\documentclass{article}$

\usepackage{amsmath,amssymb}$

\sloppy$

\begin{document}$

This output from the file \texttt{program13\_3.red}.\\$

Computation of a local chart at the canonical structure on the real Lie Algebra$

USD {\mathcal{G}}_{6,m5}.USD$

\smallskip  \par $

Commutation relations for$

USD {\mathcal{G}}_{6,m5}:USD\\$

USD[x(1),x(3)]=x(5)USD;$

USD[x(1),x(4)]=x(6)USD;$

USD[x(2),x(3)]= - x(6)USD;$

USD[x(2),x(4)]=x(5)USD;$

\P$

Nonzero torsion$

\par$

\par Simultaneous resolution of the nonzero torsion equations and the matrix$

equation USD J^2 = -I . USD$

Suppose first USDxi(1,5) \neq 0USD.$

\\ Then one first gets$

\\ from equation USD45|1USD :$

USDxi(1,6):=-xi(2,5)USD$

\\ and then from equation USD36|2USD : USD xi(2,6)**2 = -xi(2,5)**2USD, hence$

USDxi(2,6):=0,xi(2,5):=0,xi(1,6):=0USD$

But then from equation USD35|1USD : USD xi(1,5)=0USD  a contradiction$

Hence USD xi(1,5)USD has to be USD 0 USD$

\\ USD xi(1,5):=0USD$

\par With these values, \textit{Reduce} computes again all equations.$

then, one gets from  equation USD45|2USD :$

\\ USD xi(2,5):=0USD$

\\ and from equation USD46|1USD :$

\\ USD xi(1,6):=0USD$

\par With these values, \textit{Reduce} computes again all equations.$

then, one gets from  equation USD36|2USD :$

\\ USD xi(2,6):=0USD$

Suppose now USDxi(4,6) \neq 0USD.$

\\ Then one first gets$

\\ from equation USD26|4USD : which reads USD (xi(4,5)-xi(3,6))xi(4,6)=0USD$

USDxi(4,5):=xi(3,6)USD$

\\ and then from equation USD16|4USD$

which reads USD xi(4,6)$**2 + xi(4,5)xi(3,6)=0USD$

: USD xi(4,6)**2 = -xi(3,6)**2USD, hence$

USDxi(4,6):=0,xi(3,6):=0USD$

  a contradiction$

Hence USD xi(4,6)USD has to be USD 0 USD$

\\ USD xi(4,6):=0USD$

\par With these values, \textit{Reduce} computes again all equations.$

then, one gets from  equation USD25|4USD :$

\\ USD xi(4,5):=0USD$

\\ and from equation USD26|6USD :$

\\ USD xi(3,6):=0USD$

\par With these values, \textit{Reduce} computes again all equations.$

then, one gets from  equation USD15|3USD :$

\\ USD xi(3,5):=0USD$

\par With these values, \textit{Reduce} computes again all equations.$

Then the 5x5 entry in  USD J**2 USD  is $

USD  {J**2}^5_5=xi(5,5)**2 + xi(6,5)*xi(5,6);USD\\$

Hence USD xi(5,6)xi(6,5)\neq 0 USD$

and USD xi(5,6) =(-1-xi(5,5)**2)/xi(6,5). USD$

\\ USD xi(5,6):= - (xi(5,5)**2 + 1)/xi(6,5)USD$

Moreover, the 5x6 entry in  USD J**2 USD  is $

USD  (xi(5,5) + xi(6,6))*xi(5,6);USD hence\\$

\\ USD xi(6,6):= - xi(5,5)USD$

\par With these values, \textit{Reduce} computes again all equations.$

Then the 6x1 entry in  USD J**2 USD  gives $

\\ USD xi(5,1):=( - xi(6,4)*xi(4,1) - xi(6,3)*xi(3,1) - xi(6,2)*xi(2,1) + xi(6,1
)*xi(5,5) - xi(6,1)*xi(1,1))/xi(6,5)USD$

and the 6x2 entry in  USD J**2 USD  gives $

\\ USD xi(5,2):=( - xi(6,4)*xi(4,2) - xi(6,3)*xi(3,2) + xi(6,2)*xi(5,5) - xi(6,2
)*xi(2,2) - xi(6,1)*xi(1,2))/xi(6,5)USD$

and the 6x3 entry in  USD J**2 USD  gives $

\\ USD xi(5,3):=( - xi(6,4)*xi(4,3) + xi(6,3)*xi(5,5) - xi(6,3)*xi(3,3) - xi(6,2
)*xi(2,3) - xi(6,1)*xi(1,3))/xi(6,5)USD$

and the 6x4 entry in  USD J**2 USD  gives $

\\ USD xi(5,4):=(xi(6,4)*xi(5,5) - xi(6,4)*xi(4,4) - xi(6,3)*xi(3,4) - xi(6,2)*
xi(2,4) - xi(6,1)*xi(1,4))/xi(6,5)USD$

From the trace of USD JUSD, we get:$

\\ USD xi(4,4):= - (xi(3,3) + xi(2,2) + xi(1,1))USD$

\\ \textbf{Case} USDxi(2,1) \neq 0 \\USD$

\par With these values, \textit{Reduce} computes again all equations.$

Then the 1x1 entry in  USD J**2 USD  gives $

\\ USD xi(1,2):= - (xi(4,1)*xi(1,4) + xi(3,1)*xi(1,3) + xi(1,1)**2 + 1)/xi(2,1)
USD$

and the 2x1 entry in  USD J**2 USD  gives $

\\ USD xi(1,1):= - (xi(4,1)*xi(2,4) + xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1))/xi(2,1)
USD$

and the 2x3 entry in  USD J**2 USD  gives $

\\ USD xi(1,3):= - (xi(4,3)*xi(2,4) + xi(3,3)*xi(2,3) + xi(2,3)*xi(2,2))/xi(2,1)
USD$

and the 2x4 entry in  USD J**2 USD  gives $

\\ USD xi(1,4):=( - xi(4,1)*xi(2,4)**2 - xi(3,4)*xi(2,3)*xi(2,1) + xi(3,3)*xi(2,
4)*xi(2,1) - xi(3,1)*xi(2,4)*xi(2,3) - xi(2,4)*xi(2,2)*xi(2,1))/xi(2,1)**2USD$

\par With these values, \textit{Reduce} computes again all equations.$

Then the 4x1 entry in  USD J**2 USD  gives $

\\ USD xi(4,2):=( - xi(4,3)*xi(3,1) + xi(4,1)*xi(3,3) + xi(4,1)*xi(2,2))/xi(2,1)
USD$

\par With these values, \textit{Reduce} computes again all equations.$

Then the 3x1 entry in  USD J**2 USD  gives $

\\ USD xi(3,2):=( - xi(4,1)*xi(3,4)*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,4) - xi(3,3)*
xi(3,1)*xi(2,1) + xi(3,1)**2*xi(2,3) + xi(3,1)*xi(2,2)*xi(2,1))/xi(2,1)**2USD\\$

The 4x4 entry in  USD J**2 USD  reads $

USD(xi(4,3)*xi(2,1)- xi(4,1)*xi(2,3))(xi(3,4)*xi(2,1) -xi(3,1)*xi(2,4))$

+(xi(3,3)*xi(2,1) - xi(3,1)*xi(2,3))**2)/xi(2,1)**2 =-1USD$

Hence the case USD(xi(3,4)*xi(2,1)- xi(3,1)*xi(2,4)) =0USD is impossible$

Then we get :$

\\ USD xi(4,3):=(xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,1)*xi(2,4)*xi(2,
3) - xi(3,3)**2*xi(2,1)**2 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) - xi(3,1)**2*xi(2
,3)**2 - xi(2,1)**2)/(xi(2,1)*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4)))USD$

At this stage, we definitely have USDJ^2= -1 USD.$

Torsion equations to cancel (Latex output) : \\USD$

{1,2}|5\\( - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)**2*xi(2,1)**3 + 2*xi(6,5)*xi(5,5)*
xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(
2,1)**4 - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,1) + xi(6,5)*xi(5,5
)*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,4)*xi(3,3)*xi(3,1)*
xi(2,1)**3 + xi(6,5)*xi(5,5)*xi(3,4)*xi(3,1)**2*xi(2,3)*xi(2,1)**2 + xi(6,5)*xi(
5,5)*xi(3,4)*xi(3,1)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(5,5)*xi(3,3)*xi(3,1)**2*xi(
2,4)*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(3,1)**3*xi(2,4)*xi(2,3)*xi(2,1) - xi(6,5)*
xi(5,5)*xi(3,1)**2*xi(2,4)*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(4,1)**2*xi(3,4)**2*xi
(2,4)*xi(2,1)**2 + 2*xi(6,5)*xi(4,1)**2*xi(3,4)*xi(3,1)*xi(2,4)**2*xi(2,1) - xi(
6,5)*xi(4,1)**2*xi(3,1)**2*xi(2,4)**3 - xi(6,5)*xi(4,1)*xi(3,4)**2*xi(2,2)*xi(2,
1)**3 - 2*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(6,5)*
xi(4,1)*xi(3,4)*xi(3,3)*xi(2,1)**4 + 2*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,4
)*xi(2,3)*xi(2,1) + 2*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**2
 + xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**3 + 2*xi(6,5)*xi(4,1)*xi(3,3
)*xi(3,1)**2*xi(2,4)**2*xi(2,1) + xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1
)**3 - 2*xi(6,5)*xi(4,1)*xi(3,1)**3*xi(2,4)**2*xi(2,3) - xi(6,5)*xi(4,1)*xi(3,1)
**2*xi(2,4)**2*xi(2,2)*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2
,1)**2 - xi(6,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(3,4)*xi
(3,1)**2*xi(2,3)*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi(3,1)*xi(2,1)**3 - xi(6,
5)*xi(3,3)**2*xi(3,1)**2*xi(2,4)*xi(2,1)**2 - xi(6,5)*xi(3,3)**2*xi(3,1)*xi(2,1)
**4 + 2*xi(6,5)*xi(3,3)*xi(3,1)**3*xi(2,4)*xi(2,3)*xi(2,1) + xi(6,5)*xi(3,3)*xi(
3,1)**2*xi(2,4)*xi(2,2)*xi(2,1)**2 + 2*xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,3)*xi(2,1
)**3 - xi(6,5)*xi(3,1)**4*xi(2,4)*xi(2,3)**2 - xi(6,5)*xi(3,1)**3*xi(2,4)*xi(2,3
)*xi(2,2)*xi(2,1) - xi(6,5)*xi(3,1)**3*xi(2,3)**2*xi(2,1)**2 - xi(6,5)*xi(3,1)*
xi(2,1)**4 - xi(5,5)**2*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,1)**3 + xi(5,5)**2*xi(4,1)*
xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**2 - xi(5,5)**2*xi(4,1)*xi(3,4)*xi(2,2)*xi(2,1)
**3 + xi(5,5)**2*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(5,5)**2*xi(4,1)
*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(5,5)**2*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,2)
*xi(2,1)**2 - xi(5,5)**2*xi(3,4)*xi(3,1)*xi(2,1)**4 - xi(5,5)**2*xi(3,3)**2*xi(3
,1)*xi(2,1)**3 + 2*xi(5,5)**2*xi(3,3)*xi(3,1)**2*xi(2,3)*xi(2,1)**2 - xi(5,5)**2
*xi(3,1)**3*xi(2,3)**2*xi(2,1) + xi(5,5)**2*xi(3,1)**2*xi(2,4)*xi(2,1)**3 - xi(5
,5)**2*xi(3,1)*xi(2,1)**3 - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,1)**3 + xi(4,1)*xi(3,4)
*xi(3,1)*xi(2,3)*xi(2,1)**2 - xi(4,1)*xi(3,4)*xi(2,2)*xi(2,1)**3 + xi(4,1)*xi(3,
3)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(
4,1)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**2 - xi(3,4)*xi(3,1)*xi(2,1)**4 - xi(3,3)**
2*xi(3,1)*xi(2,1)**3 + 2*xi(3,3)*xi(3,1)**2*xi(2,3)*xi(2,1)**2 - xi(3,1)**3*xi(2
,3)**2*xi(2,1) + xi(3,1)**2*xi(2,4)*xi(2,1)**3 - xi(3,1)*xi(2,1)**3)/(xi(6,5)*xi
(3,4)*xi(2,1)**4 - xi(6,5)*xi(3,1)*xi(2,4)*xi(2,1)**3)\\$

{1,2}|6\\( - xi(6,5)*xi(4,1)*xi(3,4)**2*xi(2,1)**3 + 2*xi(6,5)*xi(4,1)*xi(3,4)*
xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(6,5)*xi(4,1)*xi(3,4)*xi(2,1)**4 - xi(6,5)*xi(4,1
)*xi(3,1)**2*xi(2,4)**2*xi(2,1) + xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,1)**3 - 
xi(6,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,1)**3 + xi(6,5)*xi(3,4)*xi(3,1)**2*xi(2,3)*
xi(2,1)**2 + xi(6,5)*xi(3,4)*xi(3,1)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(3,3)*xi(3,1
)**2*xi(2,4)*xi(2,1)**2 - xi(6,5)*xi(3,1)**3*xi(2,4)*xi(2,3)*xi(2,1) - xi(6,5)*
xi(3,1)**2*xi(2,4)*xi(2,2)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,1)
**3 + xi(5,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(3,
4)*xi(2,2)*xi(2,1)**3 + xi(5,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(
5,5)*xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(5,5)*xi(4,1)*xi(3,1)*xi(2,4
)*xi(2,2)*xi(2,1)**2 - xi(5,5)*xi(3,4)*xi(3,1)*xi(2,1)**4 - xi(5,5)*xi(3,3)**2*
xi(3,1)*xi(2,1)**3 + 2*xi(5,5)*xi(3,3)*xi(3,1)**2*xi(2,3)*xi(2,1)**2 - xi(5,5)*
xi(3,1)**3*xi(2,3)**2*xi(2,1) + xi(5,5)*xi(3,1)**2*xi(2,4)*xi(2,1)**3 - xi(5,5)*
xi(3,1)*xi(2,1)**3 + xi(4,1)**2*xi(3,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(4,1)**2*xi(
3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(4,1)**2*xi(3,1)**2*xi(2,4)**2*xi(2,3) 
- xi(4,1)*xi(3,4)**2*xi(2,1)**4 + 2*xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2
,1)**2 + xi(4,1)*xi(3,4)*xi(3,3)*xi(2,2)*xi(2,1)**3 - 2*xi(4,1)*xi(3,4)*xi(3,1)
**2*xi(2,3)**2*xi(2,1) + 2*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(4,1)*
xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**2 - xi(4,1)*xi(3,4)*xi(2,1)**3 - 2*xi(4
,1)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)
*xi(2,2)*xi(2,1)**2 + 2*xi(4,1)*xi(3,1)**3*xi(2,4)*xi(2,3)**2 - xi(4,1)*xi(3,1)
**2*xi(2,4)**2*xi(2,1)**2 + xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) +
 xi(4,1)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(3,4)*xi(3,3)*xi(3,1)*xi(2,1)**4 + xi(3,
4)*xi(3,1)**2*xi(2,3)*xi(2,1)**3 + xi(3,3)**2*xi(3,1)**2*xi(2,3)*xi(2,1)**2 + xi
(3,3)**2*xi(3,1)*xi(2,2)*xi(2,1)**3 - 2*xi(3,3)*xi(3,1)**3*xi(2,3)**2*xi(2,1) + 
xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,1)**3 - 2*xi(3,3)*xi(3,1)**2*xi(2,3)*xi(2,2)*xi(
2,1)**2 + xi(3,1)**4*xi(2,3)**3 - xi(3,1)**3*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(3,1
)**3*xi(2,3)**2*xi(2,2)*xi(2,1) + xi(3,1)**2*xi(2,3)*xi(2,1)**2 + xi(3,1)*xi(2,2
)*xi(2,1)**3)/(xi(3,4)*xi(2,1)**4 - xi(3,1)*xi(2,4)*xi(2,1)**3)\\$

{1,3}|5\\( - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**2 + xi(6,5)*xi(5,5
)*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,1) + xi(6,5)*xi(5,5)*xi(3,4)*xi(3,3)*xi(2,1)**
3 - xi(6,5)*xi(5,5)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(3,4)
*xi(2,2)*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(6,
5)*xi(5,5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(6,5)*xi(5,5)*xi(3,1)*xi(2,4)*
xi(2,2)*xi(2,1)**2 + xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**2 - xi(6,5
)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,3)*xi(3
,1)*xi(2,4)**2*xi(2,1) + xi(6,5)*xi(4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,3) + xi(6,5)
*xi(3,4)*xi(3,3)*xi(2,2)*xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi
(2,1)**2 + xi(6,5)*xi(3,4)*xi(2,1)**3 + xi(6,5)*xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,
1)**2 + xi(6,5)*xi(3,3)**2*xi(2,1)**4 - 2*xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(
2,3)*xi(2,1) - xi(6,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**2 - 2*xi(6,5)*xi
(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 + xi(6,5)*xi(3,1)**3*xi(2,4)*xi(2,3)**2 + xi(6,
5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + xi(6,5)*xi(3,1)**2*xi(2,3)**2*xi
(2,1)**2 + xi(6,5)*xi(2,1)**4 - xi(5,5)**2*xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 + 
xi(5,5)**2*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(5,5)**2*xi(3,4)*xi(2,1)
**4 + xi(5,5)**2*xi(3,3)**2*xi(2,1)**3 - 2*xi(5,5)**2*xi(3,3)*xi(3,1)*xi(2,3)*xi
(2,1)**2 + xi(5,5)**2*xi(3,1)**2*xi(2,3)**2*xi(2,1) - xi(5,5)**2*xi(3,1)*xi(2,4)
*xi(2,1)**3 + xi(5,5)**2*xi(2,1)**3 - xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(4,
1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,4)*xi(2,1)**4 + xi(3,3)**2*xi(2,1)**3 
- 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**2 + xi(3,1)**2*xi(2,3)**2*xi(2,1) - xi(3,1)
*xi(2,4)*xi(2,1)**3 + xi(2,1)**3)/(xi(6,5)*xi(3,4)*xi(2,1)**3 - xi(6,5)*xi(3,1)*
xi(2,4)*xi(2,1)**2)\\$

{1,3}|6\\( - xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**2 + xi(6,5)*xi(4,1)*xi(3,1
)*xi(2,4)**2*xi(2,1) + xi(6,5)*xi(3,4)*xi(3,3)*xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(3
,1)*xi(2,3)*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi(2,2)*xi(2,1)**3 - xi(6,5)*xi(3,3)*xi
(3,1)*xi(2,4)*xi(2,1)**2 + xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(6,5)*
xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 
+ xi(5,5)*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(5,5)*xi(3,4)*xi(2,1)**4 +
 xi(5,5)*xi(3,3)**2*xi(2,1)**3 - 2*xi(5,5)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**2 + 
xi(5,5)*xi(3,1)**2*xi(2,3)**2*xi(2,1) - xi(5,5)*xi(3,1)*xi(2,4)*xi(2,1)**3 + xi(
5,5)*xi(2,1)**3 - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1)**2 + xi(4,1)*xi(3,4)*
xi(3,1)*xi(2,3)**2*xi(2,1) + xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - 
xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)**2 + xi(3,4)*xi(3,3)*xi(2,1)**4 - xi(3,4)*xi(
3,1)*xi(2,3)*xi(2,1)**3 - xi(3,3)**2*xi(3,1)*xi(2,3)*xi(2,1)**2 - xi(3,3)**2*xi(
2,2)*xi(2,1)**3 + 2*xi(3,3)*xi(3,1)**2*xi(2,3)**2*xi(2,1) - xi(3,3)*xi(3,1)*xi(2
,4)*xi(2,1)**3 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**2 - xi(3,1)**3*xi(2,
3)**3 + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi
(2,1) - xi(3,1)*xi(2,3)*xi(2,1)**2 - xi(2,2)*xi(2,1)**3)/(xi(3,4)*xi(2,1)**3 - 
xi(3,1)*xi(2,4)*xi(2,1)**2)\\$

{1,4}|5\\(xi(6,5)*xi(5,5)*xi(3,4)*xi(2,1)**2 + xi(6,5)*xi(5,5)*xi(2,1)**3 + xi(6
,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)**2 + xi(6,
5)*xi(3,4)*xi(2,2)*xi(2,1)**2 + xi(6,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1) + xi(6,5
)*xi(3,3)*xi(2,1)**3 - xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3) - xi(6,5)*xi(3,1)*xi(2
,4)*xi(2,2)*xi(2,1) - xi(6,5)*xi(3,1)*xi(2,3)*xi(2,1)**2 + xi(5,5)**2*xi(3,3)*xi
(2,1)**2 + xi(5,5)**2*xi(2,2)*xi(2,1)**2 + xi(3,3)*xi(2,1)**2 + xi(2,2)*xi(2,1)
**2)/(xi(6,5)*xi(2,1)**2)\\$

{1,4}|6\\(xi(6,5)*xi(3,4)*xi(2,1)**2 + xi(6,5)*xi(2,1)**3 + xi(5,5)*xi(3,3)*xi(2
,1)**2 + xi(5,5)*xi(2,2)*xi(2,1)**2 - xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1) + xi(4,1)*
xi(3,1)*xi(2,4)*xi(2,3) + xi(3,4)*xi(2,1)**3 - xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) -
 xi(3,3)*xi(2,2)*xi(2,1)**2 + xi(3,1)**2*xi(2,3)**2 - xi(3,1)*xi(2,4)*xi(2,1)**2
 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,1)**2)/xi(2,1)**2\\$

{2,3}|5\\(xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1)**3 - xi(6,5)*xi(5,5
)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*
xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(
2,2)*xi(2,1)**3 + xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**4 + xi(6,5)*
xi(5,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 + xi(6,5)*xi(5,5)*xi(4,1)*
xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,1)*xi(2,4)*
xi(2,3)*xi(2,1)**3 + xi(6,5)*xi(5,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 
- xi(6,5)*xi(5,5)*xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(
3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,4)*xi(2,2)**2*xi(
2,1)**4 - xi(6,5)*xi(5,5)*xi(3,4)*xi(2,1)**4 - xi(6,5)*xi(5,5)*xi(3,3)**2*xi(3,1
)*xi(2,4)*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,3)**2*xi(2,1)**5 + xi(6,5)*xi(5,5)*
xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + 2*xi(6,5)*xi(5,5)*xi(3,3)*xi(3,1
)*xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(5,5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1
)**2 - xi(6,5)*xi(5,5)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3 + xi(6,5)*xi(5,5)*xi(3,1
)*xi(2,4)*xi(2,2)**2*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(2,1)**5 + xi(6,5)*xi(4,1)**
2*xi(3,4)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - 2*xi(6,5)*xi(4,1)**2*xi(3,4)*xi(3,1)*
xi(2,4)**2*xi(2,3)*xi(2,1) + xi(6,5)*xi(4,1)**2*xi(3,1)**2*xi(2,4)**3*xi(2,3) + 
xi(6,5)*xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,2)*xi(2,1)**3 + 2*xi(6,5)*xi(4,1)*xi(3,4
)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*
xi(2,4)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1)**4 
- 2*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1) - 3*xi(6,5)*xi
(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(4,1)*xi(3,
4)*xi(3,1)*xi(2,3)**2*xi(2,1)**3 - xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**3 - 
2*xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,1) - xi(6,5)*xi(4,1
)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1
)*xi(2,4)*xi(2,3)*xi(2,1)**3 + 2*xi(6,5)*xi(4,1)*xi(3,1)**3*xi(2,4)**2*xi(2,3)**
2 + 2*xi(6,5)*xi(4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,2)*xi(2,1) + xi(6,5)*xi
(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1)**2 + xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)
**2*xi(2,1)**2 + xi(6,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 + xi
(6,5)*xi(3,4)*xi(3,3)*xi(2,2)**2*xi(2,1)**4 + xi(6,5)*xi(3,4)*xi(3,3)*xi(2,1)**4
 - xi(6,5)*xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi
(3,1)*xi(2,3)*xi(2,2)**2*xi(2,1)**3 + xi(6,5)*xi(3,3)**2*xi(3,1)**2*xi(2,4)*xi(2
,3)*xi(2,1)**2 + xi(6,5)*xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 + xi(6,5)
*xi(3,3)**2*xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(3,3)**2*xi(2,2)*xi(2,1)**5 -
 2*xi(6,5)*xi(3,3)*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1) - 3*xi(6,5)*xi(3,3)*xi(
3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - 2*xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,3
)**2*xi(2,1)**3 - xi(6,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**3 - xi(6,5
)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**3 - 2*xi(6,5)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)
*xi(2,1)**4 + xi(6,5)*xi(3,1)**4*xi(2,4)*xi(2,3)**3 + 2*xi(6,5)*xi(3,1)**3*xi(2,
4)*xi(2,3)**2*xi(2,2)*xi(2,1) + xi(6,5)*xi(3,1)**3*xi(2,3)**3*xi(2,1)**2 + xi(6,
5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)**2*xi(2,1)**2 + xi(6,5)*xi(3,1)**2*xi(2,4)
*xi(2,3)*xi(2,1)**2 + xi(6,5)*xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**3 + xi(6,5)
*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(6,
5)*xi(2,2)*xi(2,1)**5 + xi(5,5)**2*xi(3,4)*xi(3,3)*xi(2,1)**5 + xi(5,5)**2*xi(3,
4)*xi(2,2)*xi(2,1)**5 - xi(5,5)**2*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**4 - xi(5,5)
**2*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 + xi(3,4)*xi(3,3)*xi(2,1)**5 + xi(3,4)*xi
(2,2)*xi(2,1)**5 - xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**4 - xi(3,1)*xi(2,4)*xi(2,2)*
xi(2,1)**4)/(xi(6,5)*xi(3,4)*xi(2,1)**5 - xi(6,5)*xi(3,1)*xi(2,4)*xi(2,1)**4)\\$

