 * t1P * (t3 * t3) * (t4 * t4) * t6 * t22kP * k * k * t1 - 2 * t7 * t7 * t32kP * t2P
* k * k * t2 * (t1 * t1) * (t4 * t4) + t4P * t5 * t22kP * k * k * t2 * t6 * (t1 * t1) - 4 * t42kP * t1 * t6 * t6 * t2P * k * k * t2 + t4P * t7 * (t1
* t1) * t22kP * k * k * t6 * t2 - 4 * t42kP * t5 * t1 * t2P * k * k * t6 + t7 * t7 * t32kP * t2P * k - 4 * t42kP * t2P * (t2 * t2) * t5
* t5 * t3 - 8 * t24P * t1 * t6 * t6 * t2P * t42kP * t3 + 16 * (t2 * t2) * t3 * t42kP * t2P * t6 * t1 + t6 * t6 * t23kP * (t1 * t1) * (t3
* t3) * k * (t4 * t4) + 2 * t6 * t6 * t23kP * t3 * k - 4 * t42kP * t2P * t24P * t5 * t7 + 8 * t23P * t42kP * t2P * t6 + 0.9e1 * t42kP
* t2P * k * (t2 * t2) + 4 * t42kP * t7 * t7 * t1 * t2P * k * t3 - 2 * t24P * (t3 * t3) * (t1 * t1) * t2P * t42kP * t7 * t7 - 4 * t23P
* (t3 * t3) * t42kP * t2P * (t1 * t1) - 2 * t4P * t1 * t6 * t22kP * k * k * t4 - 2 * t42kP * t7 * t7 * t3 * t2P * k * k * (t2 * t2) + 8 * t5
* t5 * t12kP * t3 * t2P * k * t23P * (t4 * t4) - 8 * t42kP * t2P * t23P * t5 * (t3 * t3) * t6 - 2 * t42kP * (t1 * t1) * (t3 * t3)
* t2P * k * t5 + 12 * t42kP * t6 * t2P * k * t2 * t5 * (t3 * t3) - t5 * t1P * (t3 * t3) * t22kP * k * k * t6 + t42kP * t2P * k - 4 * t5
* t5 * t12kP * t23P * t2P - 2 * t24P * t42kP * t2P - 2 * t7 * t3P * t6 * t22kP * k * k * t2 * t1 * t3 + 2 * t4P * t5 * t22kP
* k * k * t6 * t3 + 4 * t42kP * t3 * t6 * t2P * k * k * (t2 * t2) + t42kP * (t3 * t3) * t6 * t6 * t2P * k - 2 * t7 * t3P * t6 * t22kP * k * k
* t2 * t1 * (t4 * t4) + 36 * t42kP * t1 * t6 * t2P * k * (t2 * t2) * t7 - t5 * t1P * (t3 * t3) * t22kP * k * k * t6 * t2 + t7 * t7 * t32kP * (t4
* t4) * t2P * k + 4 * t4P * t1 * t6 * t6 * t22kP * k * k * t3 - 2 * t24P * t7 * t7 * t32kP * t2P + 4 * (t2 * t2) * t42kP * t2P * t5
+ t42kP * t5 * t5 * t2P * k * (t1 * t1) * (t3 * t3) + 16 * t42kP * t6 * t2P * k * t23P * t7 * t3 + 2 * t42kP * t6 * t2P * k * k * (t2
* t2) + t4P * t6 * t6 * t22kP * k * k * t2 - 0.48e2 * t42kP * t1 * t2P * k * t2 * t7 * t3 + t5 * t5 * t12kP * (t4 * t4) * t2P * k + 24 * t42kP
* t1 * t6 * t2P * k * t2 * t7 * (t3 * t3) - 2 * t42kP * t5 * t5 * t3 * t2P * k * k * (t2 * t2) * (t1 * t1) + 0.48e2 * t42kP * t1 * t6 * t2P
* k * t2 * t5 * t3 + 2 * t42kP * t5 * t2P * k * k * (t2 * t2) * (t1 * t1) - 8 * t24P * t3 * t42kP * t2P * t1 - t7 * t7 * t32kP * t2P * k
* k * (t2 * t2) * (t1 * t1) - 18 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) - 2 * t42kP * t7 * t7 * t2P * k * k * t2 - 8 * t42kP * t7 * t1
* t3 * t2P * k * k * t6 * (t2 * t2) + 16 * t23P * t42kP * t2P * t7 * t1 - 16 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 * t1 + 8 * t42kP
* (t1 * t1) * t6 * t2P * k * t23P * t7 + 16 * t23P * t3 * t42kP * t2P * t6 + 8 * t42kP * t2P * t24P * t5 * t3 - 2 * t42kP * t7
* t7 * t3 * t2P * k * k - 0.72e2 * t42kP * t1 * t3 * t2P * k * t5 * (t2 * t2) - 2 * t7 * t7 * t32kP * t4 * t2P * k * k - 4 * t42kP * t7 * t7
* t1 * t3 * t2P * k * k * (t2 * t2) - 8 * t5 * t5 * t12kP * t23P * t2P * t3 + 2 * t4P * t7 * t1 * t22kP * k * k * t6 + 2 * t42kP * t7 * t7
* t3 * t2P * k + 24 * t42kP * t1 * t6 * t2P * k * t2 * t5 - 2 * t5 * t5 * t12kP * (t3 * t3) * t4 * t2P * k * k - 2 * t5 * t5 * t12kP * t24P
* t2P * (t3 * t3) + 2 * t42kP * (t1 * t1) * t6 * t2P * k * k - 4 * (t2 * t2) * (t1 * t1) * t6 * t6 * t2P * t42kP * t3 - 8 * t24P * t1 * t2P
* t42kP * t7 * t6 + 16 * t23P * (t3 * t3) * t42kP * t2P * t7 * t1 + 12 * t42kP * t5 * t5 * t1 * t2P * k * t2 * (t3 * t3) - 2 * t5 * t1P
* t3 * t22kP * k * k * t6 + t4P * t7 * (t3 * t3) * t22kP * k * k * t6 + 12 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t7 * (t3 * t3) - 4 * t7 * t3P
* t4 * t22kP * k * k * t6 * t1 + 12 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t7 - 0.48e2 * t42kP * t1 * t6 * t2P * k * t2 * t3 - 12 * t42kP
* (t1 * t1) * t2P * k * t2 * t7 * (t3 * t3) - 4 * t42kP * t7 * (t1 * t1) * (t3 * t3) * t2P * k * k * t6 * t2 - 2 * t5 * t1P * t3 * t6 * t22kP
* k * k * t1 * t2 + 4 * t42kP * t6 * t6 * t2P * k * t23P - 4 * t42kP * (t1 * t1) * t3 * t2P * k * t7 + 8 * t42kP * t7 * t2P * k * t5 * (t1
* t1) * t23P - 16 * t23P * t3 * (t1 * t1) * t2P * t42kP * t7 * t6 + 8 * t42kP * t5 * t2P * k * k * t2 * t1 - 2 * t7 * t7 * t32kP * (t4
* t4) * t2P * k * k * t1 + 16 * t42kP * (t1 * t1) * t6 * t2P * k * t23P * t5 * t3 + t4P * t7 * (t1 * t1) * (t3 * t3) * t4 * t22kP * k * k
* t6 + 6 * t42kP * t6 * t6 * t2P * k * t2 - 16 * t5 * t5 * t12kP * t23P * t2P * t3 * t4 - 2 * t5 * t1P * (t3 * t3) * t4 * t6 * t22kP * k
* k * t1 * t2 - 2 * t5 * t1P * t3 * t22kP * k * k * t6 * t2 - 12 * t42kP * t5 * t2P * k * t2 - 2 * t42kP * t1 * t6 * t6 * t2P * k * k * (t3 * t3)
* (t2 * t2) + t42kP * t5 * t5 * t2P * k * (t1 * t1) - 2 * t24P * (t3 * t3) * t42kP * t2P * (t1 * t1) - t5 * t1P * (t3 * t3) * t6 * t22kP
* k * k * t1 * t2 + 0.48e2 * t42kP * t7 * t2P * k * t5 * t1 * t2 * t3 - 4 * t42kP * t1 * t6 * t6 * t2P * k * k * t3 - 4 * t5 * t5 * t12kP * t24P
* t2P * t3 * (t4 * t4) - 4 * t42kP * (t1 * t1) * t2P * k * k * t2 * t3 + 24 * t42kP * t5 * t5 * t1 * t2P * k * t2 * t3 - 8 * t42kP * t2P
* t24P * t5 * (t3 * t3) * t6 * t1 - 2 * t5 * t5 * t12kP * t2P * k * k * t2 * (t4 * t4) - t5 * t5 * t12kP * (t4 * t4) * t2P * k * k + 4 * t42kP
* t5 * (t3 * t3) * t2P * k * k * (t2 * t2) * t1 - t4P * (t3 * t3) * t22kP * k * k * t6 * t2 - 4 * t42kP * t5 * t1 * t2P * k * k * t6 * (t3 * t3) - 4
* t5 * t5 * t12kP * (t3 * t3) * t4 * t2P * k * k * t2 - 8 * t5 * t5 * t12kP * t23P * t2P * t4 + 18 * t42kP * (t1 * t1) * t6 * t6 * t2P
* k * (t2 * t2) * t3 + 6 * t7 * t7 * t32kP * t2P * k * t2 * (t4 * t4) + 4 * t7 * t7 * t32kP * t1 * t4 * t2P * k + t4P * t4 * t6 * t6 * t22kP
* k * k - 36 * t42kP * t1 * (t3 * t3) * t2P * k * t5 * (t2 * t2) + t4P * t4 * t6 * t6 * t22kP * k * k * t2 - 4 * (t2 * t2) * t42kP * t6 * t6 * t2P
* t3 - 8 * t24P * (t3 * t3) * t1 * t2P * t42kP * t7 * t6 - 2 * (t2 * t2) * t42kP * t6 * t6 * t2P * (t3 * t3) - 4 * (t2 * t2) * (t3 * t3) * t42kP
* t7 * t2P * t6 + 4 * t42kP * t2P * (t2 * t2) * t5 * (t3 * t3) + 6 * t42kP * t5 * t5 * t2P * k * t2 - 36 * t42kP * t5 * t1 * t2P * k * (t2
* t2) - 4 * t42kP * t2P * t24P * t5 * (t3 * t3) * t7 - 18 * t42kP * (t1 * t1) * t6 * t2P * k * (t2 * t2) * (t3 * t3) + 8 * t42kP * t7
* t7 * t2P * k * t1 * t23P + 18 * t42kP * t7 * t7 * t2P * k * t1 * (t2 * t2) - 2 * t5 * t5 * t12kP * (t4 * t4) * t2P * (t2 * t2) * (t3 * t3)
+ 2 * t42kP * t1 * (t3 * t3) * t2P * k - 4 * t24P * t1 * t2P * t42kP * t7 * t7 + 2 * t6 * t6 * t23kP * t1 * (t4 * t4) * k + 36 * t42kP
* (t1 * t1) * t6 * t2P * k * (t2 * t2) * t7 * t3 - 8 * t23P * (t3 * t3) * t42kP * t7 * t2P * t6 + 2 * t42kP * t7 * (t1 * t1) * t2P * k * t6
* (t3 * t3) + 8 * t23P * t42kP * t2P * t5 * (t1 * t1) + 4 * (t2 * t2) * (t3 * t3) * t42kP * t2P * t7 + 2 * t4P * t5 * (t3 * t3) * t4 * t22kP
* k * k * t6 * t1 + t4P * t5 * (t3 * t3) * t4 * t22kP * k * k * t6 * (t1 * t1) * t2 - 4 * t42kP * t2P * t24P * t5 * t7 * (t1 * t1) + 36 * t42kP
* t1 * t6 * t2P * k * (t2 * t2) * t5 * (t3 * t3) + 8 * t5 * t5 * t12kP * t4 * t2P * k * t23P - 4 * t42kP * t5 * t2P * k * t1 - t7 * t7 * t32kP
* (t4 * t4) * t2P * k * k + 4 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t23P + 4 * t6 * t6 * t23kP * t1 * t3 * k * (t4 * t4) + 2 * t42kP * t7