{2,3}|6\\(xi(6,5)*xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1)**3 - xi(6,5)*xi(4,1)*xi(3,4
)*xi(3,3)*xi(2,4)*xi(2,1)**3 - xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*
xi(2,1)**2 - xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(4,1
)*xi(3,4)*xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1
)**2 + xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(4,1)*
xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**3 + xi(6,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(
2,1)**3 - xi(6,5)*xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi(
3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(2,2)**2*xi(2,1)**4 - xi(6,5
)*xi(3,4)*xi(2,1)**4 - xi(6,5)*xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(6,5)*
xi(3,3)**2*xi(2,1)**5 + xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + 
2*xi(6,5)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3
)*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3 + xi(6,5)*xi(3,1
)*xi(2,4)*xi(2,2)**2*xi(2,1)**3 - xi(6,5)*xi(2,1)**5 + xi(5,5)*xi(3,4)*xi(3,3)*
xi(2,1)**5 + xi(5,5)*xi(3,4)*xi(2,2)*xi(2,1)**5 - xi(5,5)*xi(3,3)*xi(3,1)*xi(2,4
)*xi(2,1)**4 - xi(5,5)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 - xi(4,1)**2*xi(3,4)**
2*xi(2,3)**2*xi(2,1)**2 + 2*xi(4,1)**2*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)**2*xi(2,1
) - xi(4,1)**2*xi(3,1)**2*xi(2,4)**2*xi(2,3)**2 + xi(4,1)*xi(3,4)**2*xi(2,3)*xi(
2,1)**4 - 2*xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)**2*xi(2,1)**2 - 2*xi(4,1)*xi
(3,4)*xi(3,3)*xi(2,3)*xi(2,2)*xi(2,1)**3 + 2*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,3)
**3*xi(2,1) - 2*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**3 + 2*xi(4,1)*
xi(3,4)*xi(3,1)*xi(2,3)**2*xi(2,2)*xi(2,1)**2 + 2*xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1
)**3 + 2*xi(4,1)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1) + 2*xi(4,1)*xi(3,
3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - 2*xi(4,1)*xi(3,1)**3*xi(2,4)*xi(
2,3)**3 + xi(4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(4,1)*xi(3,1)**
2*xi(2,4)*xi(2,3)**2*xi(2,2)*xi(2,1) - 2*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)
**2 + xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(3,4)*xi(3,3)*xi(2,2)*xi(2,
1)**5 - xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2,
2)*xi(2,1)**4 - xi(3,4)*xi(2,1)**5 - xi(3,3)**2*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2
 - 2*xi(3,3)**2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(3,3)**2*xi(2,2)**2*xi(2,
1)**4 - xi(3,3)**2*xi(2,1)**4 + 2*xi(3,3)*xi(3,1)**3*xi(2,3)**3*xi(2,1) - xi(3,3
)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 + 4*xi(3,3)*xi(3,1)**2*xi(2,3)**2*xi(2,2
)*xi(2,1)**2 - xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 + 2*xi(3,3)*xi(3,1)*xi
(2,3)*xi(2,2)**2*xi(2,1)**3 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 - xi(3,1)**4*
xi(2,3)**4 + xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1)**2 - 2*xi(3,1)**3*xi(2,3)**3*
xi(2,2)*xi(2,1) + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(3,1)**2*xi(
2,3)**2*xi(2,2)**2*xi(2,1)**2 - 2*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 + xi(3,1)*xi(
2,4)*xi(2,1)**4 - 2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(2,2)**2*xi(2,1)**4 -
 xi(2,1)**4)/(xi(3,4)*xi(2,1)**5 - xi(3,1)*xi(2,4)*xi(2,1)**4)\\$

{2,4}|5\\(xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**4 - xi(6,5)*xi(5,5)*
xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,4)*xi(3,3)*xi(2,1)
**5 + xi(6,5)*xi(5,5)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(5,5)*xi(3,
4)*xi(2,2)*xi(2,1)**5 + xi(6,5)*xi(5,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**4 - xi(
6,5)*xi(5,5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,1)*xi(
2,4)*xi(2,2)*xi(2,1)**4 + xi(6,5)*xi(4,1)**2*xi(3,4)**2*xi(2,4)**2*xi(2,1)**2 - 
2*xi(6,5)*xi(4,1)**2*xi(3,4)*xi(3,1)*xi(2,4)**3*xi(2,1) + xi(6,5)*xi(4,1)**2*xi(
3,1)**2*xi(2,4)**4 + 2*xi(6,5)*xi(4,1)*xi(3,4)**2*xi(2,4)*xi(2,2)*xi(2,1)**3 + 2
*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 + xi(6,5)*xi(4,1)
*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**4 - 2*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,
4)**2*xi(2,3)*xi(2,1) - 4*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(
2,1)**2 - xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**3 - 2*xi(6,5)
*xi(4,1)*xi(3,3)*xi(3,1)**2*xi(2,4)**3*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)
*xi(2,4)**2*xi(2,1)**3 + 2*xi(6,5)*xi(4,1)*xi(3,1)**3*xi(2,4)**3*xi(2,3) + 2*xi(
6,5)*xi(4,1)*xi(3,1)**2*xi(2,4)**3*xi(2,2)*xi(2,1) + xi(6,5)*xi(4,1)*xi(3,1)**2*
xi(2,4)**2*xi(2,3)*xi(2,1)**2 + xi(6,5)*xi(3,4)**2*xi(2,2)**2*xi(2,1)**4 + xi(6,
5)*xi(3,4)**2*xi(2,1)**4 + 2*xi(6,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)*xi(
2,1)**3 + xi(6,5)*xi(3,4)*xi(3,3)*xi(2,2)*xi(2,1)**5 - 2*xi(6,5)*xi(3,4)*xi(3,1)
**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - 2*xi(6,5)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,
2)**2*xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**4 + xi(6,5)*
xi(3,4)*xi(2,1)**5 + xi(6,5)*xi(3,3)**2*xi(3,1)**2*xi(2,4)**2*xi(2,1)**2 + xi(6,
5)*xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**4 - 2*xi(6,5)*xi(3,3)*xi(3,1)**3*xi(2,4)
**2*xi(2,3)*xi(2,1) - 2*xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi(2,1)**2
 - 2*xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 - xi(6,5)*xi(3,3)*xi(
3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 + xi(6,5)*xi(3,1)**4*xi(2,4)**2*xi(2,3)**2 + 2*
xi(6,5)*xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi(2,2)*xi(2,1) + xi(6,5)*xi(3,1)**3*xi(2,
4)*xi(2,3)**2*xi(2,1)**2 + xi(6,5)*xi(3,1)**2*xi(2,4)**2*xi(2,2)**2*xi(2,1)**2 +
 xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(5,5)**2*xi(4,1)*xi(3
,4)**2*xi(2,3)*xi(2,1)**3 + xi(5,5)**2*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**
3 + xi(5,5)**2*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(5,5)**2*
xi(4,1)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1)**3 - xi(5,5)**2*xi(4,1)*xi(3,3)*xi(3,1)*
xi(2,4)**2*xi(2,1)**2 - xi(5,5)**2*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2
 + xi(5,5)**2*xi(3,4)**2*xi(2,1)**5 - xi(5,5)**2*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)
*xi(2,1)**3 + xi(5,5)**2*xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 - xi(5,5)**2*
xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**4 + xi(5,5)**2*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*
xi(2,1)**3 + xi(5,5)**2*xi(3,4)*xi(2,2)**2*xi(2,1)**4 + xi(5,5)**2*xi(3,4)*xi(2,
1)**4 + xi(5,5)**2*xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(5,5)**2*xi(3,3)*xi
(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(5,5)**2*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2
,2)*xi(2,1)**2 - xi(5,5)**2*xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**3 - xi(4,1)*xi(3
,4)**2*xi(2,3)*xi(2,1)**3 + xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**3 + xi(4,1)
*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(4,1)*xi(3,4)*xi(2,4)*xi(2,2)*xi
(2,1)**3 - xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 - xi(4,1)*xi(3,1)*xi(2,
4)**2*xi(2,2)*xi(2,1)**2 + xi(3,4)**2*xi(2,1)**5 - xi(3,4)*xi(3,3)*xi(3,1)*xi(2,
3)*xi(2,1)**3 + xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 - xi(3,4)*xi(3,1)*xi(2,
4)*xi(2,1)**4 + xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 + xi(3,4)*xi(2,2)**2*
xi(2,1)**4 + xi(3,4)*xi(2,1)**4 + xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(3,3
)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(
2,1)**2 - xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**3)/(xi(6,5)*xi(3,4)*xi(2,1)**5 - 
xi(6,5)*xi(3,1)*xi(2,4)*xi(2,1)**4)\\$

{2,4}|6\\(xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**4 - xi(6,5)*xi(4,1)*xi(3,1)*
xi(2,4)**2*xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(3,3)*xi(2,1)**5 + xi(6,5)*xi(3,4)*xi(
3,1)*xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(3,4)*xi(2,2)*xi(2,1)**5 + xi(6,5)*xi(3,3)*
xi(3,1)*xi(2,4)*xi(2,1)**4 - xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 - xi(
6,5)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 - xi(5,5)*xi(4,1)*xi(3,4)**2*xi(2,3)*xi(
2,1)**3 + xi(5,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**3 + xi(5,5)*xi(4,1)*
xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(
2,2)*xi(2,1)**3 - xi(5,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 - xi(5,5
)*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 + xi(5,5)*xi(3,4)**2*xi(2,1)**5 
- xi(5,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 + xi(5,5)*xi(3,4)*xi(3,1)**
2*xi(2,3)**2*xi(2,1)**2 - xi(5,5)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**4 + xi(5,5)*
xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 + xi(5,5)*xi(3,4)*xi(2,2)**2*xi(2,1)
**4 + xi(5,5)*xi(3,4)*xi(2,1)**4 + xi(5,5)*xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**3
 - xi(5,5)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(5,5)*xi(3,1)**2*xi
(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - xi(5,5)*xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**3
 - xi(4,1)**2*xi(3,4)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + 2*xi(4,1)**2*xi(3,4)*xi(3,
1)*xi(2,4)**2*xi(2,3)*xi(2,1) - xi(4,1)**2*xi(3,1)**2*xi(2,4)**3*xi(2,3) + xi(4,
1)*xi(3,4)**2*xi(2,4)*xi(2,1)**4 - xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,2)*xi(2,1)**3
 - 2*xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(4,1)*xi(3,4
)*xi(3,3)*xi(2,4)*xi(2,2)*xi(2,1)**3 + 2*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2
,3)**2*xi(2,1) - 2*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)**2*xi(2,1)**3 + 3*xi(4,1)*xi(
3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1
)**3 + 2*xi(4,1)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,3)
*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 - 2*xi(4,1)*xi(3,1)**3*xi(2,4)**2*xi(2,3)
**2 + xi(4,1)*xi(3,1)**2*xi(2,4)**3*xi(2,1)**2 - 2*xi(4,1)*xi(3,1)**2*xi(2,4)**2
*xi(2,3)*xi(2,2)*xi(2,1) - xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 + xi(3,4)**2*xi
(2,2)*xi(2,1)**5 + xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**4 - xi(3,4)*xi(3,3)*
xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(3,4)*xi(3,3)*xi(2,2)**2*xi(2,1)**4 - xi(
3,4)*xi(3,3)*xi(2,1)**4 - xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 + xi(3,4
)*xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**2 - 2*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,2)*
xi(2,1)**4 + xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)**2*xi(2,1)**3 - xi(3,3)**2*xi(3,1)
**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 +
 2*xi(3,3)*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1) - xi(3,3)*xi(3,1)**2*xi(2,4)**2
*xi(2,1)**3 + 3*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + xi(3,3)*
xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**3 + xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(
3,1)**4*xi(2,4)*xi(2,3)**3 + xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(3,1
)**3*xi(2,4)*xi(2,3)**2*xi(2,2)*xi(2,1) + xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi(2,1)
**3 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)**2*xi(2,1)**2 - xi(3,1)**2*xi(2,4)*xi(2
,3)*xi(2,1)**2 - xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3)/(xi(3,4)*xi(2,1)**5 - xi(3,
1)*xi(2,4)*xi(2,1)**4)\\$

{3,4}|5\\(xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(5,5)*
xi(4,1)*xi(3,1)*xi(2,4)**3 + xi(6,5)*xi(5,5)*xi(3,4)**2*xi(2,3)*xi(2,1)**2 - xi(
6,5)*xi(5,5)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**2 + xi(6,5)*xi(5,5)*xi(3,4)*xi(2,4
)*xi(2,2)*xi(2,1)**2 + xi(6,5)*xi(5,5)*xi(3,4)*xi(2,3)*xi(2,1)**3 + xi(6,5)*xi(5
,5)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(5,5)*xi(3,1)**2*xi(2,4)**2*
xi(2,3) - xi(6,5)*xi(5,5)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1) - xi(6,5)*xi(5,5)*
xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(6,5)*xi(4,1)*xi(3,4)**2*xi(2,4)*xi(2,3)*
xi(2,1) - xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(4,1)*
xi(3,4)*xi(3,1)*xi(2,4)**2*xi(2,3) + xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**3 
+ xi(6,5)*xi(3,4)**2*xi(2,3)*xi(2,2)*xi(2,1)**2 + xi(6,5)*xi(3,4)*xi(3,3)*xi(3,1
)*xi(2,4)*xi(2,3)*xi(2,1) - xi(6,5)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,2)*xi(2,1)**2 +
 xi(6,5)*xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(3,1)**2*xi(2,4)
*xi(2,3)**2 - xi(6,5)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) - xi(6,5)*
xi(3,4)*xi(3,1)*xi(2,3)**2*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi(2,4)*xi(2,1)**2 - xi(
6,5)*xi(3,3)**2*xi(3,1)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(3,3)**2*xi(2,4)*xi(2,1)
**3 + xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,3) + xi(6,5)*xi(3,3)*xi(3,1)*xi
(2,4)**2*xi(2,2)*xi(2,1) + xi(6,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 - 
xi(6,5)*xi(2,4)*xi(2,1)**3 + xi(5,5)**2*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,3)*xi(2,1) 
- xi(5,5)**2*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,3) + xi(5,5)**2*xi(3,4)*xi(3,3)*xi(
2,3)*xi(2,1)**2 - xi(5,5)**2*xi(3,4)*xi(2,4)*xi(2,1)**3 + xi(5,5)**2*xi(3,4)*xi(
2,3)*xi(2,2)*xi(2,1)**2 - xi(5,5)**2*xi(3,3)**2*xi(2,4)*xi(2,1)**2 + xi(5,5)**2*
xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(5,5)**2*xi(3,1)**2*xi(2,4)*xi(2,3)
**2 + xi(5,5)**2*xi(3,1)*xi(2,4)**2*xi(2,1)**2 - xi(5,5)**2*xi(3,1)*xi(2,4)*xi(2
,3)*xi(2,2)*xi(2,1) - xi(5,5)**2*xi(2,4)*xi(2,1)**2 + xi(4,1)*xi(3,4)*xi(2,4)*xi
(2,3)*xi(2,1) - xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,3) + xi(3,4)*xi(3,3)*xi(2,3)*xi(
2,1)**2 - xi(3,4)*xi(2,4)*xi(2,1)**3 + xi(3,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - xi(3
,3)**2*xi(2,4)*xi(2,1)**2 + xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(3,1)**2
*xi(2,4)*xi(2,3)**2 + xi(3,1)*xi(2,4)**2*xi(2,1)**2 - xi(3,1)*xi(2,4)*xi(2,3)*xi
(2,2)*xi(2,1) - xi(2,4)*xi(2,1)**2)/(xi(6,5)*xi(3,4)*xi(2,1)**3 - xi(6,5)*xi(3,1
)*xi(2,4)*xi(2,1)**2)\\$

{3,4}|6\\(xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,1)*
xi(2,4)**3 + xi(6,5)*xi(3,4)**2*xi(2,3)*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi(3,3)*xi(
2,4)*xi(2,1)**2 + xi(6,5)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1)**2 + xi(6,5)*xi(3,4)*
xi(2,3)*xi(2,1)**3 + xi(6,5)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(3,1
)**2*xi(2,4)**2*xi(2,3) - xi(6,5)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1) - xi(6,5)*
xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,3)*xi(
2,1) - xi(5,5)*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,3) + xi(5,5)*xi(3,4)*xi(3,3)*xi(2
,3)*xi(2,1)**2 - xi(5,5)*xi(3,4)*xi(2,4)*xi(2,1)**3 + xi(5,5)*xi(3,4)*xi(2,3)*xi
(2,2)*xi(2,1)**2 - xi(5,5)*xi(3,3)**2*xi(2,4)*xi(2,1)**2 + xi(5,5)*xi(3,3)*xi(3,
1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(5,5)*xi(3,1)**2*xi(2,4)*xi(2,3)**2 + xi(5,5)*xi(
3,1)*xi(2,4)**2*xi(2,1)**2 - xi(5,5)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) - 
xi(5,5)*xi(2,4)*xi(2,1)**2 - xi(4,1)*xi(3,4)**2*xi(2,3)**2*xi(2,1) + xi(4,1)*xi(
3,4)*xi(3,3)*xi(2,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)**
2 - xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,3) + xi(3,4)**2*xi(2,3)*xi(2,1)**3 -
 xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)**2*xi(2,1) - xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**3
 - xi(3,4)*xi(3,3)*xi(2,3)*xi(2,2)*xi(2,1)**2 + xi(3,4)*xi(3,1)**2*xi(2,3)**3 - 
xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(3,4)*xi(3,1)*xi(2,3)**2*xi(2,2)*
xi(2,1) + xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1
) + xi(3,3)**2*xi(2,4)*xi(2,2)*xi(2,1)**2 - xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)**
2 + xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 - xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2
,2)*xi(2,1) + xi(2,4)*xi(2,2)*xi(2,1)**2)/(xi(3,4)*xi(2,1)**3 - xi(3,1)*xi(2,4)*
xi(2,1)**2)\\$

USD$

The remaining equations to be solved amount to solving the 2 following:$

Equation 14|5 : f145:=0 , with f145:=(xi(6,5)*xi(5,5)*xi(3,4)*xi(2,1)**2 + xi(6,
5)*xi(5,5)*xi(2,1)**3 + xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1) - xi(6,5)*xi(4,1
)*xi(3,1)*xi(2,4)**2 + xi(6,5)*xi(3,4)*xi(2,2)*xi(2,1)**2 + xi(6,5)*xi(3,3)*xi(3
,1)*xi(2,4)*xi(2,1) + xi(6,5)*xi(3,3)*xi(2,1)**3 - xi(6,5)*xi(3,1)**2*xi(2,4)*xi
(2,3) - xi(6,5)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1) - xi(6,5)*xi(3,1)*xi(2,3)*xi(2,1
)**2 + xi(5,5)**2*xi(3,3)*xi(2,1)**2 + xi(5,5)**2*xi(2,2)*xi(2,1)**2 + xi(3,3)*
xi(2,1)**2 + xi(2,2)*xi(2,1)**2)/(xi(6,5)*xi(2,1)**2)$

Equation 14|6 : f146:=0 , with f146:=(xi(6,5)*xi(3,4)*xi(2,1)**2 + xi(6,5)*xi(2,
1)**3 + xi(5,5)*xi(3,3)*xi(2,1)**2 + xi(5,5)*xi(2,2)*xi(2,1)**2 - xi(4,1)*xi(3,4
)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3) + xi(3,4)*xi(2,1)**3 - xi(3,
3)*xi(3,1)*xi(2,3)*xi(2,1) - xi(3,3)*xi(2,2)*xi(2,1)**2 + xi(3,1)**2*xi(2,3)**2 
- xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,1)**2)/xi(
2,1)**2$

\\ From equation USD14|5USD : $

\\ USD xi(3,3):=( - xi(6,5)*xi(5,5)*xi(3,4)*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(2,1)
**3 - xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1) + xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)
**2 - xi(6,5)*xi(3,4)*xi(2,2)*xi(2,1)**2 + xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3) + 
xi(6,5)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1) + xi(6,5)*xi(3,1)*xi(2,3)*xi(2,1)**2 - 
xi(5,5)**2*xi(2,2)*xi(2,1)**2 - xi(2,2)*xi(2,1)**2)/(xi(2,1)*(xi(6,5)*xi(3,1)*xi
(2,4) + xi(6,5)*xi(2,1)**2 + xi(5,5)**2*xi(2,1) + xi(2,1)))USD$

\\ USD DEN xi(3,3):=xi(2,1)*(xi(6,5)*xi(3,1)*xi(2,4) + xi(6,5)*xi(2,1)**2 + xi(5
,5)**2*xi(2,1) + xi(2,1))USD$

\\ Then from equation USD14|6USD : $

\\ USD xi(3,4):=( - xi(6,5)**2*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(6,5)**2*xi(2,1)**
4 - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,1)*xi(2,4)**2 - xi(6,5)*xi(5,5)*xi(3,1)**2*xi(2
,4)*xi(2,3) - 2*xi(6,5)*xi(5,5)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1) - 2*xi(6,5)*xi(5
,5)*xi(3,1)*xi(2,3)*xi(2,1)**2 - 2*xi(6,5)*xi(5,5)*xi(2,2)*xi(2,1)**3 + xi(6,5)*
xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2) - xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(
2,1) + xi(6,5)*xi(3,1)**2*xi(2,4)**2*xi(2,1) + xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3
)*xi(2,2) + xi(6,5)*xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) + xi(6,5)*xi(3,1)*xi(2,4)
*xi(2,1)**3 - xi(6,5)*xi(3,1)*xi(2,4)*xi(2,1) - 2*xi(6,5)*xi(2,1)**3 - xi(5,5)**
2*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3) - xi(5,5)**2*xi(3,1)**2*xi(2,3)**2 + xi(5,5)**
2*xi(3,1)*xi(2,4)*xi(2,1)**2 - 2*xi(5,5)**2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) - xi
(5,5)**2*xi(2,2)**2*xi(2,1)**2 - xi(5,5)**2*xi(2,1)**2 - xi(4,1)*xi(3,1)*xi(2,4)
*xi(2,3) - xi(3,1)**2*xi(2,3)**2 + xi(3,1)*xi(2,4)*xi(2,1)**2 - 2*xi(3,1)*xi(2,3
)*xi(2,2)*xi(2,1) - xi(2,2)**2*xi(2,1)**2 - xi(2,1)**2)/(xi(2,1)*(xi(6,5)**2*xi(
3,1)*xi(2,4) + xi(6,5)**2*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(4,1)*xi(2,4) + xi(6,5)
*xi(5,5)*xi(3,1)*xi(2,3) + xi(6,5)*xi(4,1)*xi(2,4)*xi(2,2) - xi(6,5)*xi(4,1)*xi(
2,3)*xi(2,1) + xi(6,5)*xi(3,1)*xi(2,4)*xi(2,1) + xi(6,5)*xi(3,1)*xi(2,3)*xi(2,2)
 + xi(6,5)*xi(2,2)**2*xi(2,1) + xi(6,5)*xi(2,1)**3 + xi(6,5)*xi(2,1) - xi(5,5)**
2*xi(4,1)*xi(2,3) + xi(5,5)**2*xi(2,1)**2 - xi(4,1)*xi(2,3) + xi(2,1)**2))USD$

\\ USD DEN xi(3,4):=xi(2,1)*(xi(6,5)**2*xi(3,1)*xi(2,4) + xi(6,5)**2*xi(2,1)**2 
- xi(6,5)*xi(5,5)*xi(4,1)*xi(2,4) + xi(6,5)*xi(5,5)*xi(3,1)*xi(2,3) + xi(6,5)*xi
(4,1)*xi(2,4)*xi(2,2) - xi(6,5)*xi(4,1)*xi(2,3)*xi(2,1) + xi(6,5)*xi(3,1)*xi(2,4
)*xi(2,1) + xi(6,5)*xi(3,1)*xi(2,3)*xi(2,2) + xi(6,5)*xi(2,2)**2*xi(2,1) + xi(6,
5)*xi(2,1)**3 + xi(6,5)*xi(2,1) - xi(5,5)**2*xi(4,1)*xi(2,3) + xi(5,5)**2*xi(2,1
)**2 - xi(4,1)*xi(2,3) + xi(2,1)**2)USD$

in the neighborhood of any point such that the two preceding denominators$

do not vanish.$

this is not the case of the canonical J_0.$

USD \par Now the nonzero torsion equations left are :$

{{{{1,2},1},0},
{{{1,2},2},0},
{{{1,2},3},0},
{{{1,2},4},0},
{{{1,2},5},0},
{{{1,2},6},0},
{{{1,3},1},0},
{{{1,3},2},0},
{{{1,3},3},0},
{{{1,3},4},0},
{{{1,3},5},0},
{{{1,3},6},0},
{{{1,4},1},0},
{{{1,4},2},0},
{{{1,4},3},0},
{{{1,4},4},0},
{{{1,4},5},0},
{{{1,4},6},0},
{{{1,5},1},0},
{{{1,5},2},0},
{{{1,5},3},0},
{{{1,5},4},0},
{{{1,5},5},0},
{{{1,5},6},0},
{{{1,6},1},0},
{{{1,6},2},0},
{{{1,6},3},0},
{{{1,6},4},0},
{{{1,6},5},0},
{{{1,6},6},0},
{{{2,3},1},0},
{{{2,3},2},0},
{{{2,3},3},0},
{{{2,3},4},0},
{{{2,3},5},0},
{{{2,3},6},0},
{{{2,4},1},0},
{{{2,4},2},0},
{{{2,4},3},0},
{{{2,4},4},0},
{{{2,4},5},0},
{{{2,4},6},0},
{{{2,5},1},0},
{{{2,5},2},0},
{{{2,5},3},0},
{{{2,5},4},0},
{{{2,5},5},0},
{{{2,5},6},0},
{{{2,6},1},0},
{{{2,6},2},0},
{{{2,6},3},0},
{{{2,6},4},0},
{{{2,6},5},0},
{{{2,6},6},0},
{{{3,4},1},0},
{{{3,4},2},0},
{{{3,4},3},0},
{{{3,4},4},0},
{{{3,4},5},0},
{{{3,4},6},0},
{{{3,5},1},0},
{{{3,5},2},0},
{{{3,5},3},0},
{{{3,5},4},0},
{{{3,5},5},0},
{{{3,5},6},0},
{{{3,6},1},0},
{{{3,6},2},0},
{{{3,6},3},0},
{{{3,6},4},0},
{{{3,6},5},0},
{{{3,6},6},0},
{{{4,5},1},0},
{{{4,5},2},0},
{{{4,5},3},0},
{{{4,5},4},0},
{{{4,5},5},0},
{{{4,5},6},0},
{{{4,6},1},0},
{{{4,6},2},0},
{{{4,6},3},0},
{{{4,6},4},0},
{{{4,6},5},0},
{{{4,6},6},0},
{{{5,6},5},0},
{{{5,6},6},0}}$

USD  J^1_1=( - (xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1) + xi(4,1)*xi(2,4)))/xi(2,1)
;USD\\$

USD  J^1_2=( - ((((xi(6,5)*xi(4,1)*xi(2,4)**2 + xi(6,5)*xi(3,1)*xi(2,4)*xi(2,3) 
+ xi(5,5)*xi(4,1)*xi(2,4)*xi(2,3) + xi(5,5)*xi(3,1)*xi(2,4)**2 + xi(5,5)*xi(3,1)
*xi(2,3)**2)*xi(4,1) + (xi(2,2)**2 + 1)*xi(6,5)*xi(2,1)**2 - (xi(2,4)*xi(2,1) - 
2*xi(2,3)*xi(2,2))*xi(5,5)*xi(4,1)*xi(2,1) + (2*xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1
))*xi(6,5)*xi(4,1)*xi(2,1) + (xi(3,1)*xi(2,4)*xi(2,3) + 2*xi(2,4)*xi(2,2)*xi(2,1
) + xi(2,3)*xi(2,1)**2)*xi(5,5)*xi(3,1))*xi(6,5) + ((xi(3,1)*xi(2,3)**2 - xi(2,4
)*xi(2,1)**2 + 2*xi(2,3)*xi(2,2)*xi(2,1))*xi(3,1) + (xi(2,2)**2 + 1)*xi(2,1)**2 
+ xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3))*(xi(5,5)**2 + 1))*xi(2,1) + (((xi(3,1)*xi(2,3
)*xi(2,2) + xi(2,2)**2*xi(2,1) - xi(2,1))*xi(2,4)*xi(2,1) + (xi(2,2)**2 + 1)*xi(
3,1)*xi(2,3)**2)*xi(3,1) + (xi(2,2)**2 + xi(2,1)**2 + 1)*(xi(2,2)**2 + 1)*xi(2,1
)**2 + (2*xi(2,2)**2 + xi(2,1)**2 + 2)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + (((2*xi
(2,2)**2 + xi(2,1)**2 + 2)*xi(2,4)*xi(2,2) - (xi(2,2) + 1)*(xi(2,2) - 1)*xi(2,3)
*xi(2,1))*xi(2,1) + xi(4,1)*xi(2,4)**2*xi(2,2)**2 + xi(4,1)*xi(2,4)**2 - xi(4,1)
*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1) + 2*xi(3,1
)*xi(2,4)*xi(2,3)*xi(2,2)**2 + 2*xi(3,1)*xi(2,4)*xi(2,3) - xi(3,1)*xi(2,3)**2*xi
(2,2)*xi(2,1))*xi(4,1))*xi(6,5)))/((((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1) + (xi
(2,4)*xi(2,1) + xi(2,3)*xi(2,2))*xi(3,1) + (xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*
xi(4,1))*xi(6,5) + (xi(6,5)*xi(3,1)*xi(2,4) + xi(6,5)*xi(2,1)**2 - xi(5,5)*xi(4,
1)*xi(2,4) + xi(5,5)*xi(3,1)*xi(2,3))*xi(6,5) - (xi(5,5)**2 + 1)*(xi(4,1)*xi(2,3
) - xi(2,1)**2))*xi(2,1)**2);USD\\$

USD  J^1_3=( - ((((xi(6,5)*xi(2,4) + xi(5,5)*xi(2,3))*(xi(4,1)*xi(2,4) + 2*xi(3,
1)*xi(2,3)) + 2*(xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1))*xi(6,5)*xi(2,1))*xi(2,4) - (
2*xi(2,4)**2*xi(2,1) - 2*xi(2,4)*xi(2,3)*xi(2,2) - xi(2,3)**2*xi(2,1))*xi(5,5)*
xi(2,1))*xi(6,5)*xi(4,1) - (xi(5,5)**2 + 1)*(xi(4,1)*xi(2,3) - xi(2,1)**2)*xi(2,
4)*xi(2,1)**2 + ((xi(3,1)*xi(2,4)*xi(2,3) + 2*xi(2,4)*xi(2,2)*xi(2,1) + xi(2,3)*
xi(2,1)**2)*xi(3,1)*xi(2,3) + (xi(2,4)*xi(2,2)**2 + xi(2,4) + 2*xi(2,3)*xi(2,2)*
xi(2,1))*xi(2,1)**2)*xi(6,5)**2 + (((xi(2,2)**2 - xi(2,1)**2 + 1)*xi(2,3) - 2*xi
(2,4)*xi(2,2)*xi(2,1))*xi(2,1)**2 + (xi(3,1)*xi(2,3)**2 - xi(2,4)*xi(2,1)**2 + 2
*xi(2,3)*xi(2,2)*xi(2,1))*xi(3,1)*xi(2,3))*xi(6,5)*xi(5,5) + ((xi(3,1)*xi(2,4)*
xi(2,3)*xi(2,1) + xi(3,1)*xi(2,3)**2*xi(2,2) + xi(2,4)*xi(2,2)*xi(2,1)**2 + (2*
xi(2,2)**2 + xi(2,1)**2)*xi(2,3)*xi(2,1))*xi(3,1)*xi(2,3) + ((xi(2,2)**2 + xi(2,
1)**2 + 1)*xi(2,3)*xi(2,2) + 2*xi(2,4)*xi(2,1))*xi(2,1)**2 + (xi(4,1)*xi(2,4)**2
*xi(2,2) - xi(4,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,1)*xi(2,4)**2*xi(2,1) + 2*xi(3
,1)*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)*xi(2,3)**2*xi(2,1) + (2*xi(2,4)*xi(2,2)**2
 + xi(2,4)*xi(2,1)**2 - xi(2,3)*xi(2,2)*xi(2,1))*xi(2,1))*xi(4,1)*xi(2,3))*xi(6,
5)))/((((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1) + (xi(2,4)*xi(2,1) + xi(2,3)*xi(2,
2))*xi(3,1) + (xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,1))*xi(6,5) + (xi(6,5)*xi
(3,1)*xi(2,4) + xi(6,5)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(2,4) + xi(5,5)*xi(3,1)*
xi(2,3))*xi(6,5) - (xi(5,5)**2 + 1)*(xi(4,1)*xi(2,3) - xi(2,1)**2))*xi(2,1)**2)
;USD\\$

USD  J^1_4=((xi(6,5)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(6,5)*xi(2,3)*xi(2,1
)**4 + xi(5,5)*xi(4,1)**2*xi(2,4)**3 + 2*xi(5,5)*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2
,3) + (2*xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1))*xi(5,5)*xi(4,1)*xi(2,4)*xi(2,1) + ((
xi(3,1)*xi(2,4)*xi(2,3)**2 - xi(2,4)**2*xi(2,1)**2 + 2*xi(2,4)*xi(2,3)*xi(2,2)*
xi(2,1) + 2*xi(2,3)**2*xi(2,1)**2)*xi(3,1) + (xi(2,4)*xi(2,2)**2 - xi(2,4)*xi(2,
1)**2 + xi(2,4) + 2*xi(2,3)*xi(2,2)*xi(2,1))*xi(2,1)**2)*xi(5,5) - ((xi(4,1)*xi(
2,4)**2*xi(2,2) - xi(4,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,1)*xi(2,4)**2*xi(2,1) +
 2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)*xi(2,3)**2*xi(2,1) + (2*xi(2,4)*xi(
2,2)**2 + xi(2,4)*xi(2,1)**2 - xi(2,3)*xi(2,2)*xi(2,1))*xi(2,1))*xi(4,1)*xi(2,4)
 + (xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,1)*xi(2,3)**2*xi(2,2) + xi(2,4)*xi(2,
2)*xi(2,1)**2 + 2*xi(2,3)*xi(2,2)**2*xi(2,1) + xi(2,3)*xi(2,1)**3)*xi(3,1)*xi(2,
4) + (xi(2,4)*xi(2,2)**3 + xi(2,4)*xi(2,2)*xi(2,1)**2 + xi(2,4)*xi(2,2) - 2*xi(2
,3)*xi(2,1))*xi(2,1)**2))*xi(6,5) + (((xi(2,2)**2 + 1)*xi(2,3) - 2*xi(2,4)*xi(2,
2)*xi(2,1))*xi(2,1)**2 + (xi(3,1)*xi(2,3)**2 - 2*xi(2,4)*xi(2,1)**2 + 2*xi(2,3)*
xi(2,2)*xi(2,1))*xi(3,1)*xi(2,3) + ((xi(4,1)*xi(2,4) + 2*xi(3,1)*xi(2,3))*xi(2,3
) - (xi(2,4)*xi(2,1) - 2*xi(2,3)*xi(2,2))*xi(2,1))*xi(4,1)*xi(2,4))*(xi(5,5)**2 
+ 1))/((((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1) + (xi(2,4)*xi(2,1) + xi(2,3)*xi(2
,2))*xi(3,1) + (xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,1))*xi(6,5) + (xi(6,5)*
xi(3,1)*xi(2,4) + xi(6,5)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(2,4) + xi(5,5)*xi(3,1)
*xi(2,3))*xi(6,5) - (xi(5,5)**2 + 1)*(xi(4,1)*xi(2,3) - xi(2,1)**2))*xi(2,1)**2)
;USD\\$

USD  J^1_5=0;USD\\$

USD  J^1_6=0;USD\\$

USD  J^2_1=xi(2,1);USD\\$

USD  J^2_2=xi(2,2);USD\\$

USD  J^2_3=xi(2,3);USD\\$

USD  J^2_4=xi(2,4);USD\\$

USD  J^2_5=0;USD\\$

USD  J^2_6=0;USD\\$

USD  J^3_1=xi(3,1);USD\\$

USD  J^3_2=((((xi(6,5)*xi(3,1)*xi(2,4) + xi(6,5)*xi(2,1)**2 + xi(5,5)*xi(3,1)*xi
(2,3) + 2*xi(5,5)*xi(2,2)*xi(2,1))*xi(4,1) + (xi(3,1)*xi(2,4) - xi(2,2)**2 + xi(
2,1)**2 - 1)*xi(5,5)*xi(3,1))*xi(6,5) + ((xi(3,1)*xi(2,3) + 2*xi(2,2)*xi(2,1))*
xi(3,1) + (xi(2,2)**2 + 1)*xi(4,1))*(xi(5,5)**2 + 1))*xi(2,1) + (((xi(3,1)*xi(2,
4) + xi(2,2)**2 + xi(2,1)**2 + 1)*xi(2,2)*xi(2,1) + (xi(2,2)**2 + 1)*xi(3,1)*xi(
2,3))*xi(3,1) + (xi(3,1)*xi(2,4)*xi(2,2)**2 + xi(3,1)*xi(2,4) - xi(3,1)*xi(2,3)*
xi(2,2)*xi(2,1) + 2*xi(2,1)**2)*xi(4,1))*xi(6,5))/((((xi(2,1)**2 + 1 + xi(2,2)**
2)*xi(2,1) + (xi(2,4)*xi(2,1) + xi(2,3)*xi(2,2))*xi(3,1) + (xi(2,4)*xi(2,2) - xi
(2,3)*xi(2,1))*xi(4,1))*xi(6,5) + (xi(6,5)*xi(3,1)*xi(2,4) + xi(6,5)*xi(2,1)**2 
- xi(5,5)*xi(4,1)*xi(2,4) + xi(5,5)*xi(3,1)*xi(2,3))*xi(6,5) - (xi(5,5)**2 + 1)*
(xi(4,1)*xi(2,3) - xi(2,1)**2))*xi(2,1));USD\\$

USD  J^3_3=((((xi(6,5)*xi(3,1)*xi(2,4) + xi(6,5)*xi(2,1)**2 + xi(5,5)*xi(3,1)*xi
(2,3))*xi(2,4) + (xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1))*xi(5,5)*xi(2,1))*xi(4,1) + 
(xi(3,1)*xi(2,4) + xi(2,1)**2)*(xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1))*xi(6,5))*xi(6
,5) + (xi(5,5)**2 + 1)*(xi(4,1)*xi(2,3) - xi(2,1)**2)*xi(2,2)*xi(2,1) + ((xi(3,1
)*xi(2,3)**2 - xi(2,4)*xi(2,1)**2 + xi(2,3)*xi(2,2)*xi(2,1))*xi(3,1) + (xi(2,2)
**2 - xi(2,1)**2 + 1)*xi(2,1)**2)*xi(6,5)*xi(5,5) + ((xi(3,1)*xi(2,4)*xi(2,3)*xi
(2,2) - xi(3,1)*xi(2,3)**2*xi(2,1) + xi(2,4)*xi(2,1))*xi(4,1) + (xi(3,1)*xi(2,4)
*xi(2,1) + xi(3,1)*xi(2,3)*xi(2,2) + xi(2,2)**2*xi(2,1) + xi(2,1)**3)*xi(3,1)*xi
(2,3))*xi(6,5))/((((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1) + (xi(2,4)*xi(2,1) + xi
(2,3)*xi(2,2))*xi(3,1) + (xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,1))*xi(6,5) + 
(xi(6,5)*xi(3,1)*xi(2,4) + xi(6,5)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(2,4) + xi(5,5
)*xi(3,1)*xi(2,3))*xi(6,5) - (xi(5,5)**2 + 1)*(xi(4,1)*xi(2,3) - xi(2,1)**2))*xi
(2,1));USD\\$

USD  J^3_4=((xi(3,1)**2*xi(2,4)**2*xi(2,1) + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) 
+ xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(3,1)*xi(2
,4)*xi(2,1) - 2*xi(2,1)**3 + (xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,1)*xi(3,1)
*xi(2,4) - (xi(6,5)*xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(6,5)*xi(2,1)**4 + xi(5,5)*xi
(4,1)*xi(3,1)*xi(2,4)**2 + xi(5,5)*xi(3,1)**2*xi(2,4)*xi(2,3) + 2*xi(5,5)*xi(3,1
)*xi(2,4)*xi(2,2)*xi(2,1) + 2*xi(5,5)*xi(3,1)*xi(2,3)*xi(2,1)**2 + 2*xi(5,5)*xi(
2,2)*xi(2,1)**3))*xi(6,5) - ((xi(3,1)*xi(2,3)**2 - xi(2,4)*xi(2,1)**2 + 2*xi(2,3
)*xi(2,2)*xi(2,1))*xi(3,1) + (xi(2,2)**2 + 1)*xi(2,1)**2 + xi(4,1)*xi(3,1)*xi(2,
4)*xi(2,3))*(xi(5,5)**2 + 1))/((((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1) + (xi(2,4
)*xi(2,1) + xi(2,3)*xi(2,2))*xi(3,1) + (xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,
1))*xi(6,5) + (xi(6,5)*xi(3,1)*xi(2,4) + xi(6,5)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi
(2,4) + xi(5,5)*xi(3,1)*xi(2,3))*xi(6,5) - (xi(5,5)**2 + 1)*(xi(4,1)*xi(2,3) - 
xi(2,1)**2))*xi(2,1));USD\\$

USD  J^3_5=0;USD\\$

USD  J^3_6=0;USD\\$

USD  J^4_1=xi(4,1);USD\\$

USD  J^4_2=(((xi(6,5)*xi(4,1)**2*xi(2,4) + 2*xi(6,5)*xi(4,1)*xi(2,2)*xi(2,1) - 
xi(6,5)*xi(3,1)*xi(2,2)**2 - xi(6,5)*xi(3,1) + xi(5,5)*xi(4,1)**2*xi(2,3) + xi(5
,5)*xi(4,1)*xi(3,1)*xi(2,4) + xi(5,5)*xi(4,1)*xi(2,2)**2 - xi(5,5)*xi(4,1)*xi(2,
1)**2 + xi(5,5)*xi(4,1) + 2*xi(5,5)*xi(3,1)*xi(2,2)*xi(2,1))*xi(6,5) + (xi(5,5)
**2 + 1)*(xi(4,1)*xi(2,3) - xi(2,1)**2)*xi(3,1))*xi(2,1) + (xi(4,1)**2*xi(2,4)*
xi(2,2)**2 + xi(4,1)**2*xi(2,4) - xi(4,1)**2*xi(2,3)*xi(2,2)*xi(2,1) + xi(4,1)*
xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,3)*xi(2,2)**2 + xi(4,1)*
xi(3,1)*xi(2,3) - 2*xi(3,1)*xi(2,1)**2 + (xi(2,2)**2 + xi(2,1)**2 + 1)*xi(4,1)*
xi(2,2)*xi(2,1))*xi(6,5))/((((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1) + (xi(2,4)*xi
(2,1) + xi(2,3)*xi(2,2))*xi(3,1) + (xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,1))*
xi(6,5) + (xi(6,5)*xi(3,1)*xi(2,4) + xi(6,5)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(2,4
) + xi(5,5)*xi(3,1)*xi(2,3))*xi(6,5) - (xi(5,5)**2 + 1)*(xi(4,1)*xi(2,3) - xi(2,
1)**2))*xi(2,1));USD\\$

USD  J^4_3=((xi(6,5)*xi(4,1)**2*xi(2,4)**2 + xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)*xi(
2,3) + 2*xi(6,5)*xi(4,1)*xi(2,4)*xi(2,2)*xi(2,1) + xi(6,5)*xi(4,1)*xi(2,3)*xi(2,
1)**2 + xi(6,5)*xi(2,2)**2*xi(2,1)**2 + xi(6,5)*xi(2,1)**2 + xi(5,5)*xi(4,1)**2*
xi(2,4)*xi(2,3) + xi(5,5)*xi(4,1)*xi(3,1)*xi(2,3)**2 - 2*xi(5,5)*xi(4,1)*xi(2,4)
*xi(2,1)**2 + 2*xi(5,5)*xi(4,1)*xi(2,3)*xi(2,2)*xi(2,1) - 2*xi(5,5)*xi(2,2)*xi(2
,1)**3)*xi(6,5) - (xi(5,5)**2 + 1)*(xi(4,1)*xi(2,3) - xi(2,1)**2)*xi(2,1)**2 + (
xi(4,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(4,1)**2*xi(2,3)**2*xi(2,1) + xi(4,1)*xi(
3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,3)**2*xi(2,2) + 2*xi(2,1)**3
 + (xi(2,2)**2 + xi(2,1)**2 - 1)*xi(4,1)*xi(2,3)*xi(2,1))*xi(6,5))/((((xi(2,1)**
2 + 1 + xi(2,2)**2)*xi(2,1) + (xi(2,4)*xi(2,1) + xi(2,3)*xi(2,2))*xi(3,1) + (xi(
2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,1))*xi(6,5) + (xi(6,5)*xi(3,1)*xi(2,4) + xi
(6,5)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(2,4) + xi(5,5)*xi(3,1)*xi(2,3))*xi(6,5) - 
(xi(5,5)**2 + 1)*(xi(4,1)*xi(2,3) - xi(2,1)**2))*xi(2,1));USD\\$

USD  J^4_4=( - ((xi(6,5)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1) + xi(6,5)*xi(2,2)*xi(2,
1)**3 + xi(5,5)*xi(4,1)**2*xi(2,4)**2 + xi(5,5)*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3) 
+ xi(5,5)*xi(4,1)*xi(2,4)*xi(2,2)*xi(2,1) + xi(5,5)*xi(4,1)*xi(2,3)*xi(2,1)**2)*
xi(6,5) + (xi(5,5)**2 + 1)*(xi(4,1)*xi(2,4) + xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1))
*(xi(4,1)*xi(2,3) - xi(2,1)**2) - ((xi(2,4)*xi(2,1) - xi(2,3)*xi(2,2))*xi(3,1) -
 (xi(2,2)**2 - xi(2,1)**2 + 1)*xi(2,1))*xi(6,5)*xi(5,5)*xi(2,1) - (xi(4,1)**2*xi
(2,4)**2*xi(2,2) - xi(4,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,4)
**2*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2) + xi(3,1)*xi(2,3)*xi(2,1) 
+ (xi(2,2)**2 + xi(2,1)**2)*xi(4,1)*xi(2,4)*xi(2,1))*xi(6,5)))/((((xi(2,1)**2 + 
1 + xi(2,2)**2)*xi(2,1) + (xi(2,4)*xi(2,1) + xi(2,3)*xi(2,2))*xi(3,1) + (xi(2,4)
*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,1))*xi(6,5) + (xi(6,5)*xi(3,1)*xi(2,4) + xi(6,5
)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(2,4) + xi(5,5)*xi(3,1)*xi(2,3))*xi(6,5) - (xi(
5,5)**2 + 1)*(xi(4,1)*xi(2,3) - xi(2,1)**2))*xi(2,1));USD\\$