* (t1 * t1) * t2P * k * k - 8 * t42kP * t2P * (t2 * t2) * t5 * t7 * t1 - t42kP * t7 * t7 * t2P * k * k * (t2 * t2) + 8 * t42kP * t2P * (t2
* t2) * t5 * (t3 * t3) * t1 - 8 * t7 * t7 * t32kP * t2P * k * k * t2 * t1 * t4 + 2 * t4P * t7 * (t1 * t1) * t3 * t22kP * k * k * t6 * t2 - 2 * t5 * t1P
* t3 * (t4 * t4) * t6 * t22kP * k * k * t2 - 2 * (t2 * t2) * (t1 * t1) * t6 * t6 * t2P * t42kP - 2 * t42kP * t5 * t2P * k * k * t6 * (t3 * t3) - 4
* t5 * t5 * t12kP * t23P * t2P * (t3 * t3) * (t4 * t4) - 2 * t4P * t1 * t22kP * k * k * t6 * (t3 * t3) - 4 * t42kP * t1 * t2P * k * k
* t2 + 0.9e1 * t5 * t5 * t12kP * (t3 * t3) * t2P * k * (t2 * t2) - 2 * t7 * t3P * t3 * t4 * t22kP * k * k * t6 * (t1 * t1) + 4 * t42kP * (t1
* t1) * t2P * k * t23P)
if (k > 0) test <- abs(a22/a[2,2])
a[2,2] <- a[2,2] + a22
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A23
test <- 100.0
k <- 0
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)
a23 <- 1 / (1 + t2) / (1 + 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) / t2 / t3 * (1 + t1) * (1 + t4) * t6 * t2P * t7 * t3P * (k * k - k * t3 - t2 * k + (t2 * t3))
if (k > 0) test <- abs(a23/a[2,3])
a[2,3] <- a[2,3] + a23
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A24
test <- 100.0
k <- 0
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)
a24 <- -1 / (1 + t2) / (1 + t4) / (t7 * t3P + t6 * t2P + t5 * t1P + pow((t4
/ (1 + t4)), k) - t4P * t5 * t1 * t2 * t3 + t5 * t1P * t2 + t6 * t2P
* t4 + t6 * t2P * t3 + t6 * t2P * t1 + t7 * t3P * t4 + t7 * pow((t3
/ (1 + t3)), k) * t2 + t7 * t3P * t1 - t4P * t6 * t2 - t4P * t7
* t3 - t4P * t5 * t1 + t4P * t2 * t3 - t4P * t5 * t3 - pow((t4
/ (1 + t4)), k) * t5 * t2 + t4P * t1 * t3 - t4P * t6 * t3 - t4P
* t6 * t1 + t4P * t1 * t2 - t4P * t7 * t2 - t4P * t7 * t1 + t5 * pow((t1
/ (1 + t1)), k) * t4 + t5 * t1P * t3 + t4P * t3 - t4P * t5 - pow((t4
/ (1 + t4)), k) * t6 - t4P * t7 + t4P * t2 + t4P * t1 + t5 * pow((t1
/ (1 + t1)), k) * t2 * t4 + t5 * t1P * t3 * t4 + t5 * t1P * t2 * t3 + t6 * pow((t2 / (1
+ t2)), k) * 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 - pow((t4
/ (1 + t4)), k) * t7 * t1 * t3 - t4P * t6 * t1 * t3 - t4P * t5 * t1 * t2 - pow((t4 / (1
+ t4)), k) * 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 * pow((t3
/ (1 + t3)), k) * t1 * t2 * t4 - t4P * t7 * t1 * t2 * t3) / t2 / t4 * (1 + t1) * (1 + t3) * t6 * t2P * t4P * (-k * k + t5 * k * k + k * k * t6 + k * k * t7 + k * t4 - t5 * k * t4 - k * t6 * t4 - k * t7 * t4 + t2 * k - k * t5 * t2 - t6 * k * t2 - k
* t7 * t2 - (t2 * t4) + t5 * t2 * t4 + t6 * t2 * t4 + t7 * t2 * t4)
if (k > 0) test <- abs(a24/a[2,4])
a[2,4] <- a[2,4] + a24
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A25
test <- 100.0
k <- 0
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)
a25 <- (1 + t3) * t6 * t2P * (k * t1P + k * t1P * t4 - t4P * k - k * t4P * t1 - t1P * t2 - t1P * t2 * t4 + t4P * t2 + t4P * t1 * t2) / (1
+ t2) / t2 / (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(a25/a[2,5])
a[2,5] <- a[2,5] + a25
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A26
test <- 100.0
k <- 0
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))
a26 <- (-t4P * t5 * t3 * t3 * t22kP * t2 * t6 - 4 * t4P * t5 * t5 * t1 * t2P * t2 * t1P * t3 - 2 * t4P * t5 * t5 * t1 * t2P * t2 * t1P
* t4 + 4 * t42kP * t1 * t3 * t3 * t2P * k * t5 * t2 + 4 * t5 * t1P * t3 * t4 * t22kP * t2 * t6 * t1 - 2 * (t2 * t2) * t3 * t42kP * t2P * t6
+ 2 * t5 * t5 * t12kP * t4 * t2P * (t2 * t2) + 4 * t42kP * t7 * t1 * t2P * k - 4 * t42kP * t7 * (t1 * t1) * t2P * k * t5 * t3 - 8 * t42kP
* t3 * t2P * t2 * t7 * t1 + 2 * t42kP * (t1 * t1) * t3 * t3 * t2P * k * t7 - 2 * t42kP * t1 * t6 * t2P * k * t2 * t5 * t3 * t3 + 2 * t42kP * t2P
* k * t7 * t2 - 4 * t4P * t7 * t1 * t22kP * t2 * t6 * t3 * t4 + (t2 * t2) * t7 * t7 * t32kP * t2P * (t4 * t4) - 2 * t42kP * t7 * (t1 * t1) * t2P
* k * t5 + 2 * t42kP * (t1 * t1) * t2P * k * t2 * t7 + 2 * t5 * t5 * t12kP * t3 * t3 * t4 * t2P * t2 - 2 * t5 * t5 * t12kP * t4 * t2P * k * t3
* t3 + 2 * t5 * t1P * t22kP * t2 * t6 * t4 + 2 * (t2 * t2) * t1 * t2P * t42kP * t7 * t7 - t42kP * t7 * t7 * t2P * k * t2 * t3 * t3 + t42kP
* t7 * t3 * t3 * t6 * t2P * t2 - (t2 * t2) * t3 * t3 * t42kP * t2P * t6 * (t1 * t1) - 2 * t42kP * t5 * t5 * t2P * k * t2 * t3 + t42kP * t5
* t5 * t3 * t3 * t2P * t2 - 2 * t42kP * t6 * t2P * k * t2 * t7 * t3 - t5 * t5 * t12kP * t3 * t3 * t2P * k * t2 * (t4 * t4) - 2 * (t2 * t2) * t42kP
* t2P * t5 * (t1 * t1) + 2 * t7 * t3P * (t4 * t4) * t2P * t2 * t5 * t1P + 2 * t42kP * t5 * t5 * (t1 * t1) * t2P * t2 * t3 + t5 * t5 * t12kP
* (t4 * t4) * t2P * (t2 * t2) - 2 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k * t2 - 2 * t42kP * t3 * t3 * t2P * t2 * t7 - 2 * t42kP * t7
* t7 * t2P * k * t1 * t2 - (t2 * t2) * t42kP * t2P * t6 * (t1 * t1) + t4P * t3 * t3 * t22kP * t2 * t6 * t4 + 8 * t42kP * t1 * t3 * t2P
* k * t5 * t2 - t4P * t7 * (t1 * t1) * t22kP * t2 * t6 - 2 * t42kP * t7 * t7 * t1 * t2P * k * t3 * t3 - 2 * (t2 * t2) * t42kP * t2P * t6 * t1
+ 2 * t5 * t5 * t12kP * t2P * t2 * t4 + 4 * t7 * t3P * t4 * t2P * t2 * t5 * t1P * t1 + t42kP * t3 * t3 * t2P * k * t6 - 4 * t7 * t3P * t4
* t2P * t2 * t4P * t5 * t1 - 2 * t7 * t7 * t3P * t4 * t2P * t2 * t4P * t3 - 2 * t4P * t2P * k * t7 * t3P * (t1 * t1) - 2 * t4P * t2P
* k * t5 * t1P * t1 - t6 * t22kP * t1 * t3 * t3 * k * t5 * t1P * (t4 * t4) + 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P * t7 * t4 - 4 * t6 * t22kP
* t1 * t3 * k * t4P + t6 * t22kP * k * t4P * t7 + t6 * t22kP * k * t4P * t5 - t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t6 - 2 * t7
* t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t5 + t4P * t3 * t4 * t6 * t2P * k * t2 * t7 * t3P - 2 * t5 * t1P * t3 * t3 * t2P * k * t2 * t4P - 2
* t42kP * t3 * t3 * t2P * t2 * t5 * (t1 * t1) - 2 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P * t3 * t4 + 4 * t4P * t1 * t4 * t2P * (t2
* t2) * t7 * t3P + 2 * t4P * (t1 * t1) * t4 * t2P * (t2 * t2) * t7 * t3P + 2 * t4P * t5 * t2P * k * t7 * t3P * t3 + 2 * t4P * t5 * t5
* t2P * k * t1P * t3 * t3 - 2 * t7 * t3P * t3 * t2P * k * t5 * t1P - 2 * t6 * t22kP * t1 * t3 * k * t5 * t1P - 2 * t6 * t22kP * t1 * t3
* k * t7 * t3P - 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P - t6 * t22kP * t1 * t3 * t3 * k * t5 * t1P - 4 * t6 * t22kP * t1 * t3 * k * t5 * t1P
* t4 + 2 * t7 * t3P * t1 * t2P * k * t4P * t6 - 2 * t5 * t1P * t1 * t2P * k * t7 * t3P - t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P - 2
* t4P * (t1 * t1) * t3 * t2P * k * t7 * t3P * t2 + t6 * t22kP * (t1 * t1) * t3 * t3 * k * t4P * t5 - 4 * (t2 * t2) * t3 * t1 * t2P * t4P
* t7 * t7 * t3P - 2 * t6 * t22kP * t4 * k * t5 * t1P - 2 * t6 * t22kP * t4 * k * t7 * t3P - t6 * t22kP * (t4 * t4) * k * t5 * t1P - t6 * t22kP
* (t4 * t4) * k * t7 * t3P - 4 * t5 * t1P * t1 * t3 * t2P * k * t2 * t4P - 2 * t5 * t1P * t1 * t6 * t2P * (t2 * t2) * t4P * t3 + 2 * t5 * t1P
* t4 * t2P * k * t4P * t7 - t4P * t4 * t6 * t2P * (t2 * t2) * t5 * t1P * t3 * t3 + 2 * t4P * t7 * t2P * k * t5 * t1P * t2 * t3 * t3 * t1 - 2
* t6 * t22kP * t3 * k * t4P * t4 - 2 * t6 * t22kP * t3 * k * t7 * t3P * t4 - 2 * t4P * t2P * (t2 * t2) * t5 * t3 * t7 * t3P - t5 * t1P
* t1 * t6 * t2P * (t2 * t2) * t4P * t3 * t3 * t4 + 2 * t7 * t3P * t6 * t2P * k * t2 * t4P * t1 * t3 + 4 * t4P * t5 * t5 * t2P * k * t1P