USD  J^4_5=0;USD\\$

USD  J^4_6=0;USD\\$

USD  J^5_1=((xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1) + xi(4,1)*xi(2,4) + xi(5,5)*xi(2,
1))*xi(6,1) - xi(6,2)*xi(2,1)**2 - xi(6,3)*xi(3,1)*xi(2,1) - xi(6,4)*xi(4,1)*xi(
2,1))/(xi(6,5)*xi(2,1));USD\\$

USD  J^5_2=(((((xi(3,1)*xi(2,3)*xi(2,2) + xi(2,2)**2*xi(2,1) - xi(2,1))*xi(2,4)*
xi(2,1) + (xi(2,2)**2 + 1)*xi(3,1)*xi(2,3)**2)*xi(3,1) + (xi(2,2)**2 + xi(2,1)**
2 + 1)*(xi(2,2)**2 + 1)*xi(2,1)**2 + (2*xi(2,2)**2 + xi(2,1)**2 + 2)*xi(3,1)*xi(
2,3)*xi(2,2)*xi(2,1) + (((2*xi(2,2)**2 + xi(2,1)**2 + 2)*xi(2,4)*xi(2,2) - (xi(2
,2) + 1)*(xi(2,2) - 1)*xi(2,3)*xi(2,1))*xi(2,1) + xi(4,1)*xi(2,4)**2*xi(2,2)**2 
+ xi(4,1)*xi(2,4)**2 - xi(4,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + xi(3,1)*xi(2,4)
**2*xi(2,2)*xi(2,1) + 2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)**2 + 2*xi(3,1)*xi(2,4)*
xi(2,3) - xi(3,1)*xi(2,3)**2*xi(2,2)*xi(2,1))*xi(4,1) + ((xi(4,1)*xi(2,4)*xi(2,3
) + xi(3,1)*xi(2,4)**2 + xi(3,1)*xi(2,3)**2 - (xi(2,4)*xi(2,1) - 2*xi(2,3)*xi(2,
2))*xi(2,1))*xi(4,1) + (xi(3,1)*xi(2,4)*xi(2,3) + 2*xi(2,4)*xi(2,2)*xi(2,1) + xi
(2,3)*xi(2,1)**2)*xi(3,1))*xi(5,5)*xi(2,1))*xi(6,1) - (xi(5,5)*xi(4,1)*xi(2,4) -
 xi(5,5)*xi(3,1)*xi(2,3) - xi(4,1)*xi(2,4)*xi(2,2) + xi(4,1)*xi(2,3)*xi(2,1) - 
xi(3,1)*xi(2,4)*xi(2,1) - xi(3,1)*xi(2,3)*xi(2,2) - xi(2,2)**2*xi(2,1) - xi(2,1)
**3 - xi(2,1))*(xi(5,5) - xi(2,2))*xi(6,2)*xi(2,1)**2 - (((xi(3,1)*xi(2,4) + xi(
2,2)**2 + xi(2,1)**2 + 1)*xi(2,2)*xi(2,1) + (xi(2,2)**2 + 1)*xi(3,1)*xi(2,3))*xi
(3,1) + (xi(3,1)*xi(2,4)*xi(2,2)**2 + xi(3,1)*xi(2,4) - xi(3,1)*xi(2,3)*xi(2,2)*
xi(2,1) + 2*xi(2,1)**2)*xi(4,1) + ((xi(3,1)*xi(2,4) - xi(2,2)**2 + xi(2,1)**2 - 
1)*xi(3,1) + (xi(3,1)*xi(2,3) + 2*xi(2,2)*xi(2,1))*xi(4,1))*xi(5,5)*xi(2,1))*xi(
6,3)*xi(2,1))*xi(6,5) + (((((xi(4,1)*xi(2,4) + xi(3,1)*xi(2,3))*xi(4,1)*xi(2,4) 
+ (xi(2,2)**2 + 1)*xi(2,1)**2 + (2*xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1))*xi(4,1)*xi
(2,1))*xi(6,1) + (xi(5,5) - xi(2,2))*(xi(3,1)*xi(2,4) + xi(2,1)**2)*xi(6,2)*xi(2
,1) - (xi(3,1)*xi(2,4) + xi(2,1)**2)*xi(6,3)*xi(4,1)*xi(2,1))*xi(6,5) - (xi(4,1)
**2*xi(2,4)*xi(2,2)**2 + xi(4,1)**2*xi(2,4) - xi(4,1)**2*xi(2,3)*xi(2,2)*xi(2,1)
 + xi(4,1)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,3)*xi(2,2)**2 
+ xi(4,1)*xi(3,1)*xi(2,3) - 2*xi(3,1)*xi(2,1)**2 + (xi(2,2)**2 + xi(2,1)**2 + 1)
*xi(4,1)*xi(2,2)*xi(2,1) + (xi(6,5)*xi(4,1)**2*xi(2,4) + 2*xi(6,5)*xi(4,1)*xi(2,
2)*xi(2,1) - xi(6,5)*xi(3,1)*xi(2,2)**2 - xi(6,5)*xi(3,1) + xi(5,5)*xi(4,1)**2*
xi(2,3) + xi(5,5)*xi(4,1)*xi(3,1)*xi(2,4) + xi(5,5)*xi(4,1)*xi(2,2)**2 - xi(5,5)
*xi(4,1)*xi(2,1)**2 + xi(5,5)*xi(4,1) + 2*xi(5,5)*xi(3,1)*xi(2,2)*xi(2,1))*xi(2,
1))*xi(6,4))*xi(6,5) + (((xi(3,1)*xi(2,3)**2 - xi(2,4)*xi(2,1)**2 + 2*xi(2,3)*xi
(2,2)*xi(2,1))*xi(3,1) + (xi(2,2)**2 + 1)*xi(2,1)**2 + xi(4,1)*xi(3,1)*xi(2,4)*
xi(2,3))*xi(6,1) - (xi(5,5) - xi(2,2))*(xi(4,1)*xi(2,3) - xi(2,1)**2)*xi(6,2)*xi
(2,1) - ((xi(3,1)*xi(2,3) + 2*xi(2,2)*xi(2,1))*xi(3,1) + (xi(2,2)**2 + 1)*xi(4,1
))*xi(6,3)*xi(2,1) - (xi(4,1)*xi(2,3) - xi(2,1)**2)*xi(6,4)*xi(3,1)*xi(2,1))*(xi
(5,5)**2 + 1))*xi(2,1))/((((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1) + (xi(2,4)*xi(2
,1) + xi(2,3)*xi(2,2))*xi(3,1) + (xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,1))*xi
(6,5) + xi(6,5)**2*xi(3,1)*xi(2,4) + xi(6,5)**2*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(
4,1)*xi(2,4) + xi(6,5)*xi(5,5)*xi(3,1)*xi(2,3) - xi(5,5)**2*xi(4,1)*xi(2,3) + xi
(5,5)**2*xi(2,1)**2 - (xi(4,1)*xi(2,3) - xi(2,1)**2))*xi(6,5)*xi(2,1)**2);USD\\$

USD  J^5_3=((((xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,1)*xi(2,3)**2*xi(2,2) + xi
(2,4)*xi(2,2)*xi(2,1)**2 + (2*xi(2,2)**2 + xi(2,1)**2)*xi(2,3)*xi(2,1))*xi(3,1)*
xi(2,3) + ((xi(2,2)**2 + xi(2,1)**2 + 1)*xi(2,3)*xi(2,2) + 2*xi(2,4)*xi(2,1))*xi
(2,1)**2 + (xi(4,1)*xi(2,4)**2*xi(2,2) - xi(4,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,
1)*xi(2,4)**2*xi(2,1) + 2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)*xi(2,3)**2*
xi(2,1) + (2*xi(2,4)*xi(2,2)**2 + xi(2,4)*xi(2,1)**2 - xi(2,3)*xi(2,2)*xi(2,1))*
xi(2,1))*xi(4,1)*xi(2,3) + (((xi(2,2)**2 - xi(2,1)**2 + 1)*xi(2,3) - 2*xi(2,4)*
xi(2,2)*xi(2,1))*xi(2,1)**2 + (xi(3,1)*xi(2,3)**2 - xi(2,4)*xi(2,1)**2 + 2*xi(2,
3)*xi(2,2)*xi(2,1))*xi(3,1)*xi(2,3) + ((xi(4,1)*xi(2,4) + 2*xi(3,1)*xi(2,3))*xi(
2,4)*xi(2,3) - (2*xi(2,4)**2*xi(2,1) - 2*xi(2,4)*xi(2,3)*xi(2,2) - xi(2,3)**2*xi
(2,1))*xi(2,1))*xi(4,1))*xi(5,5))*xi(6,1) - ((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,
1) + (xi(2,4)*xi(2,1) + xi(2,3)*xi(2,2))*xi(3,1) + (xi(2,4)*xi(2,2) - xi(2,3)*xi
(2,1))*xi(4,1) - (xi(4,1)*xi(2,4) - xi(3,1)*xi(2,3))*xi(5,5))*xi(6,2)*xi(2,3)*xi
(2,1)**2 - ((xi(5,5)*xi(4,1)*xi(2,4)*xi(2,1) - xi(5,5)*xi(3,1)*xi(2,3)*xi(2,1) +
 xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3) + 2*xi(4,1)*xi(2,3)*xi(2,1)**2 + xi(3,1)**2*xi(
2,3)**2 - 2*xi(3,1)*xi(2,4)*xi(2,1)**2 - 2*xi(2,1)**4)*xi(5,5) + (xi(3,1)*xi(2,4
)*xi(2,3)*xi(2,2) - xi(3,1)*xi(2,3)**2*xi(2,1) + xi(2,4)*xi(2,1))*xi(4,1) + (xi(
3,1)*xi(2,4)*xi(2,1) + xi(3,1)*xi(2,3)*xi(2,2) + xi(2,2)**2*xi(2,1) + xi(2,1)**3
)*xi(3,1)*xi(2,3))*xi(6,3)*xi(2,1))*xi(6,5) + ((((xi(4,1)*xi(2,4) + 2*xi(3,1)*xi
(2,3))*xi(2,4) + 2*(xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1))*xi(2,1))*xi(4,1)*xi(2,4) 
+ (xi(3,1)*xi(2,4)*xi(2,3) + 2*xi(2,4)*xi(2,2)*xi(2,1) + xi(2,3)*xi(2,1)**2)*xi(
3,1)*xi(2,3) + (xi(2,4)*xi(2,2)**2 + xi(2,4) + 2*xi(2,3)*xi(2,2)*xi(2,1))*xi(2,1
)**2)*xi(6,1) - (xi(3,1)*xi(2,4) + xi(2,1)**2)*xi(6,2)*xi(2,3)*xi(2,1)**2 - (xi(
3,1)*xi(2,3) + xi(2,2)*xi(2,1) + xi(4,1)*xi(2,4) - xi(5,5)*xi(2,1))*(xi(3,1)*xi(
2,4) + xi(2,1)**2)*xi(6,3)*xi(2,1))*xi(6,5)**2 + ((xi(6,2)*xi(2,3) - xi(6,1)*xi(
2,4) - (xi(5,5) + xi(2,2))*xi(6,3) + xi(6,4)*xi(2,1))*(xi(5,5)**2 + 1)*(xi(4,1)*
xi(2,3) - xi(2,1)**2)*xi(2,1) - (xi(4,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(4,1)**2
*xi(2,3)**2*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,1)*
xi(2,3)**2*xi(2,2) + 2*xi(2,1)**3 + (xi(2,2)**2 + xi(2,1)**2 - 1)*xi(4,1)*xi(2,3
)*xi(2,1) + xi(6,5)*xi(4,1)**2*xi(2,4)**2 + xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)*xi(2
,3) + 2*xi(6,5)*xi(4,1)*xi(2,4)*xi(2,2)*xi(2,1) + xi(6,5)*xi(4,1)*xi(2,3)*xi(2,1
)**2 + xi(6,5)*xi(2,2)**2*xi(2,1)**2 + xi(6,5)*xi(2,1)**2 + xi(5,5)*xi(4,1)**2*
xi(2,4)*xi(2,3) + xi(5,5)*xi(4,1)*xi(3,1)*xi(2,3)**2 - 2*xi(5,5)*xi(4,1)*xi(2,4)
*xi(2,1)**2 + 2*xi(5,5)*xi(4,1)*xi(2,3)*xi(2,2)*xi(2,1) - 2*xi(5,5)*xi(2,2)*xi(2
,1)**3)*xi(6,5)*xi(6,4))*xi(2,1))/((((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1) + (xi
(2,4)*xi(2,1) + xi(2,3)*xi(2,2))*xi(3,1) + (xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*
xi(4,1))*xi(6,5) + xi(6,5)**2*xi(3,1)*xi(2,4) + xi(6,5)**2*xi(2,1)**2 - xi(6,5)*
xi(5,5)*xi(4,1)*xi(2,4) + xi(6,5)*xi(5,5)*xi(3,1)*xi(2,3) - xi(5,5)**2*xi(4,1)*
xi(2,3) + xi(5,5)**2*xi(2,1)**2 - (xi(4,1)*xi(2,3) - xi(2,1)**2))*xi(6,5)*xi(2,1
)**2);USD\\$

USD  J^5_4=( - ((((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1) + (xi(2,4)*xi(2,1) + xi(
2,3)*xi(2,2))*xi(3,1) + (xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,1) - (xi(4,1)*
xi(2,4) - xi(3,1)*xi(2,3))*xi(5,5))*xi(6,2)*xi(2,4)*xi(2,1)**2 - ((xi(4,1)*xi(2,
4)**2*xi(2,2) - xi(4,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,1)*xi(2,4)**2*xi(2,1) + 2
*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)*xi(2,3)**2*xi(2,1) + (2*xi(2,4)*xi(2,
2)**2 + xi(2,4)*xi(2,1)**2 - xi(2,3)*xi(2,2)*xi(2,1))*xi(2,1))*xi(4,1)*xi(2,4) +
 (xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,1)*xi(2,3)**2*xi(2,2) + xi(2,4)*xi(2,2)
*xi(2,1)**2 + 2*xi(2,3)*xi(2,2)**2*xi(2,1) + xi(2,3)*xi(2,1)**3)*xi(3,1)*xi(2,4)
 + (xi(2,4)*xi(2,2)**3 + xi(2,4)*xi(2,2)*xi(2,1)**2 + xi(2,4)*xi(2,2) - 2*xi(2,3
)*xi(2,1))*xi(2,1)**2 - (((xi(4,1)*xi(2,4) + 2*xi(3,1)*xi(2,3))*xi(2,4) + (2*xi(
2,4)*xi(2,2) + xi(2,3)*xi(2,1))*xi(2,1))*xi(4,1)*xi(2,4) + (xi(3,1)*xi(2,4)*xi(2
,3)**2 - xi(2,4)**2*xi(2,1)**2 + 2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + 2*xi(2,3)**
2*xi(2,1)**2)*xi(3,1) + (xi(2,4)*xi(2,2)**2 - xi(2,4)*xi(2,1)**2 + xi(2,4) + 2*
xi(2,3)*xi(2,2)*xi(2,1))*xi(2,1)**2)*xi(5,5))*xi(6,1) + (xi(3,1)**2*xi(2,4)**2*
xi(2,1) + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) + xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1
) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(3,1)*xi(2,4)*xi(2,1) - 2*xi(2,1)**3 + (xi(2,
4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,1)*xi(3,1)*xi(2,4) - (xi(3,1)**2*xi(2,4)*xi(2
,3) + 2*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1) + 2*xi(3,1)*xi(2,3)*xi(2,1)**2 + 2*xi(2,
2)*xi(2,1)**3 + xi(4,1)*xi(3,1)*xi(2,4)**2)*xi(5,5))*xi(6,3)*xi(2,1) - (((xi(6,5
)*xi(3,1)*xi(2,4)*xi(2,1) + xi(6,5)*xi(2,1)**3 - xi(5,5)*xi(4,1)*xi(2,4)*xi(2,1)
 + xi(5,5)*xi(3,1)*xi(2,3)*xi(2,1) + xi(4,1)**2*xi(2,4)**2 + xi(4,1)*xi(3,1)*xi(
2,4)*xi(2,3) + 2*xi(4,1)*xi(2,4)*xi(2,2)*xi(2,1))*xi(5,5) + (xi(3,1)*xi(2,4) + 
xi(2,1)**2)*xi(6,5)*xi(2,2)*xi(2,1) + 2*((xi(2,2)**2 + 1)*xi(2,1) + xi(3,1)*xi(2
,3)*xi(2,2))*xi(5,5)*xi(2,1) - (xi(4,1)**2*xi(2,4)**2*xi(2,2) - xi(4,1)**2*xi(2,
4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,4
)*xi(2,3)*xi(2,2) + xi(3,1)*xi(2,3)*xi(2,1) + (xi(2,2)**2 + xi(2,1)**2)*xi(4,1)*
xi(2,4)*xi(2,1)))*xi(6,4) - (xi(6,2)*xi(2,4) + xi(6,1)*xi(2,3) - xi(6,3)*xi(2,1)
)*(xi(3,1)*xi(2,4) + xi(2,1)**2)*xi(6,5)*xi(2,1))*xi(2,1))*xi(6,5) + ((((xi(2,2)
**2 + 1)*xi(2,3) - 2*xi(2,4)*xi(2,2)*xi(2,1))*xi(2,1)**2 + (xi(3,1)*xi(2,3)**2 -
 2*xi(2,4)*xi(2,1)**2 + 2*xi(2,3)*xi(2,2)*xi(2,1))*xi(3,1)*xi(2,3) + ((xi(4,1)*
xi(2,4) + 2*xi(3,1)*xi(2,3))*xi(2,3) - (xi(2,4)*xi(2,1) - 2*xi(2,3)*xi(2,2))*xi(
2,1))*xi(4,1)*xi(2,4))*xi(6,1) - (xi(4,1)*xi(2,3) - xi(2,1)**2)*xi(6,2)*xi(2,4)*
xi(2,1)**2 - ((xi(3,1)*xi(2,3)**2 - xi(2,4)*xi(2,1)**2 + 2*xi(2,3)*xi(2,2)*xi(2,
1))*xi(3,1) + (xi(2,2)**2 + 1)*xi(2,1)**2 + xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3))*xi(
6,3)*xi(2,1) + (xi(5,5)*xi(2,1) - xi(4,1)*xi(2,4) - xi(3,1)*xi(2,3) - xi(2,2)*xi
(2,1))*(xi(4,1)*xi(2,3) - xi(2,1)**2)*xi(6,4)*xi(2,1))*(xi(5,5)**2 + 1)))/((((xi
(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1) + (xi(2,4)*xi(2,1) + xi(2,3)*xi(2,2))*xi(3,1)
 + (xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(4,1))*xi(6,5) + xi(6,5)**2*xi(3,1)*xi(
2,4) + xi(6,5)**2*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(4,1)*xi(2,4) + xi(6,5)*xi(5,5)
*xi(3,1)*xi(2,3) - xi(5,5)**2*xi(4,1)*xi(2,3) + xi(5,5)**2*xi(2,1)**2 - (xi(4,1)
*xi(2,3) - xi(2,1)**2))*xi(6,5)*xi(2,1)**2);USD\\$

USD  J^5_5=xi(5,5);USD\\$

USD  J^5_6=( - (xi(5,5)**2 + 1))/xi(6,5);USD\\$

USD  J^6_1=xi(6,1);USD\\$

USD  J^6_2=xi(6,2);USD\\$

USD  J^6_3=xi(6,3);USD\\$

USD  J^6_4=xi(6,4);USD\\$

USD  J^6_5=xi(6,5);USD\\$

USD  J^6_6= - xi(5,5);USD\\$

USD  {J**2}^1_1=-1;USD\\$

USD  {J**2}^1_2=0;USD\\$

USD  {J**2}^1_3=0;USD\\$

USD  {J**2}^1_4=0;USD\\$

USD  {J**2}^1_5=0;USD\\$

USD  {J**2}^1_6=0;USD\\$

USD  {J**2}^2_1=0;USD\\$

USD  {J**2}^2_2=-1;USD\\$

USD  {J**2}^2_3=0;USD\\$

USD  {J**2}^2_4=0;USD\\$

USD  {J**2}^2_5=0;USD\\$

USD  {J**2}^2_6=0;USD\\$

USD  {J**2}^3_1=0;USD\\$

USD  {J**2}^3_2=0;USD\\$

USD  {J**2}^3_3=-1;USD\\$

USD  {J**2}^3_4=0;USD\\$

USD  {J**2}^3_5=0;USD\\$

USD  {J**2}^3_6=0;USD\\$

USD  {J**2}^4_1=0;USD\\$

USD  {J**2}^4_2=0;USD\\$

USD  {J**2}^4_3=0;USD\\$

USD  {J**2}^4_4=-1;USD\\$

USD  {J**2}^4_5=0;USD\\$

USD  {J**2}^4_6=0;USD\\$

USD  {J**2}^5_1=0;USD\\$

USD  {J**2}^5_2=0;USD\\$

USD  {J**2}^5_3=0;USD\\$

USD  {J**2}^5_4=0;USD\\$

USD  {J**2}^5_5=-1;USD\\$

USD  {J**2}^5_6=0;USD\\$

USD  {J**2}^6_1=0;USD\\$

USD  {J**2}^6_2=0;USD\\$

USD  {J**2}^6_3=0;USD\\$

USD  {J**2}^6_4=0;USD\\$

USD  {J**2}^6_5=0;USD\\$

USD  {J**2}^6_6=-1;USD\\$

\\$ det J:=1$

Trace J:=0$

We now solve the system in the neigborhood of J_0.$

clear xi(3,3),xi(3,4)$

USD  J^1_1=( - (xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1) + xi(4,1)*xi(2,4)))/xi(2,1)
;USD\\$

USD  J^1_2=( - (((xi(3,3)*xi(2,1) - xi(3,1)*xi(2,3) - xi(2,2)*xi(2,1))*(xi(3,3) 
+ xi(2,2))*xi(2,4) - xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1))*xi(3,1) + ((xi(3,1)*xi(2,3
) + xi(2,2)*xi(2,1))*xi(3,1)*xi(2,3) + (xi(2,2)**2 + 1)*xi(2,1)**2)*xi(3,4) - (
xi(3,4)*xi(2,3) - xi(3,3)*xi(2,4) - xi(2,4)*xi(2,2))*(xi(3,4)*xi(2,1) - xi(3,1)*
xi(2,4))*xi(4,1)))/((xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(2,1)**2);USD\\$

USD  J^1_3=(((xi(3,3)*xi(2,1) - xi(3,1)*xi(2,3))*xi(3,3)*xi(2,1) + xi(3,1)**2*xi
(2,3)**2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,1)**2)*xi(2,4) - (xi(3,3) + xi
(2,2))*xi(3,4)*xi(2,3)*xi(2,1)**2 - (xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1)*
xi(2,4)*xi(2,3))/((xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(2,1)**2);USD\\$

USD  J^1_4=( - ((xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1) - xi(3,3)*xi(2,1))*xi(2,4) + 
xi(3,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(2,4)**2))/xi(2,1)**2;USD\\$

USD  J^1_5=0;USD\\$

USD  J^1_6=0;USD\\$

USD  J^2_1=xi(2,1);USD\\$

USD  J^2_2=xi(2,2);USD\\$

USD  J^2_3=xi(2,3);USD\\$

USD  J^2_4=xi(2,4);USD\\$

USD  J^2_5=0;USD\\$

USD  J^2_6=0;USD\\$

USD  J^3_1=xi(3,1);USD\\$

USD  J^3_2=((xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1) - xi(3,3)*xi(2,1))*xi(3,1) - (xi(
3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1))/xi(2,1)**2;USD\\$

USD  J^3_3=xi(3,3);USD\\$

USD  J^3_4=xi(3,4);USD\\$

USD  J^3_5=0;USD\\$

USD  J^3_6=0;USD\\$

USD  J^4_1=xi(4,1);USD\\$

USD  J^4_2=(((xi(3,3)*xi(2,1) - 2*xi(3,1)*xi(2,3))*xi(3,3)*xi(2,1) + xi(3,1)**2*
xi(2,3)**2 + xi(2,1)**2)*xi(3,1) - (xi(3,1)*xi(2,3) - xi(2,2)*xi(2,1) - xi(3,3)*
xi(2,1))*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1))/((xi(3,4)*xi(2,1) - xi(3,1
)*xi(2,4))*xi(2,1)**2);USD\\$

USD  J^4_3=( - ((xi(3,3)*xi(2,1) - 2*xi(3,1)*xi(2,3))*xi(3,3)*xi(2,1) + xi(3,1)
**2*xi(2,3)**2 + xi(2,1)**2 - (xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1)*xi(2,3
)))/((xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(2,1));USD\\$

USD  J^4_4=( - (xi(3,3)*xi(2,1) - xi(3,1)*xi(2,3) - xi(4,1)*xi(2,4)))/xi(2,1)
;USD\\$

USD  J^4_5=0;USD\\$

USD  J^4_6=0;USD\\$

USD  J^5_1=((xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1) + xi(4,1)*xi(2,4) + xi(5,5)*xi(2,
1))*xi(6,1) - xi(6,2)*xi(2,1)**2 - xi(6,3)*xi(3,1)*xi(2,1) - xi(6,4)*xi(4,1)*xi(
2,1))/(xi(6,5)*xi(2,1));USD\\$

USD  J^5_2=((((xi(3,3)*xi(2,1) - xi(3,1)*xi(2,3) - xi(2,2)*xi(2,1))*(xi(3,3) + 
xi(2,2))*xi(2,4) - xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1))*xi(3,1) + ((xi(3,1)*xi(2,3) 
+ xi(2,2)*xi(2,1))*xi(3,1)*xi(2,3) + (xi(2,2)**2 + 1)*xi(2,1)**2)*xi(3,4) - (xi(
3,4)*xi(2,3) - xi(3,3)*xi(2,4) - xi(2,4)*xi(2,2))*(xi(3,4)*xi(2,1) - xi(3,1)*xi(
2,4))*xi(4,1))*xi(6,1) + (xi(5,5) - xi(2,2))*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))
*xi(6,2)*xi(2,1)**2 - ((xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1) - xi(3,3)*xi(2,1))*xi(
3,1) - (xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1))*(xi(3,4)*xi(2,1) - xi(3,1)*
xi(2,4))*xi(6,3) - (((xi(3,3)*xi(2,1) - 2*xi(3,1)*xi(2,3))*xi(3,3)*xi(2,1) + xi(
3,1)**2*xi(2,3)**2 + xi(2,1)**2)*xi(3,1) - (xi(3,1)*xi(2,3) - xi(2,2)*xi(2,1) - 
xi(3,3)*xi(2,1))*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1))*xi(6,4))/((xi(3,4)
*xi(2,1) - xi(3,1)*xi(2,4))*xi(6,5)*xi(2,1)**2);USD\\$

USD  J^5_3=( - ((((xi(3,3)*xi(2,1) - xi(3,1)*xi(2,3))*xi(3,3)*xi(2,1) + xi(3,1)
**2*xi(2,3)**2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,1)**2)*xi(2,4) - (xi(3,3
) + xi(2,2))*xi(3,4)*xi(2,3)*xi(2,1)**2 - (xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi
(4,1)*xi(2,4)*xi(2,3))*xi(6,1) + (xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(6,2)*xi(
2,3)*xi(2,1)**2 - (xi(5,5) - xi(3,3))*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(6,3
)*xi(2,1)**2 - ((xi(3,3)*xi(2,1) - 2*xi(3,1)*xi(2,3))*xi(3,3)*xi(2,1) + xi(3,1)
**2*xi(2,3)**2 + xi(2,1)**2 - (xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1)*xi(2,3
))*xi(6,4)*xi(2,1)))/((xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(6,5)*xi(2,1)**2)
;USD\\$

USD  J^5_4=(((xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1) - xi(3,3)*xi(2,1))*xi(2,4) + xi(
3,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(2,4)**2)*xi(6,1) - xi(6,2)*xi(2,4)*xi(2,1)**2 
- xi(6,3)*xi(3,4)*xi(2,1)**2 + (xi(3,3)*xi(2,1) - xi(3,1)*xi(2,3) - xi(4,1)*xi(2
,4) + xi(5,5)*xi(2,1))*xi(6,4)*xi(2,1))/(xi(6,5)*xi(2,1)**2);USD\\$