* t3 * t4 + 2 * t5 * t5 * t1P * t1 * t2P * k * t2 * t4P + 2 * t5 * t1P * t1 * t3 * t3 * t4 * t2P * k * t4P * t7 * t2 + 2 * t7 * t7 * t3P * t2P
* k * t2 * t4P * (t1 * t1) + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t4 - 4 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P - 2 * (t2 * t2)
* t3 * (t1 * t1) * t2P * t4P * t7 * t7 * t3P + 4 * t4P * t7 * t3 * t4 * t2P * k * t5 * t1P + 2 * t7 * t3P * t6 * t2P * k * t2 * t4P
* t1 + t7 * t3P * t6 * t2P * k * t2 * t4P * (t1 * t1) * t4 - 2 * t7 * t3P * t2P * k * t2 * t4P * t4 - 4 * t4P * t3 * t2P * k * t5 * t1P - 2
* t4P * t3 * t2P * k * t7 * t3P + 2 * t4P * t7 * t7 * t3 * t4 * t2P * k * t3P - 4 * t42kP * t7 * t1 * t2P * k * t5 * t3 * t3 + 2 * (t2 * t2)
* t3 * (t1 * t1) * t2P * t42kP * t7 * t7 + 2 * t42kP * t3 * t3 * t2P * k * t5 * t2 - 2 * t42kP * t1 * t3 * t3 * t2P * k * t2 + 2 * t42kP
* (t1 * t1) * t3 * t3 * t2P * k * t5 * t2 + 2 * t4P * t4 * t2P * t2 * t5 * t1P - 2 * t7 * t3P * t4 * t2P * t2 * t4P * t5 + t42kP * t2P
* (t2 * t2) * t5 * t5 * t3 * t3 * (t1 * t1) - t6 * t22kP * k * t4P + t42kP * t2P * t2 - 4 * t42kP * t1 * t6 * t2P * k * t2 * t7 * t3 - t4P
* t7 * t4 * t22kP * t2 * t6 - 2 * t42kP * t5 * t5 * (t1 * t1) * t2P * k * t2 * t3 + 2 * t42kP * t5 * t5 * t1 * t2P * t2 * t3 * t3 - 4 * t4P
* t5 * t1 * t22kP * t2 * t6 * t3 + t5 * t1P * t3 * t3 * t22kP * t2 * t6 * t1 - 4 * t4P * t7 * t1 * t2P * t2 * t5 * t1P * t3 - 2 * t4P * t7
* t1 * t2P * t2 * t5 * t1P * t4 + t4P * t4 * t22kP * t2 * t6 * (t1 * t1) + 2 * t7 * t3P * t4 * t22kP * t2 * t6 * t3 + 4 * t4P * t3 * t2P
* t2 * t5 * t1P * t1 + 2 * t4P * t3 * t2P * t2 * t7 * t3P + 2 * t4P * t3 * t3 * t2P * t2 * t5 * t1P * t1 + 4 * t4P * t3 * t2P * t2 * t5
* t1P - 2 * t42kP * t5 * t2P * k * t7 * t2 + 2 * (t2 * t2) * t7 * t7 * t32kP * t2P * t1 * (t4 * t4) - t42kP * t7 * t7 * t2P * k * t2 + 4
* t42kP * t3 * t2P * k * t7 * t2 - 2 * t42kP * t5 * t2P * k * t7 * t3 * t3 - t42kP * t6 * t2P * t2 - 2 * t42kP * t7 * t2P * t2 - t42kP
* t5 * t5 * t2P * k - t42kP * t7 * t7 * (t1 * t1) * t2P * k * t3 * t3 - 8 * (t2 * t2) * t3 * t42kP * t2P * t7 * t1 + 4 * t7 * t3P * t1 * t2P
* t2 * t4P - t42kP * (t1 * t1) * t6 * t2P * t2 * t3 * t3 - 2 * (t2 * t2) * t3 * t3 * t42kP * t2P * t7 * (t1 * t1) + 4 * t42kP * t7 * (t1
* t1) * t2P * t2 * t5 * t3 - 2 * t42kP * t1 * t6 * t2P * k * t2 * t7 - t42kP * (t1 * t1) * t6 * t2P * t2 - t42kP * (t1 * t1) * t3 * t3 * t2P
* k * t2 + 2 * t42kP * t1 * t6 * t2P * k * t2 * t3 * t3 + t42kP * t2P * (t2 * t2) * t5 * t6 * (t1 * t1) - 2 * t42kP * t7 * t1 * t2P * k * t6
* t3 * t3 - 4 * t42kP * t7 * t1 * t2P * k * t5 - 2 * t4P * t5 * t1 * t22kP * t2 * t6 * t3 * t3 * t4 - 2 * t42kP * (t1 * t1) * t6 * t2P * t2
* t3 - 2 * t7 * t7 * t3P * t3 * t2P * t2 * t4P + 2 * t42kP * t5 * t1 * t3 * t3 * t6 * t2P * t2 - 4 * t4P * t5 * t1 * t2P * t2 * t7 * t3P
+ 4 * t7 * t3P * t4 * t2P * t2 * t5 * t1P * t3 + 2 * t7 * t7 * t32kP * (t4 * t4) * t2P * t2 * t1 + 2 * t42kP * t2P * (t2 * t2) * t5 * t7
* (t1 * t1) + t5 * t1P * t1 * (t4 * t4) * t22kP * t2 * t6 + 2 * t42kP * t7 * (t1 * t1) * t2P * k + 2 * (t2 * t2) * t3 * t3 * t42kP * t2P
* t1 + 2 * t4P * t3 * t2P * t2 * t7 * t3P * (t1 * t1) + t42kP * t2P * k * t6 * (t1 * t1) + 2 * (t2 * t2) * t7 * t7 * t32kP * t2P * t1
+ 2 * t42kP * t2P * (t2 * t2) * t5 * t6 * t1 + 4 * t42kP * (t1 * t1) * t3 * t2P * k * t5 - 2 * t42kP * t3 * t3 * t2P * t2 * t7 * (t1 * t1) - t7
* t3P * t4 * t2P * t2 * t4P * t6 * (t1 * t1) * t3 - 2 * t7 * t7 * t3P * t4 * t2P * t2 * t4P * (t1 * t1) * t3 - 2 * t7 * t3P * t4 * t2P
* t2 * t4P * t5 * (t1 * t1) * t3 - t42kP * t7 * (t1 * t1) * t2P * k * t6 + 4 * t7 * t7 * t32kP * t4 * t2P * t2 * t1 + 4 * t42kP * t7 * t1
* t2P * t2 * t5 - 2 * t42kP * t5 * t2P * k * t6 * t1 - 2 * t7 * t3P * t4 * t2P * t2 * t4P * t6 * t1 * t3 - 2 * t42kP * (t1 * t1) * t6 * t2P
* k * t2 * t7 * t3 + 2 * t42kP * t3 * t2P * k * t6 - t42kP * t6 * t2P * k * t2 * t5 - 2 * t7 * t7 * t32kP * t4 * t2P * k - 2 * t42kP * t7
* t7 * t2P * k * t2 * t3 - 2 * t42kP * t5 * t2P * k * t7 * t2 * t3 * t3 - t7 * t3P * t4 * t2P * t2 * t4P * t6 - 2 * t7 * t3P * t2P * t2
* t4P * t5 - t42kP * t3 * t3 * t6 * t2P * t2 - 2 * t42kP * t3 * t3 * t6 * t2P * t2 * t1 + t5 * t5 * t12kP * t3 * t3 * (t4 * t4) * t2P
* t2 + t7 * t7 * t32kP * (t1 * t1) * t2P * t2 + 2 * t5 * t5 * t12kP * t3 * (t4 * t4) * t2P * t2 + 2 * (t2 * t2) * t3 * t42kP * t7 * t2P
* t6 + t7 * t3P * (t4 * t4) * t22kP * t2 * t6 * (t1 * t1) * t3 + 2 * (t2 * t2) * t3 * t3 * t1 * t2P * t42kP * t7 * t7 - 2 * t7 * t7 * t32kP
* t2P * k * t2 * t4 + 2 * t7 * t7 * t32kP * t4 * t2P * t2 * (t1 * t1) - t42kP * t2P * k * (t1 * t1) + 2 * (t2 * t2) * t1 * t6 * t2P * t42kP
* t7 - 2 * t5 * t5 * t12kP * t4 * t2P * k + 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 + 2 * t4P * t4 * t2P * (t2 * t2) * t5 * t1P
* t3 * t3 - 2 * t5 * t1P * t1 * t3 * (t4 * t4) * t2P * k * t7 * t3P * t2 - 2 * t4P * t1 * t3 * t3 * t2P * k * t5 * t1P - t6 * t22kP * t3 * t3
* k * t5 * t1P * (t4 * t4) + 4 * t4P * t5 * t1 * t2P * k * t2 * t7 * t3P + 2 * t4P * t5 * (t1 * t1) * t2P * k * t2 * t7 * t3P + t4P * t6
* t2P * k * t2 * t7 * t3P + 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t1 + t6 * t22kP * (t1 * t1) * t3 * t3 * k * t4P * t5 * t4 - 4 * t7 * t3P
* t2P * k * t2 * t4P * t1 - 2 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * (t1 * t1) + 4 * t5 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t2
+ 2 * t5 * t5 * t1P * t1 * t3 * t3 * t4 * t2P * k * t4P - 2 * t4P * t3 * t3 * t2P * k * t5 * t1P - 4 * t4P * t3 * t2P * k * t5 * t1P * t4 - 2
* t4P * t3 * t2P * k * t7 * t3P * t2 - 2 * t4P * t3 * t2P * k * t7 * t3P * t4 + 2 * (t2 * t2) * t7 * t3P * t2P * t4P + 4 * t4P * t5
* t5 * t2P * k * t1P * t3 * t1 + 2 * t7 * t3P * t1 * t4 * t2P * k * t4P * t6 + 4 * t7 * t3P * t1 * t4 * t2P * k * t4P * t5 + 4 * t7 * t7 * t3P
* t1 * t4 * t2P * k * t4P + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P + 2 * t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * t1 * t2 - (t2
* t2) * t7 * t3P * t2P * t4P * t6 * (t1 * t1) - 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t7 * t3P - 2 * t5 * t1P * t1 * t3 * t3 * t4 * t2P
* k * t4P - 2 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * (t1 * t1) - (t2 * t2) * t7 * t3P * t2P * t4P * t6 * t3 - 2 * (t2 * t2) * t7 * t3P
* t2P * t4P * t6 * t1 + 2 * t7 * t3P * t3 * t2P * (t2 * t2) * t5 * t1P * (t4 * t4) - 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * t1
+ 2 * t6 * t22kP * t1 * k * t4P * t7 + 2 * t6 * t22kP * t1 * k * t4P * t5 + 2 * t4P * t5 * (t1 * t1) * t2P * k * t2 * t7 * t3P * t3 - 4 * t7
* t3P * t1 * t4 * t2P * k * t5 * t1P * t2 - 4 * t7 * t3P * t1 * t4 * t2P * k * t5 * t1P - 4 * t5 * t1P * t4 * t2P * k * t2 * t7 * t3P - t6
* t22kP * (t1 * t1) * t3 * t3 * k * t4P * t4 - 4 * t6 * t22kP * t1 * t3 * k * t4P * t4 + 2 * t5 * t1P * t4 * t2P * k * t2 * t4P * t7 + 4 * t4P
* t5 * t4 * t2P * k * t2 * t7 * t3P * t1 - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t2 - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P
* t3 - 2 * t7 * t3P * t1 * (t4 * t4) * t2P * k * t5 * t1P + 4 * t4P * t5 * t5 * t4 * t2P * k * t1P * t2 * t3 - 2 * t4P * t7 * t3 * t3 * t2P