USD  J^5_5=xi(5,5);USD\\$

USD  J^5_6=( - (xi(5,5)**2 + 1))/xi(6,5);USD\\$

USD  J^6_1=xi(6,1);USD\\$

USD  J^6_2=xi(6,2);USD\\$

USD  J^6_3=xi(6,3);USD\\$

USD  J^6_4=xi(6,4);USD\\$

USD  J^6_5=xi(6,5);USD\\$

USD  J^6_6= - xi(5,5);USD\\$

USD  {J**2}^1_1=-1;USD\\$

USD  {J**2}^1_2=0;USD\\$

USD  {J**2}^1_3=0;USD\\$

USD  {J**2}^1_4=0;USD\\$

USD  {J**2}^1_5=0;USD\\$

USD  {J**2}^1_6=0;USD\\$

USD  {J**2}^2_1=0;USD\\$

USD  {J**2}^2_2=-1;USD\\$

USD  {J**2}^2_3=0;USD\\$

USD  {J**2}^2_4=0;USD\\$

USD  {J**2}^2_5=0;USD\\$

USD  {J**2}^2_6=0;USD\\$

USD  {J**2}^3_1=0;USD\\$

USD  {J**2}^3_2=0;USD\\$

USD  {J**2}^3_3=-1;USD\\$

USD  {J**2}^3_4=0;USD\\$

USD  {J**2}^3_5=0;USD\\$

USD  {J**2}^3_6=0;USD\\$

USD  {J**2}^4_1=0;USD\\$

USD  {J**2}^4_2=0;USD\\$

USD  {J**2}^4_3=0;USD\\$

USD  {J**2}^4_4=-1;USD\\$

USD  {J**2}^4_5=0;USD\\$

USD  {J**2}^4_6=0;USD\\$

USD  {J**2}^5_1=0;USD\\$

USD  {J**2}^5_2=0;USD\\$

USD  {J**2}^5_3=0;USD\\$

USD  {J**2}^5_4=0;USD\\$

USD  {J**2}^5_5=-1;USD\\$

USD  {J**2}^5_6=0;USD\\$

USD  {J**2}^6_1=0;USD\\$

USD  {J**2}^6_2=0;USD\\$

USD  {J**2}^6_3=0;USD\\$

USD  {J**2}^6_4=0;USD\\$

USD  {J**2}^6_5=0;USD\\$

USD  {J**2}^6_6=-1;USD\\$

\\$ det J:=1$

Trace J:=0$

USD \par Now the nonzero torsion equations left are :$

{{{{1,2},1},0},
{{{1,2},2},0},
{{{1,2},3},0},
{{{1,2},4},0},
{{{1,2},5},
( - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)**2*xi(2,1)**3 + 2*xi(6,5)*xi(5,5)*xi(4,1)*xi
(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(2,1)**4 - 
xi(6,5)*xi(5,5)*xi(4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,1) + xi(6,5)*xi(5,5)*xi(4,1)*
xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,1)**3 
+ xi(6,5)*xi(5,5)*xi(3,4)*xi(3,1)**2*xi(2,3)*xi(2,1)**2 + xi(6,5)*xi(5,5)*xi(3,4
)*xi(3,1)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(5,5)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,1
)**2 - xi(6,5)*xi(5,5)*xi(3,1)**3*xi(2,4)*xi(2,3)*xi(2,1) - xi(6,5)*xi(5,5)*xi(3
,1)**2*xi(2,4)*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(4,1)**2*xi(3,4)**2*xi(2,4)*xi(2,1
)**2 + 2*xi(6,5)*xi(4,1)**2*xi(3,4)*xi(3,1)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(4,1)
**2*xi(3,1)**2*xi(2,4)**3 - xi(6,5)*xi(4,1)*xi(3,4)**2*xi(2,2)*xi(2,1)**3 - 2*xi
(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(6,5)*xi(4,1)*xi(3,
4)*xi(3,3)*xi(2,1)**4 + 2*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(
2,1) + 2*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**2 + xi(6,5)*xi
(4,1)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**3 + 2*xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)**2*
xi(2,4)**2*xi(2,1) + xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**3 - 2*xi(6
,5)*xi(4,1)*xi(3,1)**3*xi(2,4)**2*xi(2,3) - xi(6,5)*xi(4,1)*xi(3,1)**2*xi(2,4)**
2*xi(2,2)*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(6
,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(3,4)*xi(3,1)**2*xi(2
,3)*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi(3,1)*xi(2,1)**3 - xi(6,5)*xi(3,3)**2
*xi(3,1)**2*xi(2,4)*xi(2,1)**2 - xi(6,5)*xi(3,3)**2*xi(3,1)*xi(2,1)**4 + 2*xi(6,
5)*xi(3,3)*xi(3,1)**3*xi(2,4)*xi(2,3)*xi(2,1) + xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,
4)*xi(2,2)*xi(2,1)**2 + 2*xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,3)*xi(2,1)**3 - xi(6,5
)*xi(3,1)**4*xi(2,4)*xi(2,3)**2 - xi(6,5)*xi(3,1)**3*xi(2,4)*xi(2,3)*xi(2,2)*xi(
2,1) - xi(6,5)*xi(3,1)**3*xi(2,3)**2*xi(2,1)**2 - xi(6,5)*xi(3,1)*xi(2,1)**4 - 
xi(5,5)**2*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,1)**3 + xi(5,5)**2*xi(4,1)*xi(3,4)*xi(3,
1)*xi(2,3)*xi(2,1)**2 - xi(5,5)**2*xi(4,1)*xi(3,4)*xi(2,2)*xi(2,1)**3 + xi(5,5)
**2*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(5,5)**2*xi(4,1)*xi(3,1)**2*
xi(2,4)*xi(2,3)*xi(2,1) + xi(5,5)**2*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**2 
- xi(5,5)**2*xi(3,4)*xi(3,1)*xi(2,1)**4 - xi(5,5)**2*xi(3,3)**2*xi(3,1)*xi(2,1)
**3 + 2*xi(5,5)**2*xi(3,3)*xi(3,1)**2*xi(2,3)*xi(2,1)**2 - xi(5,5)**2*xi(3,1)**3
*xi(2,3)**2*xi(2,1) + xi(5,5)**2*xi(3,1)**2*xi(2,4)*xi(2,1)**3 - xi(5,5)**2*xi(3
,1)*xi(2,1)**3 - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,1)**3 + xi(4,1)*xi(3,4)*xi(3,1)*xi
(2,3)*xi(2,1)**2 - xi(4,1)*xi(3,4)*xi(2,2)*xi(2,1)**3 + xi(4,1)*xi(3,3)*xi(3,1)*
xi(2,4)*xi(2,1)**2 - xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,1
)*xi(2,4)*xi(2,2)*xi(2,1)**2 - xi(3,4)*xi(3,1)*xi(2,1)**4 - xi(3,3)**2*xi(3,1)*
xi(2,1)**3 + 2*xi(3,3)*xi(3,1)**2*xi(2,3)*xi(2,1)**2 - xi(3,1)**3*xi(2,3)**2*xi(
2,1) + xi(3,1)**2*xi(2,4)*xi(2,1)**3 - xi(3,1)*xi(2,1)**3)/(xi(6,5)*xi(2,1)**3*(
xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4)))},
{{{1,2},6},
( - xi(6,5)*xi(4,1)*xi(3,4)**2*xi(2,1)**3 + 2*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi
(2,4)*xi(2,1)**2 - xi(6,5)*xi(4,1)*xi(3,4)*xi(2,1)**4 - xi(6,5)*xi(4,1)*xi(3,1)
**2*xi(2,4)**2*xi(2,1) + xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(6,5)*xi
(3,4)*xi(3,3)*xi(3,1)*xi(2,1)**3 + xi(6,5)*xi(3,4)*xi(3,1)**2*xi(2,3)*xi(2,1)**2
 + xi(6,5)*xi(3,4)*xi(3,1)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,
4)*xi(2,1)**2 - xi(6,5)*xi(3,1)**3*xi(2,4)*xi(2,3)*xi(2,1) - xi(6,5)*xi(3,1)**2*
xi(2,4)*xi(2,2)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,1)**3 + xi(5,5
)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(3,4)*xi(2,2)*
xi(2,1)**3 + xi(5,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(5,5)*xi(4,1
)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(5,5)*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,2)*
xi(2,1)**2 - xi(5,5)*xi(3,4)*xi(3,1)*xi(2,1)**4 - xi(5,5)*xi(3,3)**2*xi(3,1)*xi(
2,1)**3 + 2*xi(5,5)*xi(3,3)*xi(3,1)**2*xi(2,3)*xi(2,1)**2 - xi(5,5)*xi(3,1)**3*
xi(2,3)**2*xi(2,1) + xi(5,5)*xi(3,1)**2*xi(2,4)*xi(2,1)**3 - xi(5,5)*xi(3,1)*xi(
2,1)**3 + xi(4,1)**2*xi(3,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(4,1)**2*xi(3,4)*xi(3,1
)*xi(2,4)*xi(2,3)*xi(2,1) + xi(4,1)**2*xi(3,1)**2*xi(2,4)**2*xi(2,3) - xi(4,1)*
xi(3,4)**2*xi(2,1)**4 + 2*xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**2 + 
xi(4,1)*xi(3,4)*xi(3,3)*xi(2,2)*xi(2,1)**3 - 2*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,3
)**2*xi(2,1) + 2*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(4,1)*xi(3,4)*xi
(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**2 - xi(4,1)*xi(3,4)*xi(2,1)**3 - 2*xi(4,1)*xi(3,3
)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)*
xi(2,1)**2 + 2*xi(4,1)*xi(3,1)**3*xi(2,4)*xi(2,3)**2 - xi(4,1)*xi(3,1)**2*xi(2,4
)**2*xi(2,1)**2 + xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + xi(4,1)*
xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(3,4)*xi(3,3)*xi(3,1)*xi(2,1)**4 + xi(3,4)*xi(3,1
)**2*xi(2,3)*xi(2,1)**3 + xi(3,3)**2*xi(3,1)**2*xi(2,3)*xi(2,1)**2 + xi(3,3)**2*
xi(3,1)*xi(2,2)*xi(2,1)**3 - 2*xi(3,3)*xi(3,1)**3*xi(2,3)**2*xi(2,1) + xi(3,3)*
xi(3,1)**2*xi(2,4)*xi(2,1)**3 - 2*xi(3,3)*xi(3,1)**2*xi(2,3)*xi(2,2)*xi(2,1)**2 
+ xi(3,1)**4*xi(2,3)**3 - xi(3,1)**3*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(3,1)**3*xi(
2,3)**2*xi(2,2)*xi(2,1) + xi(3,1)**2*xi(2,3)*xi(2,1)**2 + xi(3,1)*xi(2,2)*xi(2,1
)**3)/(xi(2,1)**3*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4)))},
{{{1,3},1},0},
{{{1,3},2},0},
{{{1,3},3},0},
{{{1,3},4},0},
{{{1,3},5},
( - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**2 + xi(6,5)*xi(5,5)*xi(4,1)
*xi(3,1)*xi(2,4)**2*xi(2,1) + xi(6,5)*xi(5,5)*xi(3,4)*xi(3,3)*xi(2,1)**3 - xi(6,
5)*xi(5,5)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(3,4)*xi(2,2)*
xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(6,5)*xi(5,5
)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(6,5)*xi(5,5)*xi(3,1)*xi(2,4)*xi(2,2)*
xi(2,1)**2 + xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**2 - xi(6,5)*xi(4,1
)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2
,4)**2*xi(2,1) + xi(6,5)*xi(4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,3) + xi(6,5)*xi(3,4)
*xi(3,3)*xi(2,2)*xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**2
 + xi(6,5)*xi(3,4)*xi(2,1)**3 + xi(6,5)*xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**2 + 
xi(6,5)*xi(3,3)**2*xi(2,1)**4 - 2*xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(
2,1) - xi(6,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**2 - 2*xi(6,5)*xi(3,3)*xi
(3,1)*xi(2,3)*xi(2,1)**3 + xi(6,5)*xi(3,1)**3*xi(2,4)*xi(2,3)**2 + xi(6,5)*xi(3,
1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + xi(6,5)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2
 + xi(6,5)*xi(2,1)**4 - xi(5,5)**2*xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(5,5)
**2*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(5,5)**2*xi(3,4)*xi(2,1)**4 + xi
(5,5)**2*xi(3,3)**2*xi(2,1)**3 - 2*xi(5,5)**2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**2
 + xi(5,5)**2*xi(3,1)**2*xi(2,3)**2*xi(2,1) - xi(5,5)**2*xi(3,1)*xi(2,4)*xi(2,1)
**3 + xi(5,5)**2*xi(2,1)**3 - xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(4,1)*xi(3,
1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,4)*xi(2,1)**4 + xi(3,3)**2*xi(2,1)**3 - 2*xi(3
,3)*xi(3,1)*xi(2,3)*xi(2,1)**2 + xi(3,1)**2*xi(2,3)**2*xi(2,1) - xi(3,1)*xi(2,4)
*xi(2,1)**3 + xi(2,1)**3)/(xi(6,5)*xi(2,1)**2*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4)
))},
{{{1,3},6},
( - xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**2 + xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)
**2*xi(2,1) + xi(6,5)*xi(3,4)*xi(3,3)*xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(3,1)*xi(2,
3)*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi(2,2)*xi(2,1)**3 - xi(6,5)*xi(3,3)*xi(3,1)*xi(
2,4)*xi(2,1)**2 + xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(6,5)*xi(3,1)*
xi(2,4)*xi(2,2)*xi(2,1)**2 - xi(5,5)*xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(5,5
)*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(5,5)*xi(3,4)*xi(2,1)**4 + xi(5,5)
*xi(3,3)**2*xi(2,1)**3 - 2*xi(5,5)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**2 + xi(5,5)*
xi(3,1)**2*xi(2,3)**2*xi(2,1) - xi(5,5)*xi(3,1)*xi(2,4)*xi(2,1)**3 + xi(5,5)*xi(
2,1)**3 - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1)**2 + xi(4,1)*xi(3,4)*xi(3,1)*
xi(2,3)**2*xi(2,1) + xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(4,1)*
xi(3,1)**2*xi(2,4)*xi(2,3)**2 + xi(3,4)*xi(3,3)*xi(2,1)**4 - xi(3,4)*xi(3,1)*xi(
2,3)*xi(2,1)**3 - xi(3,3)**2*xi(3,1)*xi(2,3)*xi(2,1)**2 - xi(3,3)**2*xi(2,2)*xi(
2,1)**3 + 2*xi(3,3)*xi(3,1)**2*xi(2,3)**2*xi(2,1) - xi(3,3)*xi(3,1)*xi(2,4)*xi(2
,1)**3 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**2 - xi(3,1)**3*xi(2,3)**3 + 
xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1) - 
xi(3,1)*xi(2,3)*xi(2,1)**2 - xi(2,2)*xi(2,1)**3)/(xi(2,1)**2*(xi(3,4)*xi(2,1) - 
xi(3,1)*xi(2,4)))},
{{{1,4},1},0},
{{{1,4},2},0},
{{{1,4},3},0},
{{{1,4},4},0},
{{{1,4},5},
(xi(6,5)*xi(5,5)*xi(3,4)*xi(2,1)**2 + xi(6,5)*xi(5,5)*xi(2,1)**3 + xi(6,5)*xi(4,
1)*xi(3,4)*xi(2,4)*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)**2 + xi(6,5)*xi(3,4
)*xi(2,2)*xi(2,1)**2 + xi(6,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1) + xi(6,5)*xi(3,3)
*xi(2,1)**3 - xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3) - xi(6,5)*xi(3,1)*xi(2,4)*xi(2,
2)*xi(2,1) - xi(6,5)*xi(3,1)*xi(2,3)*xi(2,1)**2 + xi(5,5)**2*xi(3,3)*xi(2,1)**2 
+ xi(5,5)**2*xi(2,2)*xi(2,1)**2 + xi(3,3)*xi(2,1)**2 + xi(2,2)*xi(2,1)**2)/(xi(6
,5)*xi(2,1)**2)},
{{{1,4},6},
(xi(6,5)*xi(3,4)*xi(2,1)**2 + xi(6,5)*xi(2,1)**3 + xi(5,5)*xi(3,3)*xi(2,1)**2 + 
xi(5,5)*xi(2,2)*xi(2,1)**2 - xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,1)*
xi(2,4)*xi(2,3) + xi(3,4)*xi(2,1)**3 - xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) - xi(3,3)
*xi(2,2)*xi(2,1)**2 + xi(3,1)**2*xi(2,3)**2 - xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(3,
1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,1)**2)/xi(2,1)**2},
{{{1,5},1},0},
{{{1,5},2},0},
{{{1,5},3},0},
{{{1,5},4},0},
{{{1,5},5},0},
{{{1,5},6},0},
{{{1,6},1},0},
{{{1,6},2},0},
{{{1,6},3},0},
{{{1,6},4},0},
{{{1,6},5},0},
{{{1,6},6},0},
{{{2,3},1},0},
{{{2,3},2},0},
{{{2,3},3},0},
{{{2,3},4},0},
{{{2,3},5},
(xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(4,1)
*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi
(2,4)*xi(2,3)*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,
1)**3 + xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(5,5)*xi(
4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 + xi(6,5)*xi(5,5)*xi(4,1)*xi(3,1)*xi(
2,4)**2*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(
2,1)**3 + xi(6,5)*xi(5,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 - xi(6,5)*
xi(5,5)*xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 - xi(6,5)*xi(5,5)*xi(3,4)*xi(3,
1)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,4)*xi(2,2)**2*xi(2,1)**4 - 
xi(6,5)*xi(5,5)*xi(3,4)*xi(2,1)**4 - xi(6,5)*xi(5,5)*xi(3,3)**2*xi(3,1)*xi(2,4)*
xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,3)**2*xi(2,1)**5 + xi(6,5)*xi(5,5)*xi(3,3)*xi(
3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + 2*xi(6,5)*xi(5,5)*xi(3,3)*xi(3,1)*xi(2,3)*
xi(2,1)**4 + xi(6,5)*xi(5,5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - xi(
6,5)*xi(5,5)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3 + xi(6,5)*xi(5,5)*xi(3,1)*xi(2,4)*
xi(2,2)**2*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(2,1)**5 + xi(6,5)*xi(4,1)**2*xi(3,4)
**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - 2*xi(6,5)*xi(4,1)**2*xi(3,4)*xi(3,1)*xi(2,4)**2
*xi(2,3)*xi(2,1) + xi(6,5)*xi(4,1)**2*xi(3,1)**2*xi(2,4)**3*xi(2,3) + xi(6,5)*xi
(4,1)*xi(3,4)**2*xi(2,3)*xi(2,2)*xi(2,1)**3 + 2*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*
xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(
2,2)*xi(2,1)**3 + xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1)**4 - 2*xi(6,5)
*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1) - 3*xi(6,5)*xi(4,1)*xi(3,
4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)*
xi(2,3)**2*xi(2,1)**3 - xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**3 - 2*xi(6,5)*
xi(4,1)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,3)*
xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*
xi(2,3)*xi(2,1)**3 + 2*xi(6,5)*xi(4,1)*xi(3,1)**3*xi(2,4)**2*xi(2,3)**2 + 2*xi(6
,5)*xi(4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,2)*xi(2,1) + xi(6,5)*xi(4,1)*xi(3
,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1)**2 + xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,1
)**2 + xi(6,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(3
,4)*xi(3,3)*xi(2,2)**2*xi(2,1)**4 + xi(6,5)*xi(3,4)*xi(3,3)*xi(2,1)**4 - xi(6,5)
*xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi(3,1)*xi(2
,3)*xi(2,2)**2*xi(2,1)**3 + xi(6,5)*xi(3,3)**2*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1
)**2 + xi(6,5)*xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(3,3)**
2*xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(3,3)**2*xi(2,2)*xi(2,1)**5 - 2*xi(6,5)
*xi(3,3)*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1) - 3*xi(6,5)*xi(3,3)*xi(3,1)**2*xi
(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - 2*xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,3)**2*xi(2,
1)**3 - xi(6,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**3 - xi(6,5)*xi(3,3)*
xi(3,1)*xi(2,4)*xi(2,1)**3 - 2*xi(6,5)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**
4 + xi(6,5)*xi(3,1)**4*xi(2,4)*xi(2,3)**3 + 2*xi(6,5)*xi(3,1)**3*xi(2,4)*xi(2,3)
**2*xi(2,2)*xi(2,1) + xi(6,5)*xi(3,1)**3*xi(2,3)**3*xi(2,1)**2 + xi(6,5)*xi(3,1)
**2*xi(2,4)*xi(2,3)*xi(2,2)**2*xi(2,1)**2 + xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3)*
xi(2,1)**2 + xi(6,5)*xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(3,1)*
xi(2,4)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(2,2
)*xi(2,1)**5 + xi(5,5)**2*xi(3,4)*xi(3,3)*xi(2,1)**5 + xi(5,5)**2*xi(3,4)*xi(2,2
)*xi(2,1)**5 - xi(5,5)**2*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**4 - xi(5,5)**2*xi(3,1
)*xi(2,4)*xi(2,2)*xi(2,1)**4 + xi(3,4)*xi(3,3)*xi(2,1)**5 + xi(3,4)*xi(2,2)*xi(2
,1)**5 - xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**4 - xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4
)/(xi(6,5)*xi(2,1)**4*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4)))},
{{{2,3},6},
(xi(6,5)*xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1)**3 - xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)
*xi(2,4)*xi(2,1)**3 - xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2
 - xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1)**3 + xi(6,5)*xi(4,1)*xi(3,4)*
xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 + xi(
6,5)*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 - xi(6,5)*xi(4,1)*xi(3,1)*xi(
2,4)*xi(2,3)*xi(2,1)**3 + xi(6,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 - 
xi(6,5)*xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi(3,1)*xi(2,
3)*xi(2,2)*xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(2,2)**2*xi(2,1)**4 - xi(6,5)*xi(3,4)*
xi(2,1)**4 - xi(6,5)*xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(6,5)*xi(3,3)**2*
xi(2,1)**5 + xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + 2*xi(6,5)*
xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*
xi(2,1)**2 - xi(6,5)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3 + xi(6,5)*xi(3,1)*xi(2,4)*
xi(2,2)**2*xi(2,1)**3 - xi(6,5)*xi(2,1)**5 + xi(5,5)*xi(3,4)*xi(3,3)*xi(2,1)**5 
+ xi(5,5)*xi(3,4)*xi(2,2)*xi(2,1)**5 - xi(5,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**
4 - xi(5,5)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 - xi(4,1)**2*xi(3,4)**2*xi(2,3)**
2*xi(2,1)**2 + 2*xi(4,1)**2*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)**2*xi(2,1) - xi(4,1)
**2*xi(3,1)**2*xi(2,4)**2*xi(2,3)**2 + xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1)**4 - 2
*xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)**2*xi(2,1)**2 - 2*xi(4,1)*xi(3,4)*xi(3,
3)*xi(2,3)*xi(2,2)*xi(2,1)**3 + 2*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,3)**3*xi(2,1) 
- 2*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**3 + 2*xi(4,1)*xi(3,4)*xi(3,
1)*xi(2,3)**2*xi(2,2)*xi(2,1)**2 + 2*xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**3 + 2*xi(4
,1)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1) + 2*xi(4,1)*xi(3,3)*xi(3,1)*xi
(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - 2*xi(4,1)*xi(3,1)**3*xi(2,4)*xi(2,3)**3 + xi(
4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(4,1)*xi(3,1)**2*xi(2,4)*xi(
2,3)**2*xi(2,2)*xi(2,1) - 2*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(3,4)
*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(3,4)*xi(3,3)*xi(2,2)*xi(2,1)**5 - xi(3,
4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**4
 - xi(3,4)*xi(2,1)**5 - xi(3,3)**2*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 - 2*xi(3,3)
**2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(3,3)**2*xi(2,2)**2*xi(2,1)**4 - xi(3
,3)**2*xi(2,1)**4 + 2*xi(3,3)*xi(3,1)**3*xi(2,3)**3*xi(2,1) - xi(3,3)*xi(3,1)**2
*xi(2,4)*xi(2,3)*xi(2,1)**3 + 4*xi(3,3)*xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**2
 - xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2
)**2*xi(2,1)**3 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 - xi(3,1)**4*xi(2,3)**4 +
 xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1)**2 - 2*xi(3,1)**3*xi(2,3)**3*xi(2,2)*xi(2
,1) + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(3,1)**2*xi(2,3)**2*xi(2
,2)**2*xi(2,1)**2 - 2*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 + xi(3,1)*xi(2,4)*xi(2,1)
**4 - 2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(2,2)**2*xi(2,1)**4 - xi(2,1)**4)
/(xi(2,1)**4*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4)))},
{{{2,4},1},0},
{{{2,4},2},0},
{{{2,4},3},0},
{{{2,4},4},0},
{{{2,4},5},
(xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**4 - xi(6,5)*xi(5,5)*xi(4,1)*xi
(3,1)*xi(2,4)**2*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,4)*xi(3,3)*xi(2,1)**5 + xi(6,
5)*xi(5,5)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(6,5)*xi(5,5)*xi(3,4)*xi(2,2)*
xi(2,1)**5 + xi(6,5)*xi(5,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**4 - xi(6,5)*xi(5,5
)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 - xi(6,5)*xi(5,5)*xi(3,1)*xi(2,4)*xi(2,2
)*xi(2,1)**4 + xi(6,5)*xi(4,1)**2*xi(3,4)**2*xi(2,4)**2*xi(2,1)**2 - 2*xi(6,5)*
xi(4,1)**2*xi(3,4)*xi(3,1)*xi(2,4)**3*xi(2,1) + xi(6,5)*xi(4,1)**2*xi(3,1)**2*xi
(2,4)**4 + 2*xi(6,5)*xi(4,1)*xi(3,4)**2*xi(2,4)*xi(2,2)*xi(2,1)**3 + 2*xi(6,5)*
xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 + xi(6,5)*xi(4,1)*xi(3,4)*
xi(3,3)*xi(2,4)*xi(2,1)**4 - 2*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,4)**2*xi(
2,3)*xi(2,1) - 4*xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 -
 xi(6,5)*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**3 - 2*xi(6,5)*xi(4,1)*
xi(3,3)*xi(3,1)**2*xi(2,4)**3*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)
**2*xi(2,1)**3 + 2*xi(6,5)*xi(4,1)*xi(3,1)**3*xi(2,4)**3*xi(2,3) + 2*xi(6,5)*xi(
4,1)*xi(3,1)**2*xi(2,4)**3*xi(2,2)*xi(2,1) + xi(6,5)*xi(4,1)*xi(3,1)**2*xi(2,4)
**2*xi(2,3)*xi(2,1)**2 + xi(6,5)*xi(3,4)**2*xi(2,2)**2*xi(2,1)**4 + xi(6,5)*xi(3
,4)**2*xi(2,1)**4 + 2*xi(6,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3
 + xi(6,5)*xi(3,4)*xi(3,3)*xi(2,2)*xi(2,1)**5 - 2*xi(6,5)*xi(3,4)*xi(3,1)**2*xi(
2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - 2*xi(6,5)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,2)**2*
xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**4 + xi(6,5)*xi(3,4
)*xi(2,1)**5 + xi(6,5)*xi(3,3)**2*xi(3,1)**2*xi(2,4)**2*xi(2,1)**2 + xi(6,5)*xi(
3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**4 - 2*xi(6,5)*xi(3,3)*xi(3,1)**3*xi(2,4)**2*xi(
2,3)*xi(2,1) - 2*xi(6,5)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi(2,1)**2 - 2*xi
(6,5)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 - xi(6,5)*xi(3,3)*xi(3,1)*xi
(2,4)*xi(2,2)*xi(2,1)**4 + xi(6,5)*xi(3,1)**4*xi(2,4)**2*xi(2,3)**2 + 2*xi(6,5)*
xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi(2,2)*xi(2,1) + xi(6,5)*xi(3,1)**3*xi(2,4)*xi(2,
3)**2*xi(2,1)**2 + xi(6,5)*xi(3,1)**2*xi(2,4)**2*xi(2,2)**2*xi(2,1)**2 + xi(6,5)
*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(5,5)**2*xi(4,1)*xi(3,4)**2*
xi(2,3)*xi(2,1)**3 + xi(5,5)**2*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**3 + xi(
5,5)**2*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(5,5)**2*xi(4,1)*
xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1)**3 - xi(5,5)**2*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)
**2*xi(2,1)**2 - xi(5,5)**2*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 + xi(5
,5)**2*xi(3,4)**2*xi(2,1)**5 - xi(5,5)**2*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1
)**3 + xi(5,5)**2*xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 - xi(5,5)**2*xi(3,4)*
xi(3,1)*xi(2,4)*xi(2,1)**4 + xi(5,5)**2*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)
**3 + xi(5,5)**2*xi(3,4)*xi(2,2)**2*xi(2,1)**4 + xi(5,5)**2*xi(3,4)*xi(2,1)**4 +
 xi(5,5)**2*xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(5,5)**2*xi(3,3)*xi(3,1)**
2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(5,5)**2*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(
2,1)**2 - xi(5,5)**2*xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**3 - xi(4,1)*xi(3,4)**2*
xi(2,3)*xi(2,1)**3 + xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**3 + xi(4,1)*xi(3,4
)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(4,1)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1)**
3 - xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 - xi(4,1)*xi(3,1)*xi(2,4)**2*
xi(2,2)*xi(2,1)**2 + xi(3,4)**2*xi(2,1)**5 - xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(
2,1)**3 + xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 - xi(3,4)*xi(3,1)*xi(2,4)*xi(
2,1)**4 + xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 + xi(3,4)*xi(2,2)**2*xi(2,1
)**4 + xi(3,4)*xi(2,1)**4 + xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(3,3)*xi(3
,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**
2 - xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**3)/(xi(6,5)*xi(2,1)**4*(xi(3,4)*xi(2,1) 
- xi(3,1)*xi(2,4)))},
{{{2,4},6},
(xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**4 - xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)**2
*xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(3,3)*xi(2,1)**5 + xi(6,5)*xi(3,4)*xi(3,1)*xi(2,
3)*xi(2,1)**4 + xi(6,5)*xi(3,4)*xi(2,2)*xi(2,1)**5 + xi(6,5)*xi(3,3)*xi(3,1)*xi(
2,4)*xi(2,1)**4 - xi(6,5)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 - xi(6,5)*xi(3,1
)*xi(2,4)*xi(2,2)*xi(2,1)**4 - xi(5,5)*xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1)**3 + 
xi(5,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**3 + xi(5,5)*xi(4,1)*xi(3,4)*xi(
3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1
)**3 - xi(5,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 - xi(5,5)*xi(4,1)*
xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 + xi(5,5)*xi(3,4)**2*xi(2,1)**5 - xi(5,5)*
xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 + xi(5,5)*xi(3,4)*xi(3,1)**2*xi(2,3)
**2*xi(2,1)**2 - xi(5,5)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**4 + xi(5,5)*xi(3,4)*xi
(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 + xi(5,5)*xi(3,4)*xi(2,2)**2*xi(2,1)**4 + xi(5,
5)*xi(3,4)*xi(2,1)**4 + xi(5,5)*xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(5,5)*
xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(5,5)*xi(3,1)**2*xi(2,4)*xi(2,
3)*xi(2,2)*xi(2,1)**2 - xi(5,5)*xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**3 - xi(4,1)
**2*xi(3,4)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + 2*xi(4,1)**2*xi(3,4)*xi(3,1)*xi(2,4)
**2*xi(2,3)*xi(2,1) - xi(4,1)**2*xi(3,1)**2*xi(2,4)**3*xi(2,3) + xi(4,1)*xi(3,4)
**2*xi(2,4)*xi(2,1)**4 - xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,2)*xi(2,1)**3 - 2*xi(4,
1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(4,1)*xi(3,4)*xi(3,3)*
xi(2,4)*xi(2,2)*xi(2,1)**3 + 2*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(
2,1) - 2*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)**2*xi(2,1)**3 + 3*xi(4,1)*xi(3,4)*xi(3,
1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**3 + 2*
xi(4,1)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,3)*xi(3,1)*
xi(2,4)**2*xi(2,2)*xi(2,1)**2 - 2*xi(4,1)*xi(3,1)**3*xi(2,4)**2*xi(2,3)**2 + xi(
4,1)*xi(3,1)**2*xi(2,4)**3*xi(2,1)**2 - 2*xi(4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*
xi(2,2)*xi(2,1) - xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 + xi(3,4)**2*xi(2,2)*xi(
2,1)**5 + xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**4 - xi(3,4)*xi(3,3)*xi(3,1)*
xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(3,4)*xi(3,3)*xi(2,2)**2*xi(2,1)**4 - xi(3,4)*xi(
3,3)*xi(2,1)**4 - xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 + xi(3,4)*xi(3,1
)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**2 - 2*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**
4 + xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)**2*xi(2,1)**3 - xi(3,3)**2*xi(3,1)**2*xi(2,4
)*xi(2,3)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 + 2*xi(3,3)
*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1) - xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,1)**
3 + 3*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + xi(3,3)*xi(3,1)*xi
(2,4)*xi(2,2)**2*xi(2,1)**3 + xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(3,1)**4*xi
(2,4)*xi(2,3)**3 + xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(3,1)**3*xi(2,
4)*xi(2,3)**2*xi(2,2)*xi(2,1) + xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi(2,1)**3 - xi(3,
1)**2*xi(2,4)*xi(2,3)*xi(2,2)**2*xi(2,1)**2 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)
**2 - xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3)/(xi(2,1)**4*(xi(3,4)*xi(2,1) - xi(3,1)
*xi(2,4)))},
{{{2,5},1},0},
{{{2,5},2},0},
{{{2,5},3},0},
{{{2,5},4},0},
{{{2,5},5},0},
{{{2,5},6},0},
{{{2,6},1},0},
{{{2,6},2},0},
{{{2,6},3},0},
{{{2,6},4},0},
{{{2,6},5},0},
{{{2,6},6},0},
{{{3,4},1},0},
{{{3,4},2},0},
{{{3,4},3},0},
{{{3,4},4},0},
{{{3,4},5},
(xi(6,5)*xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(5,5)*xi(4,1)*xi
(3,1)*xi(2,4)**3 + xi(6,5)*xi(5,5)*xi(3,4)**2*xi(2,3)*xi(2,1)**2 - xi(6,5)*xi(5,
5)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**2 + xi(6,5)*xi(5,5)*xi(3,4)*xi(2,4)*xi(2,2)*
xi(2,1)**2 + xi(6,5)*xi(5,5)*xi(3,4)*xi(2,3)*xi(2,1)**3 + xi(6,5)*xi(5,5)*xi(3,3
)*xi(3,1)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(5,5)*xi(3,1)**2*xi(2,4)**2*xi(2,3) - 
xi(6,5)*xi(5,5)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1) - xi(6,5)*xi(5,5)*xi(3,1)*xi(
2,4)*xi(2,3)*xi(2,1)**2 + xi(6,5)*xi(4,1)*xi(3,4)**2*xi(2,4)*xi(2,3)*xi(2,1) - 
xi(6,5)*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,4)*xi(
3,1)*xi(2,4)**2*xi(2,3) + xi(6,5)*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**3 + xi(6,5)*
xi(3,4)**2*xi(2,3)*xi(2,2)*xi(2,1)**2 + xi(6,5)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*
xi(2,3)*xi(2,1) - xi(6,5)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,2)*xi(2,1)**2 + xi(6,5)*
xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1)**3 - xi(6,5)*xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)
**2 - xi(6,5)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) - xi(6,5)*xi(3,4)*
xi(3,1)*xi(2,3)**2*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi(2,4)*xi(2,1)**2 - xi(6,5)*xi(
3,3)**2*xi(3,1)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(3,3)**2*xi(2,4)*xi(2,1)**3 + xi(
6,5)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,3) + xi(6,5)*xi(3,3)*xi(3,1)*xi(2,4)**2*
xi(2,2)*xi(2,1) + xi(6,5)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(6,5)*
xi(2,4)*xi(2,1)**3 + xi(5,5)**2*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,3)*xi(2,1) - xi(5,5
)**2*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,3) + xi(5,5)**2*xi(3,4)*xi(3,3)*xi(2,3)*xi(
2,1)**2 - xi(5,5)**2*xi(3,4)*xi(2,4)*xi(2,1)**3 + xi(5,5)**2*xi(3,4)*xi(2,3)*xi(
2,2)*xi(2,1)**2 - xi(5,5)**2*xi(3,3)**2*xi(2,4)*xi(2,1)**2 + xi(5,5)**2*xi(3,3)*
xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(5,5)**2*xi(3,1)**2*xi(2,4)*xi(2,3)**2 + xi(
5,5)**2*xi(3,1)*xi(2,4)**2*xi(2,1)**2 - xi(5,5)**2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,
2)*xi(2,1) - xi(5,5)**2*xi(2,4)*xi(2,1)**2 + xi(4,1)*xi(3,4)*xi(2,4)*xi(2,3)*xi(
2,1) - xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,3) + xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1)**2 -
 xi(3,4)*xi(2,4)*xi(2,1)**3 + xi(3,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 - xi(3,3)**2*xi
(2,4)*xi(2,1)**2 + xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(3,1)**2*xi(2,4)*
xi(2,3)**2 + xi(3,1)*xi(2,4)**2*xi(2,1)**2 - xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(
2,1) - xi(2,4)*xi(2,1)**2)/(xi(6,5)*xi(2,1)**2*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4
)))},
{{{3,4},6},
(xi(6,5)*xi(4,1)*xi(3,4)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(4,1)*xi(3,1)*xi(2,4)**3
 + xi(6,5)*xi(3,4)**2*xi(2,3)*xi(2,1)**2 - xi(6,5)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,
1)**2 + xi(6,5)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1)**2 + xi(6,5)*xi(3,4)*xi(2,3)*xi(
2,1)**3 + xi(6,5)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,1) - xi(6,5)*xi(3,1)**2*xi(2,4
)**2*xi(2,3) - xi(6,5)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1) - xi(6,5)*xi(3,1)*xi(2
,4)*xi(2,3)*xi(2,1)**2 + xi(5,5)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,3)*xi(2,1) - xi(5,
5)*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,3) + xi(5,5)*xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1)
**2 - xi(5,5)*xi(3,4)*xi(2,4)*xi(2,1)**3 + xi(5,5)*xi(3,4)*xi(2,3)*xi(2,2)*xi(2,
1)**2 - xi(5,5)*xi(3,3)**2*xi(2,4)*xi(2,1)**2 + xi(5,5)*xi(3,3)*xi(3,1)*xi(2,4)*
xi(2,3)*xi(2,1) - xi(5,5)*xi(3,1)**2*xi(2,4)*xi(2,3)**2 + xi(5,5)*xi(3,1)*xi(2,4
)**2*xi(2,1)**2 - xi(5,5)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) - xi(5,5)*xi(2
,4)*xi(2,1)**2 - xi(4,1)*xi(3,4)**2*xi(2,3)**2*xi(2,1) + xi(4,1)*xi(3,4)*xi(3,3)
*xi(2,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)**2 - xi(4,1)*
xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,3) + xi(3,4)**2*xi(2,3)*xi(2,1)**3 - xi(3,4)*xi(
3,3)*xi(3,1)*xi(2,3)**2*xi(2,1) - xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1)**3 - xi(3,4)*
xi(3,3)*xi(2,3)*xi(2,2)*xi(2,1)**2 + xi(3,4)*xi(3,1)**2*xi(2,3)**3 - xi(3,4)*xi(
3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(3,4)*xi(3,1)*xi(2,3)**2*xi(2,2)*xi(2,1) + 
xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,3
)**2*xi(2,4)*xi(2,2)*xi(2,1)**2 - xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)**2 + xi(3,3
)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 - xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1
) + xi(2,4)*xi(2,2)*xi(2,1)**2)/(xi(2,1)**2*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4)))
},
{{{3,5},1},0},
{{{3,5},2},0},
{{{3,5},3},0},
{{{3,5},4},0},
{{{3,5},5},0},
{{{3,5},6},0},
{{{3,6},1},0},
{{{3,6},2},0},
{{{3,6},3},0},
{{{3,6},4},0},
{{{3,6},5},0},
{{{3,6},6},0},
{{{4,5},1},0},
{{{4,5},2},0},
{{{4,5},3},0},
{{{4,5},4},0},
{{{4,5},5},0},
{{{4,5},6},0},
{{{4,6},1},0},
{{{4,6},2},0},
{{{4,6},3},0},
{{{4,6},4},0},
{{{4,6},5},0},
{{{4,6},6},0},
{{{5,6},5},0},
{{{5,6},6},0}}$

f145=xi(5,5)*(xi(3,4) + xi(2,1)) + (xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1) - xi(4,1)*xi
(3,1)*xi(2,4)**2 + xi(3,4)*xi(2,2)*xi(2,1)**2 + xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1) 
+ xi(3,3)*xi(2,1)**3 - xi(3,1)**2*xi(2,4)*xi(2,3) - xi(3,1)*xi(2,4)*xi(2,2)*xi(2
,1) - xi(3,1)*xi(2,3)*xi(2,1)**2)/xi(2,1)**2 + xi(6,5)**(-1)*xi(5,5)**2*(xi(3,3)
 + xi(2,2)) + xi(6,5)**(-1)*(xi(3,3) + xi(2,2))$

f146=xi(6,5)*(xi(3,4) + xi(2,1)) + xi(5,5)*(xi(3,3) + xi(2,2)) + ( - xi(4,1)*xi(
3,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3) + xi(3,4)*xi(2,1)**3 - xi
(3,3)*xi(3,1)*xi(2,3)*xi(2,1) - xi(3,3)*xi(2,2)*xi(2,1)**2 + xi(3,1)**2*xi(2,3)
**2 - xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,1)**2)
/xi(2,1)**2$

\\ From equation USD14|6USD : $

\\ USD xi(6,5):= - (xi(5,5)*(xi(3,3) + xi(2,2)))/(xi(3,4) + xi(2,1)) + (xi(4,1)*
xi(3,4)*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3) - xi(3,4)*xi(2,1)**3 +
 xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) + xi(3,3)*xi(2,2)*xi(2,1)**2 - xi(3,1)**2*xi(2,
3)**2 + xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) - xi(2,1)**
2)/(xi(2,1)**2*(xi(3,4) + xi(2,1)))USD$

\\ USD DEN xi(6,5):=xi(2,1)**2*(xi(3,4) + xi(2,1))USD$

the equation USD 14|5USD reads$

f145=xi(5,5)*( - xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,4)*xi(3,3)*xi
(2,4)*xi(2,1) + xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3) + xi(4,1)*xi(3,4)*xi(2,4
)*xi(2,2)*xi(2,1) - xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 - xi(4,1)*xi(3,3)*xi(3,1)
*xi(2,4)**2 - xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2) + xi(4,1)*xi(3,1)*xi(2,4)*xi(2,
3)*xi(2,1) + xi(3,4)**2*xi(2,1)**3 - xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) + 
xi(3,4)*xi(3,1)**2*xi(2,3)**2 - xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(3,4)*xi(
3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(3,4)*xi(2,2)**2*xi(2,1)**2 + xi(3,4)*xi(2,1)**
4 + xi(3,4)*xi(2,1)**2 + xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1) + xi(3,3)**2*xi(2,1)
**3 - xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3) - 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**2 
- xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) + xi(3,1)**2*xi(2,3)**2*xi(2,1) - xi(3,1)*
xi(2,4)*xi(2,2)**2*xi(2,1) - xi(3,1)*xi(2,4)*xi(2,1)**3 + xi(2,1)**3)/(xi(5,5)*
xi(3,3)*xi(2,1)**2 + xi(5,5)*xi(2,2)*xi(2,1)**2 - xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1
) + xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3) + xi(3,4)*xi(2,1)**3 - xi(3,3)*xi(3,1)*xi(2,
3)*xi(2,1) - xi(3,3)*xi(2,2)*xi(2,1)**2 + xi(3,1)**2*xi(2,3)**2 - xi(3,1)*xi(2,4
)*xi(2,1)**2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,1)**2) + ( - xi(4,1)**2*xi
(3,4)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + 2*xi(4,1)**2*xi(3,4)*xi(3,1)*xi(2,4)**2*xi
(2,3)*xi(2,1) - xi(4,1)**2*xi(3,1)**2*xi(2,4)**3*xi(2,3) + xi(4,1)*xi(3,4)**2*xi
(2,4)*xi(2,1)**4 - xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,2)*xi(2,1)**3 - 2*xi(4,1)*xi(
3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4
)*xi(2,2)*xi(2,1)**3 - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1)**4 + 2*xi(4,1)*xi
(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1) - 2*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)
**2*xi(2,1)**3 + 3*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + 
xi(4,1)*xi(3,4)*xi(3,1)*xi(2,3)**2*xi(2,1)**3 + xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)
**3 + 2*xi(4,1)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,3)*
xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 + xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*
xi(2,1)**3 - 2*xi(4,1)*xi(3,1)**3*xi(2,4)**2*xi(2,3)**2 + xi(4,1)*xi(3,1)**2*xi(
2,4)**3*xi(2,1)**2 - 2*xi(4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,2)*xi(2,1) - 
xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1)**2 - xi(4,1)*xi(3,1)*xi(2,4)**2*xi
(2,1)**2 + xi(3,4)**2*xi(2,2)*xi(2,1)**5 + xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,
1)**4 - xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(3,4)*xi(3,3)*xi(
2,2)**2*xi(2,1)**4 + xi(3,4)*xi(3,3)*xi(2,1)**6 - xi(3,4)*xi(3,3)*xi(2,1)**4 - 
xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 + xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi
(2,2)*xi(2,1)**2 - 2*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 + xi(3,4)*xi(3,1
)*xi(2,3)*xi(2,2)**2*xi(2,1)**3 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**5 - xi(3,3)**
2*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,2)*xi(
2,1)**3 - xi(3,3)**2*xi(3,1)*xi(2,3)*xi(2,1)**4 - xi(3,3)**2*xi(2,2)*xi(2,1)**5 
+ 2*xi(3,3)*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1) - xi(3,3)*xi(3,1)**2*xi(2,4)**
2*xi(2,1)**3 + 3*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + 2*xi(3,
3)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3 + xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)
**3 - xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**5 + xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**3 + 
2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**4 - xi(3,1)**4*xi(2,4)*xi(2,3)**3 + 
xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,
2)*xi(2,1) - xi(3,1)**3*xi(2,3)**3*xi(2,1)**2 + xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi
(2,1)**3 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)**2*xi(2,1)**2 + xi(3,1)**2*xi(2,4)
*xi(2,3)*xi(2,1)**4 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(3,1)**2*xi(2,3)
**2*xi(2,2)*xi(2,1)**3 - xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 - xi(3,1)*xi(2,3)*xi
(2,1)**4 - xi(2,2)*xi(2,1)**5)/(xi(2,1)**2*(xi(5,5)*xi(3,3)*xi(2,1)**2 + xi(5,5)
*xi(2,2)*xi(2,1)**2 - xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,4)*
xi(2,3) + xi(3,4)*xi(2,1)**3 - xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) - xi(3,3)*xi(2,2)
*xi(2,1)**2 + xi(3,1)**2*xi(2,3)**2 - xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(3,1)*xi(2,
3)*xi(2,2)*xi(2,1) + xi(2,1)**2))$

NUMf145=xi(5,5)*xi(2,1)**2*( - xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1) + xi(4,1)*xi(3
,4)*xi(3,3)*xi(2,4)*xi(2,1) + xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3) + xi(4,1)*
xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1) - xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 - xi(4,1)*
xi(3,3)*xi(3,1)*xi(2,4)**2 - xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2) + xi(4,1)*xi(3,1
)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,4)**2*xi(2,1)**3 - xi(3,4)*xi(3,3)*xi(3,1)*xi(2
,3)*xi(2,1) + xi(3,4)*xi(3,1)**2*xi(2,3)**2 - xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**2
 + xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(3,4)*xi(2,2)**2*xi(2,1)**2 + xi(
3,4)*xi(2,1)**4 + xi(3,4)*xi(2,1)**2 + xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1) + xi(3
,3)**2*xi(2,1)**3 - xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3) - 2*xi(3,3)*xi(3,1)*xi(2,
3)*xi(2,1)**2 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) + xi(3,1)**2*xi(2,3)**2*xi(2,
1) - xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) - xi(3,1)*xi(2,4)*xi(2,1)**3 + xi(2,1)**
3) - xi(4,1)**2*xi(3,4)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + 2*xi(4,1)**2*xi(3,4)*xi(
3,1)*xi(2,4)**2*xi(2,3)*xi(2,1) - xi(4,1)**2*xi(3,1)**2*xi(2,4)**3*xi(2,3) + xi(
4,1)*xi(3,4)**2*xi(2,4)*xi(2,1)**4 - xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,2)*xi(2,1)
**3 - 2*xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(4,1)*xi(
3,4)*xi(3,3)*xi(2,4)*xi(2,2)*xi(2,1)**3 - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1
)**4 + 2*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1) - 2*xi(4,1)*xi(3,
4)*xi(3,1)*xi(2,4)**2*xi(2,1)**3 + 3*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(
2,2)*xi(2,1)**2 + xi(4,1)*xi(3,4)*xi(3,1)*xi(2,3)**2*xi(2,1)**3 + xi(4,1)*xi(3,4
)*xi(2,4)*xi(2,1)**3 + 2*xi(4,1)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,1) +
 xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 + xi(4,1)*xi(3,3)*xi(3,1)
*xi(2,4)*xi(2,3)*xi(2,1)**3 - 2*xi(4,1)*xi(3,1)**3*xi(2,4)**2*xi(2,3)**2 + xi(4,
1)*xi(3,1)**2*xi(2,4)**3*xi(2,1)**2 - 2*xi(4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi
(2,2)*xi(2,1) - xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1)**2 - xi(4,1)*xi(3,
1)*xi(2,4)**2*xi(2,1)**2 + xi(3,4)**2*xi(2,2)*xi(2,1)**5 + xi(3,4)*xi(3,3)*xi(3,
1)*xi(2,4)*xi(2,1)**4 - xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(
3,4)*xi(3,3)*xi(2,2)**2*xi(2,1)**4 + xi(3,4)*xi(3,3)*xi(2,1)**6 - xi(3,4)*xi(3,3
)*xi(2,1)**4 - xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 + xi(3,4)*xi(3,1)**
2*xi(2,3)**2*xi(2,2)*xi(2,1)**2 - 2*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 +
 xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)**2*xi(2,1)**3 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)
**5 - xi(3,3)**2*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2
,4)*xi(2,2)*xi(2,1)**3 - xi(3,3)**2*xi(3,1)*xi(2,3)*xi(2,1)**4 - xi(3,3)**2*xi(2
,2)*xi(2,1)**5 + 2*xi(3,3)*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1) - xi(3,3)*xi(3,
1)**2*xi(2,4)**2*xi(2,1)**3 + 3*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,
1)**2 + 2*xi(3,3)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3 + xi(3,3)*xi(3,1)*xi(2,4)*xi(
2,2)**2*xi(2,1)**3 - xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**5 + xi(3,3)*xi(3,1)*xi(2,4
)*xi(2,1)**3 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**4 - xi(3,1)**4*xi(2,4)
*xi(2,3)**3 + xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(3,1)**3*xi(2,4)*xi
(2,3)**2*xi(2,2)*xi(2,1) - xi(3,1)**3*xi(2,3)**3*xi(2,1)**2 + xi(3,1)**2*xi(2,4)
**2*xi(2,2)*xi(2,1)**3 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)**2*xi(2,1)**2 + xi(3
,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**4 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(3
,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**3 - xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 - xi(3
,1)*xi(2,3)*xi(2,1)**4 - xi(2,2)*xi(2,1)**5$

DENf145=xi(5,5)*xi(2,1)**4*(xi(3,3) + xi(2,2)) + xi(2,1)**2*( - xi(4,1)*xi(3,4)*
xi(2,3)*xi(2,1) + xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3) + xi(3,4)*xi(2,1)**3 - xi(3,3)
*xi(3,1)*xi(2,3)*xi(2,1) - xi(3,3)*xi(2,2)*xi(2,1)**2 + xi(3,1)**2*xi(2,3)**2 - 
xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,1)**2)$

and gives:$

\\ USD xi(5,5):=( - xi(4,1)**2*xi(3,4)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + 2*xi(4,1)
**2*xi(3,4)*xi(3,1)*xi(2,4)**2*xi(2,3)*xi(2,1) - xi(4,1)**2*xi(3,1)**2*xi(2,4)**
3*xi(2,3) + xi(4,1)*xi(3,4)**2*xi(2,4)*xi(2,1)**4 - xi(4,1)*xi(3,4)**2*xi(2,3)*
xi(2,2)*xi(2,1)**3 - 2*xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**
2 - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,2)*xi(2,1)**3 - xi(4,1)*xi(3,4)*xi(3,3)
*xi(2,3)*xi(2,1)**4 + 2*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1) - 
2*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)**2*xi(2,1)**3 + 3*xi(4,1)*xi(3,4)*xi(3,1)*xi(2
,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + xi(4,1)*xi(3,4)*xi(3,1)*xi(2,3)**2*xi(2,1)**3 +
 xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1)**3 + 2*xi(4,1)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi
(2,3)*xi(2,1) + xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2*xi(2,2)*xi(2,1)**2 + xi(4,1)*
xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**3 - 2*xi(4,1)*xi(3,1)**3*xi(2,4)**2*xi(
2,3)**2 + xi(4,1)*xi(3,1)**2*xi(2,4)**3*xi(2,1)**2 - 2*xi(4,1)*xi(3,1)**2*xi(2,4
)**2*xi(2,3)*xi(2,2)*xi(2,1) - xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1)**2 
- xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,1)**2 + xi(3,4)**2*xi(2,2)*xi(2,1)**5 + xi(3,4
)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**4 - xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*
xi(2,1)**3 - xi(3,4)*xi(3,3)*xi(2,2)**2*xi(2,1)**4 + xi(3,4)*xi(3,3)*xi(2,1)**6 
- xi(3,4)*xi(3,3)*xi(2,1)**4 - xi(3,4)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 + 
xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**2 - 2*xi(3,4)*xi(3,1)*xi(2,4)*xi(
2,2)*xi(2,1)**4 + xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)**2*xi(2,1)**3 - xi(3,4)*xi(3,1
)*xi(2,3)*xi(2,1)**5 - xi(3,3)**2*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(3,3
)**2*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 - xi(3,3)**2*xi(3,1)*xi(2,3)*xi(2,1)**4 
- xi(3,3)**2*xi(2,2)*xi(2,1)**5 + 2*xi(3,3)*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1
) - xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,1)**3 + 3*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2
,3)*xi(2,2)*xi(2,1)**2 + 2*xi(3,3)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3 + xi(3,3)*xi
(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**3 - xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**5 + xi(3,
3)*xi(3,1)*xi(2,4)*xi(2,1)**3 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**4 - 
xi(3,1)**4*xi(2,4)*xi(2,3)**3 + xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(
3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,2)*xi(2,1) - xi(3,1)**3*xi(2,3)**3*xi(2,1)**2 + 
xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi(2,1)**3 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)**2
*xi(2,1)**2 + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**4 - xi(3,1)**2*xi(2,4)*xi(2,3)
*xi(2,1)**2 - xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**3 - xi(3,1)*xi(2,4)*xi(2,2)
*xi(2,1)**3 - xi(3,1)*xi(2,3)*xi(2,1)**4 - xi(2,2)*xi(2,1)**5)/(xi(2,1)**2*(xi(4
,1)*xi(3,4)**2*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1) - xi(4,
1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3) - xi(4,1)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1) + 
xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2 + xi(4,1
)*xi(3,1)*xi(2,4)**2*xi(2,2) - xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(3,4)
**2*xi(2,1)**3 + xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) - xi(3,4)*xi(3,1)**2*xi
(2,3)**2 + xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*
xi(2,1) - xi(3,4)*xi(2,2)**2*xi(2,1)**2 - xi(3,4)*xi(2,1)**4 - xi(3,4)*xi(2,1)**
2 - xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1) - xi(3,3)**2*xi(2,1)**3 + xi(3,3)*xi(3,1)
**2*xi(2,4)*xi(2,3) + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**2 + xi(3,1)**2*xi(2,4)*
xi(2,3)*xi(2,2) - xi(3,1)**2*xi(2,3)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,2)**2*xi(
2,1) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(2,1)**3))USD$

\\ USD DEN xi(5,5):=xi(2,1)**2*(xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1) - xi(4,1)*xi(
3,4)*xi(3,3)*xi(2,4)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3) - xi(4,1)
*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1) + xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(4,1)*
xi(3,3)*xi(3,1)*xi(2,4)**2 + xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2) - xi(4,1)*xi(3,1
)*xi(2,4)*xi(2,3)*xi(2,1) - xi(3,4)**2*xi(2,1)**3 + xi(3,4)*xi(3,3)*xi(3,1)*xi(2
,3)*xi(2,1) - xi(3,4)*xi(3,1)**2*xi(2,3)**2 + xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**2
 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) - xi(3,4)*xi(2,2)**2*xi(2,1)**2 - xi(
3,4)*xi(2,1)**4 - xi(3,4)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1) - xi(3
,3)**2*xi(2,1)**3 + xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3) + 2*xi(3,3)*xi(3,1)*xi(2,
3)*xi(2,1)**2 + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)**2*xi(2,3)**2*xi(2,
1) + xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(2,1)**
3)USD$

f145=0$

f146=0$

USD  J^1_1=( - (xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1) + xi(4,1)*xi(2,4)))/xi(2,1)
;USD\\$

USD  J^1_2=( - (((xi(3,3)*xi(2,1) - xi(3,1)*xi(2,3) - xi(2,2)*xi(2,1))*(xi(3,3) 
+ xi(2,2))*xi(2,4) - xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1))*xi(3,1) + ((xi(3,1)*xi(2,3
) + xi(2,2)*xi(2,1))*xi(3,1)*xi(2,3) + (xi(2,2)**2 + 1)*xi(2,1)**2)*xi(3,4) - (
xi(3,4)*xi(2,3) - xi(3,3)*xi(2,4) - xi(2,4)*xi(2,2))*(xi(3,4)*xi(2,1) - xi(3,1)*
xi(2,4))*xi(4,1)))/((xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(2,1)**2);USD\\$

USD  J^1_3=(((xi(3,3)*xi(2,1) - xi(3,1)*xi(2,3))*xi(3,3)*xi(2,1) + xi(3,1)**2*xi
(2,3)**2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,1)**2)*xi(2,4) - (xi(3,3) + xi
(2,2))*xi(3,4)*xi(2,3)*xi(2,1)**2 - (xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1)*
xi(2,4)*xi(2,3))/((xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(2,1)**2);USD\\$

USD  J^1_4=( - ((xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1) - xi(3,3)*xi(2,1))*xi(2,4) + 
xi(3,4)*xi(2,3)*xi(2,1) + xi(4,1)*xi(2,4)**2))/xi(2,1)**2;USD\\$

USD  J^1_5=0;USD\\$

USD  J^1_6=0;USD\\$

USD  J^2_1=xi(2,1);USD\\$

USD  J^2_2=xi(2,2);USD\\$

USD  J^2_3=xi(2,3);USD\\$

USD  J^2_4=xi(2,4);USD\\$

USD  J^2_5=0;USD\\$

USD  J^2_6=0;USD\\$

USD  J^3_1=xi(3,1);USD\\$

USD  J^3_2=((xi(3,1)*xi(2,3) + xi(2,2)*xi(2,1) - xi(3,3)*xi(2,1))*xi(3,1) - (xi(
3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1))/xi(2,1)**2;USD\\$

USD  J^3_3=xi(3,3);USD\\$

USD  J^3_4=xi(3,4);USD\\$

USD  J^3_5=0;USD\\$

USD  J^3_6=0;USD\\$

USD  J^4_1=xi(4,1);USD\\$

USD  J^4_2=(((xi(3,3)*xi(2,1) - 2*xi(3,1)*xi(2,3))*xi(3,3)*xi(2,1) + xi(3,1)**2*
xi(2,3)**2 + xi(2,1)**2)*xi(3,1) - (xi(3,1)*xi(2,3) - xi(2,2)*xi(2,1) - xi(3,3)*
xi(2,1))*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1))/((xi(3,4)*xi(2,1) - xi(3,1
)*xi(2,4))*xi(2,1)**2);USD\\$

USD  J^4_3=( - ((xi(3,3)*xi(2,1) - 2*xi(3,1)*xi(2,3))*xi(3,3)*xi(2,1) + xi(3,1)
**2*xi(2,3)**2 + xi(2,1)**2 - (xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1)*xi(2,3
)))/((xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(2,1));USD\\$

USD  J^4_4=( - (xi(3,3)*xi(2,1) - xi(3,1)*xi(2,3) - xi(4,1)*xi(2,4)))/xi(2,1)
;USD\\$

USD  J^4_5=0;USD\\$

USD  J^4_6=0;USD\\$

USD  J^5_1= - (((((xi(4,1)*xi(3,3)*xi(2,4)**2 - xi(3,4)*xi(3,1)*xi(2,3)**2 + 2*
xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3) + (2*xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1))*xi(3,3)*
xi(2,1))*xi(2,1) + ((xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(2,1) - xi(3,1)*xi(2,4
)*xi(2,3))*xi(4,1)*xi(2,4) + ((xi(2,4)**2 - 2*xi(2,3)**2)*xi(3,1) + 2*xi(2,4)*xi
(2,2)**2 + xi(2,4)*xi(2,1)**2 - xi(2,3)*xi(2,2)*xi(2,1))*xi(2,1)**2)*xi(3,4)*xi(
2,1) + (xi(3,1)*xi(2,4)*xi(2,3) - xi(2,4)*xi(2,2)*xi(2,1) + xi(2,3)*xi(2,1)**2 -
 xi(3,3)*xi(2,4)*xi(2,1))*xi(4,1)*xi(3,1)*xi(2,4)**2 + ((xi(3,3)*xi(3,1)*xi(2,4)
*xi(2,1) + xi(3,3)*xi(2,1)**3 - 4*xi(3,1)**2*xi(2,4)*xi(2,3) - 2*xi(3,1)*xi(2,4)
*xi(2,2)*xi(2,1) - 3*xi(3,1)*xi(2,3)*xi(2,1)**2)*xi(3,3)*xi(2,1) + 2*xi(3,1)**3*
xi(2,4)*xi(2,3)**2 - xi(3,1)**2*xi(2,4)**2*xi(2,1)**2 + 3*xi(3,1)**2*xi(2,3)**2*
xi(2,1)**2 - 2*xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**2 - xi(3,1)*xi(2,4)*xi(2,1)**
4 + xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 + xi(2,1)**4
)*xi(2,4))*xi(4,1) + ((xi(3,4)*xi(2,3)*xi(2,1)**2 - xi(3,3)*xi(3,1)*xi(2,3)**2 -
 xi(3,3)*xi(2,4)*xi(2,1)**2)*xi(3,1) + (xi(2,2)**2 - xi(2,1)**2 + 1)*xi(3,3)*xi(
2,1)**2)*xi(3,4)*xi(2,1)**2 + (2*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + 2*
xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**2 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**
3 + 2*xi(3,3)*xi(2,2)*xi(2,1)**4 - 3*xi(3,1)**3*xi(2,4)*xi(2,3)**2 + xi(3,1)**2*
xi(2,4)**2*xi(2,1)**2 - 4*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) - 4*xi(3,1)
**2*xi(2,3)**2*xi(2,1)**2 - xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**2 + xi(3,1)*xi(2
,4)*xi(2,1)**4 - xi(3,1)*xi(2,4)*xi(2,1)**2 - 4*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)
**3)*xi(3,3)*xi(2,1) + xi(3,1)**4*xi(2,4)*xi(2,3)**3 - xi(3,1)**3*xi(2,4)**2*xi(
2,3)*xi(2,1)**2 + xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,2)*xi(2,1) + 2*xi(3,1)**3*
xi(2,3)**3*xi(2,1)**2 - xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi(2,1)**3 - xi(3,1)**2*xi
(2,4)*xi(2,3)*xi(2,2)**2*xi(2,1)**2 - 2*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**4 + 
xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + 2*xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)
**3 - xi(3,1)*xi(2,4)*xi(2,2)**3*xi(2,1)**3 - xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**5
 + xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 + 2*xi(3,1)*xi(2,3)*xi(2,1)**4 + 2*xi(2,2)
*xi(2,1)**5 + ((xi(3,1)**2*xi(2,3)**3 + xi(3,1)*xi(2,3)**2*xi(2,2)*xi(2,1) + xi(
2,4)*xi(2,2)*xi(2,1)**3)*xi(3,1) + (xi(2,2)**2 + xi(2,1)**2 + 1)*xi(2,2)*xi(2,1)
**3 + (2*xi(2,1)**2 + 1 + xi(2,2)**2)*xi(3,1)*xi(2,3)*xi(2,1)**2)*xi(3,4)*xi(2,1
))*xi(6,1) - ((xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1) + xi(3,3)*xi(2,1)**3 - xi(3,1)**2
*xi(2,4)*xi(2,3) - 2*xi(3,1)*xi(2,3)*xi(2,1)**2)*xi(3,3) - (xi(3,1)**2*xi(2,4)*
xi(2,3)*xi(2,2) - xi(3,1)**2*xi(2,3)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,2)**2*xi(
2,1) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(2,1)**3) + (xi(3,4)*xi(2,1)**2 - xi(3,3)*
xi(3,1)*xi(2,3))*xi(3,4)*xi(2,1) + ((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1)**2 + (
xi(3,1)*xi(2,3)**2 - xi(2,4)*xi(2,1)**2 + xi(2,3)*xi(2,2)*xi(2,1))*xi(3,1))*xi(3
,4) - (xi(3,4)*xi(2,3) - xi(3,3)*xi(2,4) - xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1))*(
xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1))*xi(6,2)*xi(2,1)**3 - ((xi(3,1)**2*xi
(2,3)**2 - xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,2
)**2*xi(2,1)**2 + (xi(2,1)**2 + 1)*xi(2,1)**2 + (xi(3,4)*xi(2,1)**2 - xi(3,3)*xi
(3,1)*xi(2,3))*xi(2,1))*xi(3,4) + (xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1) + xi(3,3)*xi(
2,1)**3 - xi(3,1)**2*xi(2,4)*xi(2,3) - 2*xi(3,1)*xi(2,3)*xi(2,1)**2)*xi(3,3) - (
xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)**2*xi(2,3)**2*xi(2,1) + xi(3,1)*xi(
2,4)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(2,1)**3) - (xi(3,4)*xi
(2,3) - xi(3,3)*xi(2,4) - xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1))*(xi(3,4)*xi(2,1) - 
xi(3,1)*xi(2,4))*xi(4,1))*xi(6,3)*xi(3,1)*xi(2,1)**2 + ((xi(2,4)*xi(2,2) - xi(2,
3)*xi(2,1) + xi(3,3)*xi(2,4))*xi(4,1)*xi(3,1)*xi(2,4) + (xi(4,1)*xi(3,4)*xi(2,3)
 - xi(4,1)*xi(3,3)*xi(2,4) - xi(3,4)*xi(2,1)**2 + xi(3,3)*xi(3,1)*xi(2,3))*xi(3,
4)*xi(2,1) - ((xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(2,1) + xi(3,1)*xi(2,4)*xi(2
,3))*xi(4,1)*xi(3,4) - ((xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1) + xi(3,3)*xi(2,1)**3 - 
xi(3,1)**2*xi(2,4)*xi(2,3) - 2*xi(3,1)*xi(2,3)*xi(2,1)**2)*xi(3,3) - (xi(3,1)**2
*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)**2*xi(2,3)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,
2)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(2,1)**3)) - ((xi(2,1)**2 + 1 + 
xi(2,2)**2)*xi(2,1)**2 + (xi(3,1)*xi(2,3)**2 - xi(2,4)*xi(2,1)**2 + xi(2,3)*xi(2
,2)*xi(2,1))*xi(3,1))*xi(3,4))*xi(6,4)*xi(4,1)*xi(2,1)**2)/((xi(3,1)**3*xi(2,3)
**4 - 2*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1)**2 + 2*xi(3,1)**2*xi(2,3)**3*xi(2,
2)*xi(2,1) + xi(3,1)*xi(2,4)**2*xi(2,1)**4 - 2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*
xi(2,1)**3 - 2*xi(2,4)*xi(2,1)**4 + 2*xi(2,3)*xi(2,2)*xi(2,1)**3)*xi(3,1) + (xi(
2,2)**2 + 1)*xi(2,1)**4 + (xi(2,2)**2 + 2)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 + ((
xi(3,3)*xi(3,1)*xi(2,3)**2*xi(2,1) + 2*xi(3,3)*xi(2,3)*xi(2,2)*xi(2,1)**2 - 2*xi
(3,1)**2*xi(2,3)**3 + 2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 - 4*xi(3,1)*xi(2,3)**
2*xi(2,2)*xi(2,1) + 2*xi(2,4)*xi(2,2)*xi(2,1)**3)*xi(3,1) + (xi(3,3)*xi(2,1) - 2
*xi(3,1)*xi(2,3))*(xi(2,2)**2 + 1)*xi(2,1)**2)*xi(3,3)*xi(2,1) + ((xi(3,4)*xi(2,
1)**2 - 2*xi(3,3)*xi(3,1)*xi(2,3) - 2*xi(3,3)*xi(2,2)*xi(2,1))*xi(2,1) + 2*(xi(3
,1)**2*xi(2,3)**2 - xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)
 + xi(2,1)**2))*xi(3,4)*xi(2,1)**3 + (xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1) - xi(4,1)*
xi(3,1)*xi(2,4)*xi(2,3) - 2*xi(3,4)*xi(2,1)**3 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,
1) + 2*xi(3,3)*xi(2,2)*xi(2,1)**2 - 2*xi(3,1)**2*xi(2,3)**2 + 2*xi(3,1)*xi(2,4)*
xi(2,1)**2 - 2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) - 2*xi(2,1)**2)*(xi(3,4)*xi(2,1) 
- xi(3,1)*xi(2,4))*xi(4,1)*xi(2,3));USD\\$