* (t2 * t2) * t5 * t1P * t4 * t1 + 2 * t7 * t7 * t3P * t3 * t4 * t2P * k * t4P * (t1 * t1) * t2 - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P * t3 - 4
* t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P * t4 * t1 + 2 * t7 * t3P * (t4 * t4) * t2P * (t2 * t2) * t5 * t1P + 4 * t5 * t1P * t1 * t3
* t4 * t2P * k * t4P * t7 + 4 * t5 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P + t4P * t6 * t2P * k * t2 * t7 * t3P * t3 - 2 * t6 * t22kP
* t3 * t3 * k * t5 * t1P * t4 + 2 * t4P * t5 * t5 * t2P * k * t1P * t4 * t1 + 4 * t4P * t5 * t2P * k * t7 * t3P * t1 * t3 - 2 * t5 * t5 * t12kP
* t3 * t2P * k * t2 + 2 * t7 * t3P * t4 * t2P * t2 * t4P - 2 * t4P * t7 * t1 * t2P * t2 * t5 * t1P - 2 * t5 * t1P * t1 * t3 * t2P * k
* t2 * t7 * t3P + 2 * t4P * t5 * t5 * t4 * t2P * k * t2 * t1P + 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t5 * t3 + 2 * t6 * t22kP
* (t1 * t1) * t3 * k * t4P * t7 * t4 + 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P * t5 * t4 + 2 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t5 * t4 - 2
* t6 * t2P * t2 * t3 * t1P * t1 * t4P * t5 - 4 * t4P * t1 * t3 * t2P * k * t5 * t1P - 4 * t4P * t1 * t3 * t2P * k * t7 * t3P - 2 * t5
* t1P * t1 * t3 * t3 * t2P * k * t2 * t4P - 2 * (t2 * t2) * t7 * t3P * t2P * t4P * t6 * t1 * t3 - 2 * t4P * t2P * (t2 * t2) * t5 * t3
* t7 * t3P * (t1 * t1) - t6 * t22kP * t3 * t3 * k * t4P - t6 * t22kP * t3 * t3 * k * t5 * t1P - 4 * t6 * t22kP * t3 * k * t5 * t1P * t4 - (t2
* t2) * t7 * t3P * t2P * t4P * t6 * (t1 * t1) * t3 - t4P * t6 * t2P * (t2 * t2) * t5 * t1P - 2 * t4P * t6 * t2P * (t2 * t2) * t5 * t1P
* t3 - 2 * t7 * t3P * t3 * t2P * k * t5 * t1P * (t4 * t4) - t4P * t7 * t22kP * t2 * t6 + 2 * t42kP * t5 * (t1 * t1) * t6 * t2P * t2 * t3 - t4P
* t5 * (t1 * t1) * t22kP * t2 * t6 * t3 * t3 * t4 + 4 * t42kP * t2P * (t2 * t2) * t5 * t5 * t3 * t1 - 2 * t42kP * t2P * t2 * t5 + t42kP
* (t1 * t1) * t3 * t3 * t2P * k * t6 + 4 * t42kP * (t1 * t1) * t2P * k * t2 * t7 * t3 - 4 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * t2 * t3 - 2
* t4P * t7 * (t1 * t1) * t22kP * t2 * t6 * t3 + t5 * t5 * t12kP * t2P * (t2 * t2) - t42kP * t2P * k * t2 + 4 * (t2 * t2) * t3 * t1 * t2P
* t42kP * t7 * t6 - t4P * t5 * (t1 * t1) * t22kP * t2 * t6 * t4 + (t2 * t2) * t3 * t3 * t42kP * t2P * (t1 * t1) - t7 * t3P * t4 * t2P
* t2 * t4P * t6 * (t1 * t1) - 4 * t4P * t7 * t7 * t1 * t2P * t2 * t3P + 4 * t42kP * t3 * t2P * k * t7 + t42kP * t5 * t6 * t2P * t2 + 2
* t42kP * t5 * t6 * t2P * t2 * t1 + 2 * t42kP * t5 * t6 * t2P * t2 * t3 + 4 * t42kP * t5 * t6 * t2P * t2 * t1 * t3 + 2 * t7 * t3P * t3 * t2P
* t2 * t5 * t1P + 4 * t7 * t3P * t4 * t2P * t2 * t4P * t1 * t3 + 2 * t4P * t3 * t3 * t22kP * t2 * t6 * t1 + t6 * t2P * t1P * k * t1 * t4P
* t5 - t5 * t5 * t12kP * t3 * t3 * t2P * k * t2 - 2 * t6 * t2P * t3 * t4 * t1P * t1 * t4P * t5 * t2 + 2 * t5 * t5 * t1P * t1 * t3 * t3 * t4 * t2P
* k * t4P * t2 + 4 * t7 * t3P * t4 * t2P * (t2 * t2) * t5 * t1P - 2 * t5 * t1P * t1 * t4 * t2P * k * t2 * t4P + t6 * t22kP * (t1 * t1)
* t4 * k * t4P * t5 - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P - 2 * t5 * t1P * t1 * t2P * k * t2 * t7 * t3P - 2 * t7 * t3P * t4 * t2P * k
* t4P - 2 * t5 * t1P * t1 * t3 * t2P * k * t7 * t3P + 2 * t7 * t7 * t3P * t4 * t2P * k * t4P - t5 * t1P * t1 * t6 * t2P * (t2 * t2)
* t4P * t4 + 2 * t6 * t22kP * t3 * k * t4P * t5 * t4 + 2 * t6 * t22kP * t3 * k * t4P * t7 * t4 - t6 * t22kP * t4 * k * t4P - 2 * t4P * t3
* t3 * t2P * k * t5 * t1P * t4 + 2 * t7 * t3P * t2P * (t2 * t2) * t5 * t1P + t6 * t22kP * (t1 * t1) * t3 * t3 * k * t4P * t7 + 2 * t4P
* t7 * t2P * k * t5 * t1P * t2 * t3 * t3 * t4 - 2 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t4 + 4 * t5 * t1P * t1 * t2P * (t2 * t2)
* t4P * t3 * t4 + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * (t4 * t4) + 4 * t7 * t7 * t3P * t2P * k * t2 * t4P * t1 * t4 + 2 * t4P
* t5 * t4 * t2P * k * t2 * t7 * t3P * (t1 * t1) + t7 * t3P * t4 * t2P * k * t4P * t6 + 2 * t4P * t7 * t1 * t2P * k * t5 * t1P + 4 * t4P
* t7 * t7 * t1 * t2P * k * t3P + 4 * t4P * t7 * t1 * t2P * k * t5 * t1P * t3 - 4 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 + t6
* t22kP * t4 * k * t4P * t7 + t6 * t22kP * t4 * k * t4P * t5 - 2 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 * t3 - 2 * t5 * t1P
* t1 * t2P * (t2 * t2) * t4P * t7 * t4 - 2 * t5 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P + 2 * t6 * t22kP * t1 * t4 * k * t4P * t7 + 2 * t7
* t7 * t3P * t2P * k * t4P - 2 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 - (t2 * t2) * t7 * t3P * t2P * t4P * t6 + 4 * t5 * t1P
* t3 * t2P * k * t2 * t4P * t7 + 4 * t5 * t5 * t1P * t3 * t2P * k * t2 * t4P - 2 * t7 * t3P * t2P * k * t2 * t4P + 2 * t4P * t5 * t5 * t4
* t2P * k * t2 * t1P * t1 - 2 * t4P * t1 * t4 * t6 * t2P * (t2 * t2) * t7 * t3P - t4P * (t1 * t1) * t4 * t6 * t2P * (t2 * t2) * t7 * t3P - 2
* t7 * t3P * t2P * k * t2 * t5 * t1P + 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 * t4P * (t1 * t1) * t3 * t2P * k * t7 * t3P - 4 * t4P * t1 * t3 * t2P * k * t7 * t3P
* t2 + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P * t3 * t3 * t4 + 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * t4 - 4 * t4P * t5 * t5
* t3 * t4 * t2P * (t2 * t2) * t1P + 4 * t4P * t7 * t7 * t1 * t2P * k * t3P * t3 + 2 * t4P * t7 * t1 * t2P * k * t5 * t1P * t3 * t3 - 2 * t7
* t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P + 2 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * (t1 * t1) - 2 * t4P * t7 * t3 * t3 * t2P
* (t2 * t2) * t5 * t1P - 4 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P * t4 - t6 * t22kP * k * t5 * t1P - t6 * t22kP * k * t7 * t3P - 2
* t6 * t22kP * t1 * (t4 * t4) * k * t7 * t3P + 2 * t5 * t1P * t1 * t3 * t3 * t4 * t2P * k * t4P * t7 + 2 * (t2 * t2) * t7 * t3P * t2P * t4P
* (t1 * t1) - 2 * t6 * t22kP * t3 * k * t5 * t1P - t6 * t22kP * t3 * k * t7 * t3P + 2 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P - 2 * t7
* t3P * t1 * (t4 * t4) * t2P * k * t5 * t1P * t2 + 2 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P + t6 * t22kP * (t1 * t1) * t3 * t3 * k * t4P
* t7 * t4 + t7 * t3P * t3 * t4 * t6 * t2P * k * t4P * (t1 * t1) * t2 + t6 * t22kP * t3 * t3 * k * t4P * t5 * t4 - t5 * t1P * t1 * t6 * t2P
* (t2 * t2) * t4P * t3 * t3 + t6 * t22kP * t3 * t3 * k * t4P * t7 * t4 - 2 * t6 * t22kP * t1 * t4 * k * t4P - t6 * t22kP * (t1 * t1) * t4
* k * t4P - 4 * t7 * t3P * t3 * t2P * k * t5 * t1P * t4 - 2 * t6 * t22kP * t3 * k * t4P - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P
* t2 * t3 - 2 * t5 * t1P * t4 * t2P * k * t2 * t4P - 2 * t5 * t1P * t1 * t2P * k * t2 * t4P + 4 * t5 * t5 * t1P * t1 * t3 * t2P * k * t2 * t4P
+ 4 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P * t1 * t3 + 2 * t7 * t7 * t3P * t3 * t2P * k * t4P + t7 * t3P * t2P * k * t4P * t6 - t6
* t22kP * (t1 * t1) * t3 * t3 * k * t4P - t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P - 4 * t6 * t22kP * t1 * t3 * k * t7 * t3P * t4 - 2 * t6
* t22kP * (t1 * t1) * t3 * k * t4P + 2 * (t2 * t2) * t3 * t4P * t2P * t7 * t3P * (t1 * t1) + 2 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P
* (t1 * t1) * t3 - 2 * t7 * t3P * (t4 * t4) * t2P * k * t5 * t1P + 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t1 + 2 * t7 * t7 * t3P
* t2P * k * t2 * t4P + 2 * t4P * t7 * t1 * t2P * k * t5 * t1P * t4 + 2 * t4P * t7 * t7 * (t1 * t1) * t2P * k * t3P + t7 * t3P * (t1
* t1) * t4 * t2P * k * t4P * t6 * t3 - 2 * t7 * t3P * t2P * k * t5 * t1P - 4 * t7 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t1 + 2
* t7 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t3 + t7 * t3P * t3 * t2P * k * t4P * t6 + t42kP * t2P * t2 * (t1 * t1) - 2 * t7 * t7
* t32kP * (t1 * t1) * t4 * t2P * k * t2 - 4 * (t2 * t2) * t3 * t3 * t42kP * t2P * t7 * t1 - t42kP * (t1 * t1) * t6 * t2P * k * t2 * t5 + 2
* t7 * t3P * t2P * t2 * t5 * t1P + 2 * t7 * t3P * t2P * t2 * t4P + 2 * t42kP * t5 * t2P * k * (t1 * t1) + t4P * t4 * t5 * t1P
* k * t1 * t6 * t2P * t2 + t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 * t3 * t2 + t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 * t3 + t4P
* t4 * t5 * t1P * k * t6 * t2P + 2 * t4P * t4 * t5 * t1P * k * t6 * t2P * t3 + t4P * t4 * t5 * t1P * k * t6 * t2P * t2 + t4P * t4 * t5
* t1P * k * t6 * t2P * t3 * t3 + 2 * t6 * t2P * t3 * t1P * k * t4P * t5 + 2 * t42kP * t5 * (t1 * t1) * t2P * k * t2 + t4P * t3 * t3 * t5
* t1P * k * t1 * t6 * t2P + 2 * t4P * t3 * t5 * t1P * k * t1 * t6 * t2P + 2 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 + t4P * t4
* t5 * t1P * k * t1 * t6 * t2P + t4P * t3 * t3 * t22kP * t2 * t6 * (t1 * t1) * t4 - t42kP * t3 * t3 * t6 * t2P * k * t7 + 2 * t7 * t3P * t1
* t22kP * t2 * t6 * t3 + 2 * t42kP * t5 * t3 * t3 * t2P * t2 * t7 + 2 * t4P * t2P * t2 * t5 * t1P * t1 + t42kP * t5 * (t1 * t1) * t3 * t3
* t6 * t2P * t2 + 4 * t7 * t3P * t4 * t2P * t2 * t4P * t1 + t42kP * t5 * t6 * t2P * t2 * t3 * t3 - 4 * t42kP * t5 * t5 * t2P * k * t1
* t3 - 2 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t5 * t3 + (t2 * t2) * (t1 * t1) * t2P * t42kP * t7 * t7 + t7 * t7 * t32kP * t2P * t2
+ 4 * t4P * t3 * t2P * t2 * t7 * t3P * t1 - t42kP * t6 * t2P * k * t7 - 4 * t42kP * t5 * t2P * k * t6 * t1 * t3 + 4 * t42kP * t2P
* (t2 * t2) * t5 * t3 * t3 * t7 * t1 - 2 * t42kP * t5 * t5 * t2P * k * t3 - t7 * t7 * t32kP * (t1 * t1) * t2P * k - 4 * t5 * t5 * t12kP * t4 * t2P
* k * t3 + 8 * t42kP * t1 * t3 * t2P * k * t5 + 2 * t4P * t4 * t5 * t1P * k * t1 * t6 * t2P * t3 * t2 + t4P * t5 * t1P * k * t6 * t2P + 2
* t4P * t3 * t5 * t1P * k * t1 * t6 * t2P * t2 + t4P * t3 * t3 * t5 * t1P * k * t1 * t6 * t2P * t2 + t6 * t2P * t2 * t1P * k * t4P * t5
+ t4P * t2 * t3 * t3 * t5 * t1P * k * t6 * t2P * t4 + 2 * t42kP * t3 * t3 * t2P * k * t7 + 2 * t5 * t1P * t3 * t3 * t4 * t22kP * t2 * t6 - 4
* t42kP * t7 * t1 * t2P * k * t6 * t3 - t4P * t6 * t3 * t2P * t2 * t7 * t3P * (t1 * t1) + 2 * t5 * t5 * t12kP * (t4 * t4) * t2P * (t2
* t2) * t3 - t4P * t6 * t3 * t3 * t2P * t2 * t5 * t1P - (t2 * t2) * t42kP * t2P * t6 + t42kP * t5 * (t1 * t1) * t6 * t2P * t2 - 4 * t42kP
* t3 * t6 * t2P * t2 * t1 - 4 * (t2 * t2) * t42kP * t2P * t5 * t1 + 4 * t42kP * t5 * t5 * t1 * t2P * t2 * t3 - t42kP * t5 * t5 * (t1 * t1)
* t2P * k * t2 * t3 * t3 - 4 * t4P * t5 * t5 * t3 * t2P * t2 * t1P - 2 * t4P * t5 * t3 * t2P * t2 * t7 * t3P + 4 * t42kP * t1 * t2P
* k * t2 * t7 + t5 * t5 * t12kP * t2P * (t2 * t2) * t3 * t3 - 2 * t42kP * t3 * t3 * t2P * t2 * t5 - t4P * t5 * t3 * t3 * t22kP * t2 * t6 * t4 - 2
* t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * (t1 * t1) + t42kP * t5 * t5 * t2P * t2 + (t2 * t2) * (t1 * t1) * t6 * t2P * t42kP * t7 - 4
* (t2 * t2) * t7 * t7 * t3P * t2P * t4P * t1 * t4 + 2 * t7 * t7 * t3P * t2P * k * t2 * t4P * (t1 * t1) * t4 + t6 * t22kP * t3 * t3 * k * t4P
* t5 + t6 * t22kP * t3 * t3 * k * t4P * t7 - 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P * t2 + 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P
* t7 * t2 - 2 * t4P * t5 * t5 * t2P * (t2 * t2) * t1P - 4 * t4P * t5 * t5 * t2P * (t2 * t2) * t1P * t3 - 2 * t4P * t5 * t5 * t2P * (t2
* t2) * t1P * t4 - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P * t2 * t3 - 2 * t7 * t3P * t3 * (t4 * t4) * t2P * k * t5 * t1P * t2 + 4 * t7 * t7
* t3P * t3 * t4 * t2P * k * t4P * t1 * t2 + 2 * t4P * t5 * t5 * t4 * t2P * k * t1P * t2 * t3 * t3 - 2 * t4P * t7 * t3 * t3 * t2P * (t2 * t2)
* t5 * t1P * t1 - 2 * t4P * t7 * t3 * t3 * t2P * (t2 * t2) * t5 * t1P * t4 + 4 * t4P * t5 * t1 * t2P * k * t2 * t7 * t3P * t3 - 4 * t5 * t5
* t1P * t1 * t2P * (t2 * t2) * t4P * t3 * t4 - 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P - 4 * t7 * t3P * t1 * t4 * t2P * k * t4P
* t2 - 2 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * (t1 * t1) * t4 - 4 * t4P * t3 * t4 * t2P * k * t2 * t5 * t1P - 2 * t4P * t3 * t3 * t4 * t2P
* k * t2 * t5 * t1P + 4 * t7 * t7 * t3P * t2P * k * t2 * t4P * t1 - t6 * t22kP * t3 * k * t7 * t3P * (t4 * t4) - 2 * t6 * t22kP * t3 * k * t5
* t1P * (t4 * t4) - t6 * t22kP * t3 * t3 * k * t4P * t4 + 4 * t7 * t7 * t3P * t2P * k * t2 * t4P * t1 * t3 - 2 * t5 * t1P * t1 * t2P * (t2
* t2) * t4P * t7 + 2 * t7 * t3P * t3 * t2P * (t2 * t2) * t5 * t1P + 4 * t7 * t3P * t3 * t2P * (t2 * t2) * t5 * t1P * t4 - 2 * t5 * t5 * t1P
* t1 * t2P * (t2 * t2) * t4P * t3 * t3 * t4 + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * (t4 * t4) * t3 - (t2 * t2) * t7 * t3P * t2P
* t4P * t6 * t4 - 2 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * t4 + 2 * t7 * t7 * t3P * t2P * k * t2 * t4P * (t1 * t1) * t3 + 2 * t7 * t7 * t3P
* t2P * k * t2 * t4P * t4 - 2 * t5 * t1P * (t4 * t4) * t2P * k * t2 * t7 * t3P + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t4P + 2 * t4P
* t5 * t2P * k * t7 * t3P * (t1 * t1) * t3 + 2 * t4P * t5 * t5 * t2P * k * t1P * t3 * t3 * t1 + 2 * t4P * t5 * t2P * k * t7 * t3P * t2 * t3
+ 2 * t4P * t5 * t5 * t2P * k * t1P * t1 + 2 * t4P * t5 * t2P * k * t7 * t3P * (t1 * t1) + 2 * t4P * t7 * t2P * k * t5 * t1P * t2 * t4
* t1 + 4 * t4P * t7 * t2P * k * t5 * t1P * t2 * t3 * t1 + 2 * t7 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P + 2 * t4P * t2P * (t2 * t2)
* t5 * t1P * t3 * t3 + 2 * t4P * t2P * (t2 * t2) * t5 * t1P + 4 * t4P * t2P * (t2 * t2) * t5 * t1P * t3 - 2 * t4P * t3 * t4 * t2P
* k * t2 * t7 * t3P + 2 * t4P * t5 * t2P * k * t7 * t3P * t4 * t3 - 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t7 * t3P * t2 - 2 * t5 * t1P * t1
* t3 * (t4 * t4) * t2P * k * t7 * t3P + t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t6 + 2 * t7 * t3P * t1 * t4 * t2P * k * t4P * t6 * t3
+ 2 * t7 * t3P * (t1 * t1) * t4 * t2P * k * t4P * t5 + 4 * t7 * t7 * t3P * t1 * t4 * t2P * k * t4P * t3 + 4 * t7 * t3P * t1 * t4 * t2P * k
* t4P * t5 * t3 + 2 * t4P * t5 * t4 * t2P * k * t2 * t7 * t3P * t3 - 2 * t4P * t2P * k * t5 * t1P * t2 - 2 * t4P * t2P * k * t5 * t1P - 2
* t4P * t2P * k * t7 * t3P - 2 * t4P * t2P * k * t5 * t1P * t4 + 2 * t4P * t7 * t2P * k * t5 * t1P - 4 * t4P * t2P * k * t7 * t3P
* t1 - t6 * t22kP * t1 * k * t5 * t1P - 2 * t6 * t22kP * t1 * k * t7 * t3P - t6 * t22kP * (t1 * t1) * k * t7 * t3P - t6 * t22kP * (t1
* t1) * k * t4P + t6 * t22kP * (t1 * t1) * k * t4P * t7 + t6 * t22kP * (t1 * t1) * k * t4P * t5 - 2 * t6 * t22kP * t1 * k * t4P - 2 * t7
* t3P * t4 * t2P * t2 * t4P * t5 * (t1 * t1) - 4 * t4P * t2P * (t2 * t2) * t5 * t3 * t7 * t3P * t1 + 2 * t4P * t7 * t3 * t3 * t4 * t2P
* k * t5 * t1P + t6 * t22kP * (t1 * t1) * t4 * k * t4P * t7 - 2 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P + t7 * t3P * t3 * t2P * k * t4P
* t6 * (t1 * t1) - 4 * t5 * t1P * t1 * t3 * t4 * t2P * k * t4P + 2 * t4P * t7 * t2P * k * t5 * t1P * t2 * t1 + 4 * t4P * t7 * t2P * k * t5
* t1P * t2 * t3 * t4 - 4 * t4P * t7 * t3 * t2P * (t2 * t2) * t5 * t1P * t1 - t6 * t22kP * t1 * (t4 * t4) * k * t5 * t1P + 2 * t4P * t7 * t7
* t3 * t4 * t2P * k * t3P * t2 + 2 * t4P * t5 * t5 * t2P * k * t1P * t2 + 2 * t4P * t5 * t5 * t2P * k * t1P + 2 * t4P * t5 * t2P * k
* t7 * t3P + 4 * t4P * t5 * t5 * t2P * k * t1P * t3 + 2 * t4P * t5 * t5 * t2P * k * t1P * t4 + 4 * t4P * t5 * t2P * k * t7 * t3P * t1
+ 2 * t4P * t5 * t2P * k * t7 * t3P * t2 + 2 * t4P * t5 * t2P * k * t7 * t3P * t4 + 2 * (t2 * t2) * t3 * t4P * t2P * t7 * t3P - 2 * t4P
* t5 * t5 * t2P * (t2 * t2) * t1P * t3 * t3 - 2 * t5 * t1P * t1 * t3 * t3 * t4 * t2P * k * t4P * t2 + 4 * (t2 * t2) * t3 * t4P * t2P * t7
* t3P * t1 + 4 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P * t4 * t3 + 2 * t7 * t3P * t3 * t2P * k * t4P * t6 * t1 - 2 * t4P * t7 * t4
* t2P * (t2 * t2) * t5 * t1P + 2 * t4P * t7 * t7 * (t1 * t1) * t2P * k * t3P * t3 - 4 * t5 * t1P * t3 * t2P * k * t2 * t4P + 2 * t5 * t1P
* t1 * t2P * (t2 * t2) * t4P * t3 * t3 - t6 * t22kP * (t1 * t1) * (t4 * t4) * k * t7 * t3P + 2 * t5 * t1P * t1 * t2P * (t2 * t2) * t7 * t3P
* t3 - 2 * t4P * t2P * k * t5 * t1P * t4 * t1 - 4 * (t2 * t2) * t7 * t3P * t2P * t4P * t5 * t1 * t4 + 4 * t6 * t22kP * t1 * t3 * k * t4P
* t5 * t4 + 4 * t6 * t22kP * t1 * t3 * k * t4P * t7 * t4 - 2 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t4 - 2 * t6 * t22kP * t1 * t3 * k * t7 * t3P
* (t4 * t4) - 2 * t6 * t22kP * t1 * t3 * k * t5 * t1P * (t4 * t4) - 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P * t4 + 2 * t5 * t1P * t2P * k * t2
* t4P * t7 + 2 * t7 * t7 * t3P * t2P * k * t2 * t4P * t3 + 2 * t6 * t22kP * t3 * k * t4P * t7 + 2 * t6 * t22kP * t3 * k * t4P * t5 - 2 * (t2
* t2) * t7 * t7 * t3P * t2P * t4P * t3 - 4 * (t2 * t2) * t7 * t7 * t3P * t2P * t4P * t1 - 2 * t6 * t22kP * t1 * t3 * t3 * k * t5 * t1P
* t4 + 2 * t6 * t22kP * t1 * t4 * k * t4P * t5 - 2 * t4P * t1 * t4 * t6 * t2P * (t2 * t2) * t7 * t3P * t3 - t4P * t4 * t6 * t2P * (t2 * t2)
* t5 * t1P - 2 * t4P * t4 * t6 * t2P * (t2 * t2) * t5 * t1P * t3 + 2 * t5 * t1P * t3 * t3 * t2P * k * t4P * t7 - 2 * t6 * t22kP * (t1
* t1) * t4 * k * t7 * t3P - 4 * t7 * t3P * t4 * t2P * k * t5 * t1P - 2 * t7 * t3P * t2P * k * t2 * t4P * (t1 * t1) - 2 * t4P * t7 * t2P
* (t2 * t2) * t5 * t1P - 2 * t4P * t5 * t5 * t3 * t3 * t4 * t2P * (t2 * t2) * t1P - 4 * t7 * t3P * t3 * t4 * t2P * k * t5 * t1P * t2 + 4 * t6
* t22kP * t1 * t3 * k * t4P * t7 + 4 * t6 * t22kP * t1 * t3 * k * t4P * t5 + 2 * t4P * t4 * t2P * (t2 * t2) * t5 * t1P + 4 * t4P * t4
* t2P * (t2 * t2) * t5 * t1P * t3 - t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P * (t4 * t4) + 4 * t5 * t1P * t3 * t2P * k * t4P * t7 + 2
* t6 * t22kP * (t1 * t1) * t3 * k * t4P * t7 + 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P * t5 + 2 * t6 * t22kP * (t1 * t1) * t3 * k * t4P * t5
+ 2 * t6 * t22kP * t1 * t3 * t3 * k * t4P * t7 + 2 * (t2 * t2) * t7 * t3P * t2P * t4P * t4 - 2 * t7 * t7 * t3P * t3 * t4 * t2P * (t2 * t2)
* t4P * (t1 * t1) - 4 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t5 * t1 - t4P * (t1 * t1) * t4 * t6 * t2P * (t2 * t2) * t7 * t3P
* t3 - 2 * t5 * t1P * t3 * t2P * k * t2 * t7 * t3P - 2 * t7 * t3P * t3 * t4 * t2P * (t2 * t2) * t4P * t5 * (t1 * t1) - 2 * (t2 * t2) * t7 * t3P
* t2P * t4P * t5 * (t1 * t1) * t4 - 2 * t6 * t22kP * (t1 * t1) * t3 * k * t7 * t3P * t4 - t4P * t7 * (t1 * t1) * t22kP * t2 * t6 * t3 * t3
* t4 + 2 * t7 * t3P * t6 * t2P * k * t2 * t4P * t1 * t4 + 2 * t5 * t5 * t1P * t1 * t3 * t3 * t2P * k * t2 * t4P - 2 * (t2 * t2) * t7 * t7 * t3P
* t2P * t4P * t4 + 2 * t7 * t3P * t4 * t2P * t2 * t4P * t3 - 2 * t4P * t5 * t5 * t4 * t2P * t2 * t1P - 2 * t4P * t7 * t4 * t2P * t2
* t5 * t1P - 2 * t5 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P - 4 * t5 * t1P * t3 * t4 * t2P * t2 * t4P * t7 * t1 - 4 * t5 * t5 * t1P * t3
* t4 * t2P * t2 * t4P * t1 - 2 * t5 * t5 * t1P * t2P * t2 * t4P + 2 * t5 * t1P * t3 * t3 * t4 * t22kP * t2 * t6 * t1 + 2 * t5 * t5 * t12kP
* t2P * (t2 * t2) * t3 - 2 * t5 * t1P * t3 * t3 * t2P * t2 * t4P * t7 - 4 * t5 * t1P * t3 * t4 * t2P * t2 * t4P * t7 - 2 * (t2 * t2) * t3
* t42kP * t2P * t6 * (t1 * t1) - t4P * t7 * t3 * t3 * t4 * t22kP * t2 * t6 - t5 * t5 * t12kP * t3 * t3 * t2P * k - t4P * t5 * t22kP
* t2 * t6 + 4 * t42kP * t3 * t2P * k * t5 * t2 - 4 * (t2 * t2) * t3 * t42kP * t2P * t7 * (t1 * t1) + t7 * t3P * t22kP * t2 * t6 - 4 * t42kP
* t3 * t3 * t2P * t2 * t7 * t1 + 4 * (t2 * t2) * t7 * t7 * t32kP * t2P * t1 * t4 + 4 * t7 * t3P * t4 * t22kP * t2 * t6 * t1 * t3 - 4 * t42kP
* t7 * t1 * t2P * t2 + 4 * t42kP * t1 * t3 * t2P * k * t6 - 4 * t42kP * t7 * t2P * k * t5 * t1 * t2 * t3 * t3 - 2 * (t2 * t2) * t3 * t3 * t42kP
* t2P * t6 * t1 + t42kP * t2P * (t2 * t2) * t5 * t5 * (t1 * t1) + t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t6 * (t1 * t1) - 2 * t42kP
* t7 * t7 * t2P * k * t1 * t2 * t3 * t3 - t42kP * t7 * t7 * t2P * k * (t1 * t1) * t2 * t3 * t3 - 2 * t42kP * t7 * (t1 * t1) * t2P * k * t5 * t3
* t3 + t42kP * t2P * (t2 * t2) * t5 * t5 * t3 * t3 - t42kP * t7 * t7 * t3 * t3 * t2P * k + t7 * t3P * (t4 * t4) * t22kP * t2 * t6 - 2 * t4P
* t7 * t1 * t22kP * t2 * t6 * t3 * t3 - 2 * t42kP * t1 * t2P * k * t2 - 4 * t42kP * t2P * (t2 * t2) * t5 * t3 * (t1 * t1) - 2 * t4P * t5 * t1
* t22kP * t2 * t6 * t3 * t3 + 2 * t42kP * t7 * t2P * t2 * t5 - 2 * t4P * t7 * t1 * t22kP * t2 * t6 * t3 * t3 * t4 + t5 * t1P * t22kP * t2
* t6 * (t4 * t4) + t42kP * t2P * k * t6 + 2 * (t2 * t2) * t3 * t42kP * t2P + (t2 * t2) * t42kP * t2P * (t1 * t1) - t42kP * t3 * t3
* t2P * k + t42kP * t2P * (t2 * t2) * t5 * t5 + 2 * (t2 * t2) * t42kP * t2P * t1 + (t2 * t2) * t3 * t3 * t42kP * t2P - 2 * t42kP
* t5 * t5 * t2P * k * t1 + 2 * t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t6 * t1 + (t2 * t2) * t3 * t3 * (t1 * t1) * t2P * t42kP * t7 * t6 - t42kP
* t5 * t5 * (t1 * t1) * t2P * k * t2 + t42kP * t6 * t2P * k * t2 * t3 * t3 - 2 * t42kP * t5 * t2P * k * t7 - 2 * t4P * t7 * (t1 * t1) * t22kP
* t2 * t6 * t3 * t4 - t7 * t7 * t32kP * t2P * k * t2 * (t1 * t1) - 4 * t4P * t7 * t1 * t22kP * t2 * t6 * t3 - 4 * t42kP * t3 * t2P * t2 * t5 - t7
* t7 * t32kP * (t1 * t1) * (t4 * t4) * t2P * k * t2 + 2 * t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t7 - t42kP * (t1 * t1) * t6 * t2P * k
* t2 * t5 * t3 * t3 + 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * t3 * (t1 * t1) + 2 * t42kP * t2P * (t2 * t2) * t5 * t3 * t6 + 4 * t42kP * t3 * t2P
* k * t5 + 2 * t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t7 * (t1 * t1) + 2 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P * t1 + 2 * t4P * t2P
* t2 * t5 * t1P + 2 * t7 * t3P * t4 * t22kP * t2 * t6 * (t1 * t1) * t3 + 2 * t5 * t5 * t12kP * t3 * t2P * t2 + 2 * t42kP * t7 * (t1 * t1)
* t2P * t2 * t5 * t3 * t3 - 4 * (t2 * t2) * t3 * t42kP * t2P * t7 + t42kP * t7 * t7 * (t1 * t1) * t2P * t2 * t3 * t3 + t7 * t3P * (t4 * t4)
* t22kP * t2 * t6 * t3 - 2 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * t2 * t3 * t3 - 4 * t42kP * t3 * t2P * t2 * t7 + 2 * (t2 * t2) * t3 * (t1
* t1) * t2P * t42kP * t7 * t6 - 2 * t42kP * t7 * t1 * t2P * k * t6 - 2 * t42kP * t5 * t5 * t1 * t2P * k * t2 + 2 * t7 * t7 * t32kP * t1
* t2P * t2 + 2 * t7 * t3P * t4 * t2P * t2 * t4P * (t1 * t1) * t3 - 4 * t42kP * t5 * t1 * t2P * t2 + t42kP * (t1 * t1) * t6 * t2P * k
* t2 + (t2 * t2) * t7 * t7 * t32kP * t2P - 2 * t4P * t5 * t5 * t3 * t3 * t2P * t2 * t1P + t5 * t5 * t12kP * t2P * t2 - 2 * t42kP * t7
* t7 * t1 * t2P * k - t42kP * t5 * t5 * t2P * k * t3 * t3 + 4 * t7 * t3P * t4 * t22kP * t2 * t6 * t1 + 2 * t42kP * t2P * t2 * t1 + 2 * t42kP
* t1 * t6 * t2P * k * t2 - 2 * t42kP * t5 * t2P * k * t6 * (t1 * t1) * t3 + 2 * t42kP * t5 * t5 * t1 * t2P * t2 + t5 * t1P * t22kP * t2
* t6 * t1 + 2 * t5 * t5 * t12kP * t4 * t2P * (t2 * t2) * t3 * t3 + t42kP * t3 * t3 * t2P * t2 * (t1 * t1) - 4 * t7 * t7 * t32kP * t1 * t4 * t2P
* k * t2 + 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * t1 - 2 * t4P * t7 * t3 * t4 * t22kP * t2 * t6 - t5 * t5 * t12kP * (t4 * t4) * t2P * k * t2
+ 2 * t4P * t5 * t5 * t2P * k * t1P * t3 * t3 * t4 + t4P * t3 * t4 * t6 * t2P * k * t7 * t3P - t4P * t6 * t2P * (t2 * t2) * t5 * t1P
* t3 * t3 + 2 * t5 * t5 * t1P * t3 * t3 * t2P * k * t2 * t4P + 2 * t5 * t1P * t3 * t3 * t2P * k * t2 * t4P * t7 - 2 * t6 * t22kP * t1 * t4 * k
* t5 * t1P - 4 * t6 * t22kP * t1 * t4 * k * t7 * t3P + t7 * t3P * (t1 * t1) * t2P * k * t4P * t6 + t42kP * t6 * t2P * k * t2 + t42kP
* t5 * t5 * (t1 * t1) * t2P * t2 * t3 * t3 - 2 * t4P * t5 * t1 * t22kP * t2 * t6 * t4 + t7 * t3P * t3 * t22kP * t2 * t6 + t42kP * t7 * t7
* t2P * t2 + 4 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 * (t1 * t1) - 4 * t42kP * t3 * t3 * t2P * t2 * t5 * t1 + 2 * t42kP * t7 * t7 * (t1
* t1) * t2P * t2 * t3 - 2 * t5 * t5 * t12kP * t3 * t2P * k * t2 * (t4 * t4) + t7 * t3P * (t1 * t1) * t22kP * t2 * t6 + 2 * t42kP * t3 * t2P
* t2 - 8 * t42kP * t3 * t2P * t2 * t5 * t1 + 2 * t42kP * t7 * t6 * t2P * t2 * t3 + 2 * t42kP * t7 * t6 * t2P * t2 * t1 + t6 * t2P * t3 * t3
* t1P * k * t4P * t5 + 2 * t42kP * t7 * t7 * t1 * t2P * t2 * t3 * t3 + t4P * t2 * t3 * t3 * t5 * t1P * k * t6 * t2P + 2 * t4P * t2 * t3
* t5 * t1P * k * t6 * t2P * t4 + 2 * t4P * t2 * t3 * t5 * t1P * k * t6 * t2P - 4 * t42kP * t7 * t2P * k * t5 * t1 * t2 + 4 * t4P * t3 * t22kP
* t2 * t6 * t1 + 4 * (t2 * t2) * t3 * t1 * t2P * t42kP * t7 * t7 - t42kP * (t1 * t1) * t2P * k * t2 + t42kP * t7 * (t1 * t1) * t6 * t2P
* t2 + 4 * t42kP * t7 * t1 * t3 * t6 * t2P * t2 - t4P * t7 * t22kP * t2 * t6 * t3 * t3 - t6 * t2P * t2 * t3 * t3 * t1P * t1 * t4P * t5 - 2
* t7 * t7 * t32kP * t2P * k * t2 * t1 + 4 * t5 * t1P * t3 * t4 * t2P * t2 * t4P * t1 - 2 * t4P * t7 * t2P * t2 * t5 * t1P - 2 * t4P
* t7 * t7 * t2P * t2 * t3P - 4 * t42kP * t3 * t2P * t2 * t5 * (t1 * t1) + 2 * t42kP * (t1 * t1) * t6 * t2P * k * t2 * t3 + 4 * t5 * t5 * t12kP
* t4 * t2P * (t2 * t2) * t3 + t42kP * t3 * t3 * t2P * t2 - 4 * (t2 * t2) * t42kP * t2P * t7 * t1 + t42kP * t5 * t5 * (t1 * t1) * t2P
* t2 - 2 * t42kP * t7 * t2P * k * t5 * (t1 * t1) * t2 - t42kP * t5 * t2P * k * t6 * (t1 * t1) - 2 * t5 * t5 * t12kP * t3 * t2P * k - t42kP
* t5 * t2P * k * t6 * (t1 * t1) * t3 * t3 - 2 * t4P * t7 * t7 * (t1 * t1) * t2P * t2 * t3P + 2 * t7 * t3P * (t4 * t4) * t2P * t2 * t5 * t1P
* t3 + 2 * (t2 * t2) * t7 * t7 * t32kP * t2P * t4 + (t2 * t2) * t42kP * t6 * t2P * t7 - t7 * t7 * t32kP * (t1 * t1) * (t4 * t4) * t2P
* k + (t2 * t2) * t42kP * t7 * t7 * t2P - 2 * t42kP * t5 * t5 * t2P * k * t1 * t3 * t3 - 2 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P * t7
+ 2 * t4P * t3 * t22kP * t2 * t6 * (t1 * t1) - t42kP * t6 * t2P * k * t2 * t7 * t3 * t3 - t6 * t2P * t2 * t4 * t1P * t1 * t4P * t5 + 4 * t5
* t5 * t12kP * t3 * t4 * t2P * t2 + t42kP * t2P * (t2 * t2) * t5 * t6 + 2 * t42kP * t3 * t3 * t2P * t2 * t1 + 2 * t42kP * t7 * t7 * t2P
* t2 * t3 + 4 * t42kP * t3 * t2P * t2 * t1 + 2 * t5 * t1P * t1 * t4 * t22kP * t2 * t6 + 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * t3 * t3 * t1
+ (t2 * t2) * t3 * t3 * (t1 * t1) * t2P * t42kP * t7 * t7 + (t2 * t2) * t42kP * t2P - t42kP * t5 * t2P * k * t6 - t4P * t5 * (t1 * t1)
* t22kP * t2 * t6 * t3 * t3 - 2 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P * t7 * t1 - 2 * t5 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P * t1 - t42kP
* t7 * t7 * (t1 * t1) * t2P * k - 2 * t5 * t5 * t12kP * t3 * t3 * t2P * k * t2 * t4 - t7 * t7 * t32kP * t2P * k * t2 + 2 * t42kP * (t1 * t1)
* t3 * t2P * k * t6 - 2 * t7 * t7 * t32kP * t1 * t2P * k - 4 * t42kP * t7 * t7 * t2P * k * t1 * t2 * t3 - 2 * t5 * t5 * t12kP * t4 * t2P * k
* t2 - 4 * t5 * t1P * t3 * t2P * t2 * t4P * t7 - t5 * t5 * t12kP * t2P * k + 2 * t42kP * t5 * t2P * k - t5 * t5 * t12kP * t2P * k
* t2 - 2 * t4P * t6 * t3 * t2P * t2 * t7 * t3P * t1 - t6 * t2P * t4P * t2 * t5 * t1P - t6 * t2P * t4P * t2 * t7 * t3P - t6 * t2P
* t4P * t2 * t5 * t1P * t4 + t4P * t2 * t5 * t1P * k * t1 * t6 * t2P + t7 * t3P * (t4 * t4) * t22kP * t2 * t6 * (t1 * t1) + 4 * t42kP
* t1 * t3 * t3 * t2P * k * t7 - t42kP * t5 * t5 * t2P * k * t2 * t3 * t3 + 2 * t4P * t4 * t2P * t2 * t5 * t1P * t1 - 2 * t42kP * t5 * t2P
* k * t6 * t3 + 4 * (t2 * t2) * t3 * t42kP * t2P * t1 - 2 * t42kP * t3 * t2P * k - 2 * t7 * t7 * t32kP * (t1 * t1) * t4 * t2P * k + 4 * t42kP
* t2P * (t2 * t2) * t5 * t3 * t6 * t1 - 2 * t42kP * t7 * t7 * (t1 * t1) * t2P * k * t3 - 2 * t42kP * t7 * (t1 * t1) * t2P * t2 - t42kP * t5
* t2P * k * t6 * t3 * t3 + 2 * t7 * t3P * (t4 * t4) * t22kP * t2 * t6 * t1 * t3 + t5 * t1P * t22kP * t2 * t6 - 4 * t42kP * t1 * t3 * t2P
* k * t2 + 2 * (t2 * t2) * t3 * t42kP * t2P * (t1 * t1) + 2 * t5 * t1P * t3 * t22kP * t2 * t6 + 2 * t7 * t7 * t32kP * t4 * t2P * t2 + 2 * t7
* t3P * t4 * t22kP * t2 * t6 * (t1 * t1) + t4P * t4 * t22kP * t2 * t6 + 4 * t42kP * (t1 * t1) * t3 * t2P * k * t5 * t2 - 2 * t5 * t5 * t12kP
* (t4 * t4) * t2P * k * t3 + 2 * t42kP * t7 * (t1 * t1) * t3 * t6 * t2P * t2 + 2 * t42kP * t7 * t1 * t3 * t3 * t6 * t2P * t2 + t42kP * t7
* (t1 * t1) * t3 * t3 * t6 * t2P * t2 + 4 * t42kP * t5 * t1 * t2P * k * t2 + t4P * t3 * t3 * t22kP * t2 * t6 - 2 * t42kP * (t1 * t1) * t3
* t2P * k * t2 - 2 * t4P * t5 * (t1 * t1) * t2P * t2 * t7 * t3P * t3 + (t2 * t2) * t3 * t3 * t42kP * t7 * t7 * t2P - 2 * t4P * t7 * t22kP
* t2 * t6 * t3 - 2 * t42kP * t7 * t7 * t2P * k * (t1 * t1) * t2 * t3 + 2 * t42kP * t2P * k * t6 * t1 - 2 * t4P * t7 * t1 * t2P * t2 * t5 * t1P
* t3 * t3 - 4 * t4P * t7 * t7 * t1 * t2P * t2 * t3P * t3 - t4P * t7 * (t1 * t1) * t22kP * t2 * t6 * t4 + 2 * t7 * t3P * (t4 * t4) * t2P
* t2 * t5 * t1P * t3 * t1 + 4 * t7 * t3P * t4 * t2P * t2 * t5 * t1P * t3 * t1 + 2 * t7 * t3P * (t4 * t4) * t2P * t2 * t5 * t1P * t1 + 4 * t7
* t3P * t4 * t2P * t2 * t5 * t1P - 2 * t42kP * t3 * t2P * k * t2 + (t2 * t2) * t7 * t7 * t32kP * t2P * (t1 * t1) * (t4 * t4) + 2 * t7
* t3P * t1 * t2P * t2 * t5 * t1P * t3 + 2 * t7 * t3P * (t1 * t1) * t2P * t2 * t4P - 2 * t42kP * t7 * (t1 * t1) * t2P * k * t6 * t3 - 2
* (t2 * t2) * t42kP * t2P * t7 * (t1 * t1) + 4 * t5 * t1P * t3 * t4 * t2P * t2 * t4P - 4 * t42kP * t2P * (t2 * t2) * t5 * t3 + 2 * t42kP
* t1 * t3 * t3 * t2P * k * t6 - t42kP * (t1 * t1) * t3 * t3 * t2P * k + t5 * t1P * t3 * t3 * (t4 * t4) * t22kP * t2 * t6 + 2 * t42kP * t6
* t2P * k * t2 * t3 - t4P * t5 * (t1 * t1) * t22kP * t2 * t6 + t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t6 + 4 * t42kP * t7 * t1 * t2P
* t2 * t5 * t3 * t3 + 2 * (t2 * t2) * t3 * t42kP * t7 * t7 * t2P - 2 * t4P * t5 * (t1 * t1) * t22kP * t2 * t6 * t3 - t42kP * t7 * t7 * t2P
* k * (t1 * t1) * t2 + t5 * t5 * t12kP * t2P * t2 * (t4 * t4) + 2 * t42kP * t2P * (t2 * t2) * t5 * t3 * t6 * (t1 * t1) - (t2 * t2) * t3 * t3 * t42kP
* t2P * t6 + t4P * t22kP * t2 * t6 + 4 * t42kP * t1 * t3 * t3 * t2P * k * t5 + 2 * t7 * t3P * t1 * t2P * t2 * t5 * t1P + 2 * t42kP
* t3 * t3 * t2P * k * t5 - 2 * t42kP * t6 * t2P * k * t2 * t5 * t3 + 2 * t42kP * t3 * t3 * t2P * k * t7 * t2 - 2 * t42kP * t5 * t5 * t2P * k
* (t1 * t1) * t3 + 4 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 + 2 * t7 * t3P * (t4 * t4) * t22kP * t2 * t6 * t1 - t42kP * t7 * t7 * t2P
* k - 2 * t4P * t7 * t1 * t22kP * t2 * t6 - 2 * (t2 * t2) * t42kP * t2P * t7 - t5 * t5 * t12kP * (t4 * t4) * t2P * k * t3 * t3 + 2 * (t2 * t2)
* t7 * t7 * t32kP * t2P * (t1 * t1) * t4 + t5 * t1P * t3 * t3 * t22kP * t2 * t6 + 2 * t7 * t3P * t4 * t22kP * t2 * t6 + 2 * t4P * t3 * t3
* t22kP * t2 * t6 * t1 * t4 - 4 * t5 * t5 * t12kP * t3 * t2P * k * t2 * t4 - 2 * t42kP * t5 * t2P * k * t6 * t1 * t3 * t3 - 8 * t42kP * t7 * t1
* t2P * k * t5 * t3 - 2 * t42kP * t3 * t6 * t2P * k * t7 - t42kP * t3 * t3 * t2P * k * t2 - 2 * t7 * t3P * t4 * t2P * t2 * t4P * t5 * t3
+ t42kP * (t1 * t1) * t6 * t2P * k * t2 * t3 * t3 + 2 * t4P * t3 * t22kP * t2 * t6 + 2 * t4P * t4 * t22kP * t2 * t6 * t1 - 4 * t42kP * t5
* t2P * k * t7 * t3 - 2 * t4P * t6 * t3 * t2P * t2 * t5 * t1P - t4P * t6 * t3 * t2P * t2 * t7 * t3P - 2 * t4P * t5 * t5 * t1 * t2P * t2
* t1P * t3 * t3 - 4 * t4P * t5 * t1 * t2P * t2 * t7 * t3P * t3 - 2 * t7 * t7 * t32kP * t1 * (t4 * t4) * t2P * k + 2 * (t2 * t2) * t3 * t3 * t1
* t2P * t42kP * t7 * t6 - t42kP * t6 * t2P * k * t2 * t7 - 4 * t42kP * t5 * t2P * k * t7 * t2 * t3 - 2 * t42kP * (t1 * t1) * t3 * t2P
* k - 4 * t42kP * t1 * t3 * t2P * k - 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t1 - t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P * t6 - 2 * t4P
* t7 * t7 * (t1 * t1) * t2P * t2 * t3P * t3 + 4 * t5 * t1P * t3 * t4 * t22kP * t2 * t6 + (t2 * t2) * t7 * t7 * t32kP * t2P * (t1 * t1) - 2
* t4P * t5 * (t1 * t1) * t2P * t2 * t7 * t3P + 2 * t42kP * t2P * (t2 * t2) * t5 * t7 - 2 * t42kP * t2P * k * t1 + 2 * t42kP * t2P
* k * t7 + 4 * t42kP * t1 * t2P * k * t2 * t7 * t3 * t3 + 8 * t42kP * t1 * t3 * t2P * k * t7 - 2 * t42kP * t3 * t6 * t2P * t2 + t5 * t5 * t12kP
* t3 * t3 * t2P * t2 - t7 * t7 * t32kP * t2P * k + 2 * t42kP * t2P * (t2 * t2) * t5 * t5 * t3 - 4 * (t2 * t2) * t3 * t42kP * t2P * t6
* t1 - 2 * t4P * t5 * t3 * t22kP * t2 * t6 * t4 - 4 * t42kP * t7 * t7 * t1 * t2P * k * t3 - 2 * t4P * t7 * t1 * t22kP * t2 * t6 * t4 + 2 * t42kP
* (t1 * t1) * t3 * t3 * t2P * k * t5 - t42kP * t6 * t2P * k * t2 * t5 * t3 * t3 - t42kP * t2P * k + t4P * t3 * t3 * t22kP * t2 * t6 * (t1
* t1) + 2 * t4P * t3 * t22kP * t2 * t6 * (t1 * t1) * t4 + 2 * t7 * t3P * t1 * t22kP * t2 * t6 + 4 * t4P * t3 * t22kP * t2 * t6 * t1 * t4 - t7
* t7 * t32kP * (t4 * t4) * t2P * k - 2 * (t2 * t2) * t42kP * t2P * t5 - t42kP * t5 * t5 * t2P * k * (t1 * t1) * t3 * t3 + 8 * t42kP
* t1 * t2P * k * t2 * t7 * t3 + 2 * t5 * t1P * t3 * t22kP * t2 * t6 * t1 - t5 * t5 * t12kP * (t4 * t4) * t2P * k - 2 * t42kP * t1 * t6 * t2P
* k * t2 * t7 * t3 * t3 - 4 * t42kP * t1 * t6 * t2P * k * t2 * t5 * t3 + t42kP * t7 * t7 * t2P * t2 * t3 * t3 - 2 * t7 * t7 * t3P * t4 * t2P * t2
* t4P + 2 * t5 * t1P * t3 * t3 * t4 * t2P * t2 * t4P - 2 * t7 * t3P * t1 * t6 * t2P * t4P * t2 - t7 * t3P * (t1 * t1) * t6 * t2P * t4P
* t2 + t42kP * t7 * t6 * t2P * t2 + 2 * t42kP * t3 * t2P * t2 * (t1 * t1) + 2 * t42kP * t7 * (t1 * t1) * t2P * t2 * t5 + t7 * t3P * (t1
* t1) * t22kP * t2 * t6 * t3 + 8 * t42kP * t2P * (t2 * t2) * t5 * t3 * t7 * t1 - 2 * t4P * t5 * t5 * t1 * t2P * t2 * t1P - 2 * t7 * t3P
* t4 * t2P * t2 * t4P * t6 * t1 - 4 * t7 * t7 * t3P * t4 * t2P * t2 * t4P * t1 + 4 * t42kP * t5 * t3 * t2P * t2 * t7 - 2 * t5 * t1P * t3
* t4 * t2P * t2 * t4P * t6 - 4 * t5 * t5 * t1P * t3 * t4 * t2P * t2 * t4P - 2 * t42kP * t1 * t6 * t2P * t2 + 2 * t7 * t3P * t4 * t2P
* t2 * t4P * (t1 * t1) - 2 * t4P * t5 * (t1 * t1) * t22kP * t2 * t6 * t3 * t4 + t4P * t22kP * t2 * t6 * (t1 * t1) + 4 * t42kP * t7 * t7
* t1 * t2P * t2 * t3 - 4 * t4P * t5 * t1 * t22kP * t2 * t6 * t3 * t4 - 2 * t42kP * t5 * (t1 * t1) * t2P * t2 + 2 * t5 * t1P * t3 * (t4 * t4)
* t22kP * t2 * t6 - 2 * t42kP * t7 * t7 * t3 * t2P * k - 2 * t42kP * t1 * t6 * t2P * k * t2 * t5 + t7 * t7 * t32kP * (t4 * t4) * t2P * t2 - 2
* t4P * t5 * t1 * t22kP * t2 * t6 + t7 * t7 * t32kP * (t4 * t4) * t2P * t2 * (t1 * t1) - 2 * t42kP * t5 * t5 * t1 * t2P * k * t2 * t3 * t3 - t42kP
* (t1 * t1) * t6 * t2P * k * t2 * t7 * t3 * t3 - t42kP * (t1 * t1) * t6 * t2P * k * t2 * t7 + 4 * t42kP * t1 * t6 * t2P * k * t2 * t3 + 2 * t42kP
* (t1 * t1) * t2P * k * t2 * t7 * t3 * t3 - t6 * t2P * t3 * t3 * t4 * t1P * t1 * t4P * t5 * t2 - t4P * t5 * t2 * t1P * t1 * t6 * t2P + 4 * t42kP
* (t1 * t1) * t3 * t2P * k * t7 + 2 * t42kP * t5 * t2P * k * t2 - t42kP * t5 * t5 * t2P * k * (t1 * t1) - 8 * t42kP * t7 * t2P * k * t5
* t1 * t2 * t3 - 4 * t42kP * t5 * t5 * t1 * t2P * k * t2 * t3 + t42kP * t7 * t7 * (t1 * t1) * t2P * t2 - t4P * t7 * (t1 * t1) * t22kP * t2
* t6 * t3 * t3 - t7 * t7 * t32kP * t2P * k * t2 * (t4 * t4) - 4 * t7 * t7 * t32kP * t1 * t4 * t2P * k + 8 * t42kP * t7 * t1 * t2P * t2 * t5
* t3 + 2 * t5 * t1P * t3 * (t4 * t4) * t22kP * t2 * t6 * t1 + (t2 * t2) * t3 * t3 * t42kP * t7 * t2P * t6 - t4P * t5 * t4 * t22kP * t2 * t6 - 2
* t42kP * t2P * (t2 * t2) * t5 * t3 * t3 + 2 * t42kP * t7 * t7 * t1 * t2P * t2 - t42kP * t5 * t5 * t2P * k * t2 + t5 * t1P * t3 * t3 * (t4
* t4) * t22kP * t2 * t6 * t1 - 4 * t42kP * t3 * t2P * t2 * t7 * (t1 * t1) + t5 * t5 * t12kP * (t4 * t4) * t2P * (t2 * t2) * t3 * t3 - 2 * t42kP
* t1 * t3 * t3 * t2P * k - 4 * t7 * t7 * t3P * t4 * t2P * t2 * t4P * t1 * t3 + 2 * t42kP * t5 * t5 * t3 * t2P * t2 - t42kP * t7 * (t1 * t1)
* t2P * k * t6 * t3 * t3 - 2 * (t2 * t2) * t3 * t3 * t42kP * t2P * t7 + 2 * t4P * t3 * t3 * t2P * t2 * t5 * t1P - 2 * t7 * t7 * t3P * t4 * t2P
* t2 * t4P * (t1 * t1) + 4 * t42kP * t5 * t2P * k * t1 - t7 * t3P * t4 * t2P * t2 * t4P * t6 * t3 - 4 * t7 * t3P * t4 * t2P * t2 * t4P
* t5 * t1 * t3 + 4 * t42kP * t2P * (t2 * t2) * t5 * t7 * t1 - 4 * t42kP * t2P * (t2 * t2) * t5 * t3 * t3 * t1 + 2 * t4P * t22kP * t2 * t6
* t1 + 2 * t4P * t3 * t22kP * t2 * t6 * t4 - 2 * t4P * t5 * t3 * t22kP * t2 * t6) / (1 + t2) / t2 * 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)
if (k > 0) test <- abs(a26/a[2,6])
a[2,6] <- a[2,6] + a26
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
##A27
test <- 100.0
k <- 0
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)
a27 <- -(1 + t1) * t6 * t2P * (-k * t3P - k * t3P * t4 + t4P * k + t4P * k * t3 + t3P * t2 + t3P * t2 * t4 - t4P * t2 - t4P * t2 * t3) / (1
+ t2) / t2 / (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(a27/a[2,7])
a[2,7] <- a[2,7] + a27
k <- k+1
}
if (k == maximumIteration) {
return(list("flag"=1))
break
}
#}
a
}
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