USD  J^5_2=( - (((xi(4,1)*xi(3,4)**3*xi(2,4)*xi(2,3)*xi(2,1)**3 - 3*xi(4,1)*xi(3
,4)**2*xi(3,1)*xi(2,4)**2*xi(2,3)*xi(2,1)**2 + 3*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2
,4)**3*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,1)**3*xi(2,4)**4*xi(2,3) - xi(3,4)**3*xi(2
,4)*xi(2,1)**5 + 2*xi(3,4)**3*xi(2,3)*xi(2,2)*xi(2,1)**4 + 2*xi(3,4)**2*xi(3,3)*
xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**3 + xi(3,4)**2*xi(3,3)*xi(2,3)*xi(2,1)**5 - 4*
xi(3,4)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(3,4)*xi(3,3)*xi(
3,1)*xi(2,4)*xi(2,3)*xi(2,1)**4 + (4*xi(3,1)**2*xi(2,4)*xi(2,3)**2 - 3*xi(3,1)*
xi(2,4)**2*xi(2,1)**2 + 6*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + 2*xi(3,1)*xi
(2,3)**2*xi(2,1)**2 + 2*xi(2,4)*xi(2,2)**2*xi(2,1)**2 + 2*xi(2,4)*xi(2,1)**2 - 2
*xi(2,3)*xi(2,2)*xi(2,1)**3)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1))*xi(4,1) - (2*xi(3,
4)**2*xi(2,2)*xi(2,1)**5 + xi(3,4)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**4 - 2*xi(3,4
)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 - xi(3,4)*xi(3,3)*xi(2,2)**2*xi(2,1
)**4 + xi(3,4)*xi(3,3)*xi(2,1)**6 - xi(3,4)*xi(3,3)*xi(2,1)**4 - xi(3,4)*xi(3,1)
**2*xi(2,4)*xi(2,3)*xi(2,1)**3 + 2*xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)
**2 - 3*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 + 2*xi(3,4)*xi(3,1)*xi(2,3)*
xi(2,2)**2*xi(2,1)**3 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**5 + xi(3,4)*xi(2,2)**3*
xi(2,1)**4 + xi(3,4)*xi(2,2)*xi(2,1)**6 + xi(3,4)*xi(2,2)*xi(2,1)**4 - xi(3,3)**
2*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2,3)*xi(2,1)**4 
+ 2*xi(3,3)*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1) - xi(3,3)*xi(3,1)**2*xi(2,4)**
2*xi(2,1)**3 + 2*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + 2*xi(3,
3)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3 + xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)
**3 - xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**5 + xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**3 - 
xi(3,1)**4*xi(2,4)*xi(2,3)**3 + xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(
3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,2)*xi(2,1) - xi(3,1)**3*xi(2,3)**3*xi(2,1)**2 + 
xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi(2,1)**3 - 2*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)
**2*xi(2,1)**2 + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**4 - xi(3,1)**2*xi(2,4)*xi(2
,3)*xi(2,1)**2 - xi(3,1)*xi(2,4)*xi(2,2)**3*xi(2,1)**3 - xi(3,1)*xi(2,4)*xi(2,2)
*xi(2,1)**5 - xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 - xi(3,1)*xi(2,3)*xi(2,1)**4)*(
xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4)))*xi(6,2) + (xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1
) - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi
(2,3) - xi(4,1)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1) + xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1
)**2 + xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2 + xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2) -
 xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(3,4)**2*xi(2,1)**3 + xi(3,4)*xi(3,
3)*xi(3,1)*xi(2,3)*xi(2,1) - xi(3,4)*xi(3,1)**2*xi(2,3)**2 + xi(3,4)*xi(3,1)*xi(
2,4)*xi(2,1)**2 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) - xi(3,4)*xi(2,2)**2*
xi(2,1)**2 - xi(3,4)*xi(2,1)**4 - xi(3,4)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2,4
)*xi(2,1) - xi(3,3)**2*xi(2,1)**3 + xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3) + 2*xi(3,
3)*xi(3,1)*xi(2,3)*xi(2,1)**2 + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)**2*
xi(2,3)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,1
)**3 - xi(2,1)**3)*(xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3,3)
*xi(2,4)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3) - xi(4,1)*xi(3,4)*xi(
2,4)*xi(2,2)*xi(2,1) + xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2 + xi(4,1)*xi(3,1)*xi(2
,4)**2*xi(2,2) + xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) - xi(3,4)*xi(3,1)**2*xi
(2,3)**2 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) - xi(3,4)*xi(2,2)**2*xi(2,1)
**2 - xi(3,4)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1) + xi(3,3)*xi(3,1)
**2*xi(2,4)*xi(2,3) + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) + xi(3,1)*xi(2,4)*xi(2,
2)**2*xi(2,1))*xi(6,1) - ((2*xi(3,1)*xi(2,4)*xi(2,3)**2 - 3*xi(2,4)**2*xi(2,1)**
2 + 6*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,3)**2*xi(2,1)**2)*xi(3,1) + (xi(2,4
)*xi(2,2)**2 + xi(2,4) - xi(2,3)*xi(2,2)*xi(2,1))*xi(2,1)**2)*xi(6,2)*xi(4,1)*xi
(3,4)**2*xi(2,1)**2 - (2*xi(3,1)**2*xi(2,4)*xi(2,3)**2 - xi(3,1)*xi(2,4)**2*xi(2
,1)**2 + 2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + xi(3,1)*xi(2,3)**2*xi(2,1)
**2 + xi(2,4)*xi(2,2)**2*xi(2,1)**2 + xi(2,4)*xi(2,1)**2 - xi(2,3)*xi(2,2)*xi(2,
1)**3 - (2*xi(3,1)*xi(2,4) + xi(2,1)**2)*xi(3,3)*xi(2,3)*xi(2,1))*xi(6,2)*xi(4,1
)*xi(3,1)**2*xi(2,4)**2 - (xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,4)*
xi(3,3)*xi(2,4)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3) - xi(4,1)*xi(3
,4)*xi(2,4)*xi(2,2)*xi(2,1) + xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(4,1)*xi(3,
3)*xi(3,1)*xi(2,4)**2 + xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2) - xi(4,1)*xi(3,1)*xi(
2,4)*xi(2,3)*xi(2,1) - xi(3,4)**2*xi(2,1)**3 + xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*
xi(2,1) - xi(3,4)*xi(3,1)**2*xi(2,3)**2 + xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**2 - 
xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) - xi(3,4)*xi(2,2)**2*xi(2,1)**2 - xi(3,4
)*xi(2,1)**4 - xi(3,4)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1) - xi(3,3)
**2*xi(2,1)**3 + xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3) + 2*xi(3,3)*xi(3,1)*xi(2,3)*
xi(2,1)**2 + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)**2*xi(2,3)**2*xi(2,1) 
+ xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(2,1)**3)*
(xi(4,1)*xi(3,4)*xi(2,1) - xi(4,1)*xi(3,1)*xi(2,4) + xi(3,3)*xi(3,1)*xi(2,1) - 
xi(3,1)**2*xi(2,3) - xi(3,1)*xi(2,2)*xi(2,1))*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4)
)*xi(6,3) + (xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4
)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3) - xi(4,1)*xi(3,4)*xi(2,4)*xi
(2,2)*xi(2,1) + xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(4,1)*xi(3,3)*xi(3,1)*xi(
2,4)**2 + xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2) - xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*
xi(2,1) - xi(3,4)**2*xi(2,1)**3 + xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) - xi(3
,4)*xi(3,1)**2*xi(2,3)**2 + xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(3,4)*xi(3,1)
*xi(2,3)*xi(2,2)*xi(2,1) - xi(3,4)*xi(2,2)**2*xi(2,1)**2 - xi(3,4)*xi(2,1)**4 - 
xi(3,4)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1) - xi(3,3)**2*xi(2,1)**3 
+ xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3) + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**2 + xi
(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)**2*xi(2,3)**2*xi(2,1) + xi(3,1)*xi(2,
4)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(2,1)**3)*(xi(4,1)*xi(3,4
)*xi(3,3)*xi(2,1)**2 - xi(4,1)*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1) + xi(4,1)*xi(3,4)
*xi(2,2)*xi(2,1)**2 - xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1) + xi(4,1)*xi(3,1)
**2*xi(2,4)*xi(2,3) - xi(4,1)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1) + xi(3,3)**2*xi(3,
1)*xi(2,1)**2 - 2*xi(3,3)*xi(3,1)**2*xi(2,3)*xi(2,1) + xi(3,1)**3*xi(2,3)**2 + 
xi(3,1)*xi(2,1)**2)*xi(6,4)))/((xi(4,1)**2*xi(3,4)**2*xi(2,3)**2*xi(2,1)**2 - 2*
xi(4,1)**2*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)**2*xi(2,1) + xi(4,1)**2*xi(3,1)**2*xi
(2,4)**2*xi(2,3)**2 - 2*xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1)**4 + 2*xi(4,1)*xi(3,4
)*xi(3,3)*xi(3,1)*xi(2,3)**2*xi(2,1)**2 + 2*xi(4,1)*xi(3,4)*xi(3,3)*xi(2,3)*xi(2
,2)*xi(2,1)**3 - 2*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,3)**3*xi(2,1) + 4*xi(4,1)*xi(
3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**3 - 2*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,3)**2*
xi(2,2)*xi(2,1)**2 - 2*xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**3 - 2*xi(4,1)*xi(3,3)*xi
(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1) - 2*xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*
xi(2,2)*xi(2,1)**2 + 2*xi(4,1)*xi(3,1)**3*xi(2,4)*xi(2,3)**3 - 2*xi(4,1)*xi(3,1)
**2*xi(2,4)**2*xi(2,3)*xi(2,1)**2 + 2*xi(4,1)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2
,2)*xi(2,1) + 2*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(3,4)**2*xi(2,1)
**6 - 2*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**4 - 2*xi(3,4)*xi(3,3)*xi(2,2)*
xi(2,1)**5 + 2*xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3 - 2*xi(3,4)*xi(3,1)*xi(2
,4)*xi(2,1)**5 + 2*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**4 + 2*xi(3,4)*xi(2,1
)**5 + xi(3,3)**2*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 + 2*xi(3,3)**2*xi(3,1)*xi(2,3
)*xi(2,2)*xi(2,1)**3 + xi(3,3)**2*xi(2,2)**2*xi(2,1)**4 + xi(3,3)**2*xi(2,1)**4 
- 2*xi(3,3)*xi(3,1)**3*xi(2,3)**3*xi(2,1) + 2*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)
*xi(2,1)**3 - 4*xi(3,3)*xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**2 + 2*xi(3,3)*xi(
3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 - 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)**2*xi(2,1)**
3 - 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 + xi(3,1)**4*xi(2,3)**4 - 2*xi(3,1)**3*
xi(2,4)*xi(2,3)**2*xi(2,1)**2 + 2*xi(3,1)**3*xi(2,3)**3*xi(2,2)*xi(2,1) + xi(3,1
)**2*xi(2,4)**2*xi(2,1)**4 - 2*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**3 + 
xi(3,1)**2*xi(2,3)**2*xi(2,2)**2*xi(2,1)**2 + 2*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2
 - 2*xi(3,1)*xi(2,4)*xi(2,1)**4 + 2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 + xi(2,2)
**2*xi(2,1)**4 + xi(2,1)**4)*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4)));USD\\$

USD  J^5_3=( - (((xi(4,1)*xi(3,4)**3*xi(2,4)*xi(2,3)*xi(2,1)**3 - 3*xi(4,1)*xi(3
,4)**2*xi(3,1)*xi(2,4)**2*xi(2,3)*xi(2,1)**2 + 3*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2
,4)**3*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,1)**3*xi(2,4)**4*xi(2,3) + xi(3,4)**3*xi(3
,3)*xi(2,3)*xi(2,1)**4 - xi(3,4)**3*xi(2,4)*xi(2,1)**5 + xi(3,4)**3*xi(2,3)*xi(2
,2)*xi(2,1)**4 - xi(3,4)**2*xi(3,3)**2*xi(2,4)*xi(2,1)**4 + 2*xi(3,4)**2*xi(3,3)
*xi(2,3)*xi(2,1)**5 + 2*xi(3,4)*xi(3,3)**2*xi(3,1)*xi(2,4)**2*xi(2,1)**3 - 3*xi(
3,4)*xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,1)**2 - 4*xi(3,4)*xi(3,3)*xi(3,1
)*xi(2,4)*xi(2,3)*xi(2,1)**4 - (2*xi(3,1)**2*xi(2,4)*xi(2,3)**2 - 3*xi(3,1)*xi(2
,4)**2*xi(2,1)**2 + 4*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + xi(3,1)*xi(2,3)
**2*xi(2,1)**2 + xi(2,4)*xi(2,1)**2)*xi(3,4)**2*xi(2,1)**2 + (4*xi(3,1)**2*xi(2,
4)*xi(2,3)**2 - 3*xi(3,1)*xi(2,4)**2*xi(2,1)**2 + 5*xi(3,1)*xi(2,4)*xi(2,3)*xi(2
,2)*xi(2,1) + 2*xi(3,1)*xi(2,3)**2*xi(2,1)**2 + 2*xi(2,4)*xi(2,1)**2)*xi(3,4)*xi
(3,1)*xi(2,4)*xi(2,1))*xi(4,1) - (xi(3,4)**2*xi(3,3)*xi(2,1)**5 + xi(3,4)**2*xi(
2,2)*xi(2,1)**5 - xi(3,4)*xi(3,3)**2*xi(3,1)*xi(2,3)*xi(2,1)**3 + xi(3,4)*xi(3,3
)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 + 2*xi(3,4)*xi(3,3)*xi(2,1)**6 - xi(3,4)*xi(3
,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 + xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1
)**2 - 2*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 + xi(3,4)*xi(3,1)*xi(2,3)*xi
(2,2)**2*xi(2,1)**3 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2,1)**5 + xi(3,3)**3*xi(3,1)*xi
(2,4)*xi(2,1)**3 + xi(3,3)**3*xi(2,1)**5 - 2*xi(3,3)**2*xi(3,1)**2*xi(2,4)*xi(2,
3)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 - 3*xi(3,3)**2*xi(
3,1)*xi(2,3)*xi(2,1)**4 - xi(3,3)**2*xi(2,2)*xi(2,1)**5 + 2*xi(3,3)*xi(3,1)**3*
xi(2,4)*xi(2,3)**2*xi(2,1) - xi(3,3)*xi(3,1)**2*xi(2,4)**2*xi(2,1)**3 + 2*xi(3,3
)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + 3*xi(3,3)*xi(3,1)**2*xi(2,3)**
2*xi(2,1)**3 - 2*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1)**5 + xi(3,3)*xi(3,1)*xi(2,4)*xi
(2,1)**3 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**4 + xi(3,3)*xi(2,1)**5 - 
xi(3,1)**4*xi(2,4)*xi(2,3)**3 + xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi(2,1)**2 - 2*xi(
3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,2)*xi(2,1) - xi(3,1)**3*xi(2,3)**3*xi(2,1)**2 + 
xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi(2,1)**3 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)**2
*xi(2,1)**2 + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**4 - xi(3,1)**2*xi(2,4)*xi(2,3)
*xi(2,1)**2 - xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**3 - xi(3,1)*xi(2,4)*xi(2,2)
*xi(2,1)**3 - xi(3,1)*xi(2,3)*xi(2,1)**4 - xi(2,2)*xi(2,1)**5)*(xi(3,4)*xi(2,1) 
- xi(3,1)*xi(2,4)))*xi(6,3) + (xi(6,2)*xi(3,4)*xi(2,3)*xi(2,1)**3 - xi(6,2)*xi(3
,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 - xi(6,1)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,3)*xi(2,1)
 + xi(6,1)*xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,3) - xi(6,1)*xi(3,4)*xi(3,3)*xi(2,3)*
xi(2,1)**2 - xi(6,1)*xi(3,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + xi(6,1)*xi(3,3)**2*xi(
2,4)*xi(2,1)**2 - xi(6,1)*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(6,1)*xi(3
,1)**2*xi(2,4)*xi(2,3)**2 + xi(6,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + xi
(6,1)*xi(2,4)*xi(2,1)**2)*(xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,4)*
xi(3,3)*xi(2,4)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3) - xi(4,1)*xi(3
,4)*xi(2,4)*xi(2,2)*xi(2,1) + xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(4,1)*xi(3,
3)*xi(3,1)*xi(2,4)**2 + xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2) - xi(4,1)*xi(3,1)*xi(
2,4)*xi(2,3)*xi(2,1) - xi(3,4)**2*xi(2,1)**3 + xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*
xi(2,1) - xi(3,4)*xi(3,1)**2*xi(2,3)**2 + xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**2 - 
xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) - xi(3,4)*xi(2,2)**2*xi(2,1)**2 - xi(3,4
)*xi(2,1)**4 - xi(3,4)*xi(2,1)**2 - xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1) - xi(3,3)
**2*xi(2,1)**3 + xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3) + 2*xi(3,3)*xi(3,1)*xi(2,3)*
xi(2,1)**2 + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)**2*xi(2,3)**2*xi(2,1) 
+ xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(2,1)**3) 
- ((xi(3,3)*xi(2,4)*xi(2,1) - 2*xi(3,1)*xi(2,4)*xi(2,3) - 2*xi(2,3)*xi(2,1)**2)*
xi(3,3)*xi(2,1) + 2*xi(3,1)**2*xi(2,4)*xi(2,3)**2 - xi(3,1)*xi(2,4)**2*xi(2,1)**
2 + 2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + xi(3,1)*xi(2,3)**2*xi(2,1)**2 + 
xi(2,4)*xi(2,1)**2)*xi(6,3)*xi(4,1)*xi(3,1)**2*xi(2,4)**2 + (xi(4,1)*xi(3,4)**2*
xi(2,3)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3
,1)*xi(2,4)*xi(2,3) - xi(4,1)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1) + xi(4,1)*xi(3,4)*
xi(2,3)*xi(2,1)**2 + xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2 + xi(4,1)*xi(3,1)*xi(2,4
)**2*xi(2,2) - xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(3,4)**2*xi(2,1)**3 +
 xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) - xi(3,4)*xi(3,1)**2*xi(2,3)**2 + xi(3,
4)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) - xi(3,4
)*xi(2,2)**2*xi(2,1)**2 - xi(3,4)*xi(2,1)**4 - xi(3,4)*xi(2,1)**2 - xi(3,3)**2*
xi(3,1)*xi(2,4)*xi(2,1) - xi(3,3)**2*xi(2,1)**3 + xi(3,3)*xi(3,1)**2*xi(2,4)*xi(
2,3) + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**2 + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)
 - xi(3,1)**2*xi(2,3)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) + xi(3,1)*
xi(2,4)*xi(2,1)**3 - xi(2,1)**3)*(xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1) - xi(4,1)*xi(3
,1)*xi(2,4)*xi(2,3) - xi(3,3)**2*xi(2,1)**2 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) 
- xi(3,1)**2*xi(2,3)**2 - xi(2,1)**2)*xi(6,4)*xi(2,1)))/((xi(4,1)**2*xi(3,4)**2*
xi(2,3)**2*xi(2,1)**2 - 2*xi(4,1)**2*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)**2*xi(2,1) 
+ xi(4,1)**2*xi(3,1)**2*xi(2,4)**2*xi(2,3)**2 - 2*xi(4,1)*xi(3,4)**2*xi(2,3)*xi(
2,1)**4 + 2*xi(4,1)*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)**2*xi(2,1)**2 + 2*xi(4,1)*xi
(3,4)*xi(3,3)*xi(2,3)*xi(2,2)*xi(2,1)**3 - 2*xi(4,1)*xi(3,4)*xi(3,1)**2*xi(2,3)
**3*xi(2,1) + 4*xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**3 - 2*xi(4,1)*
xi(3,4)*xi(3,1)*xi(2,3)**2*xi(2,2)*xi(2,1)**2 - 2*xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1
)**3 - 2*xi(4,1)*xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1) - 2*xi(4,1)*xi(3,
3)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + 2*xi(4,1)*xi(3,1)**3*xi(2,4)*xi(
2,3)**3 - 2*xi(4,1)*xi(3,1)**2*xi(2,4)**2*xi(2,3)*xi(2,1)**2 + 2*xi(4,1)*xi(3,1)
**2*xi(2,4)*xi(2,3)**2*xi(2,2)*xi(2,1) + 2*xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,
1)**2 + xi(3,4)**2*xi(2,1)**6 - 2*xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**4 - 2
*xi(3,4)*xi(3,3)*xi(2,2)*xi(2,1)**5 + 2*xi(3,4)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**3
 - 2*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**5 + 2*xi(3,4)*xi(3,1)*xi(2,3)*xi(2,2)*xi(2
,1)**4 + 2*xi(3,4)*xi(2,1)**5 + xi(3,3)**2*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 + 2*
xi(3,3)**2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3 + xi(3,3)**2*xi(2,2)**2*xi(2,1)**4
 + xi(3,3)**2*xi(2,1)**4 - 2*xi(3,3)*xi(3,1)**3*xi(2,3)**3*xi(2,1) + 2*xi(3,3)*
xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**3 - 4*xi(3,3)*xi(3,1)**2*xi(2,3)**2*xi(2,2)*
xi(2,1)**2 + 2*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**4 - 2*xi(3,3)*xi(3,1)*xi
(2,3)*xi(2,2)**2*xi(2,1)**3 - 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 + xi(3,1)**4*
xi(2,3)**4 - 2*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1)**2 + 2*xi(3,1)**3*xi(2,3)**
3*xi(2,2)*xi(2,1) + xi(3,1)**2*xi(2,4)**2*xi(2,1)**4 - 2*xi(3,1)**2*xi(2,4)*xi(2
,3)*xi(2,2)*xi(2,1)**3 + xi(3,1)**2*xi(2,3)**2*xi(2,2)**2*xi(2,1)**2 + 2*xi(3,1)
**2*xi(2,3)**2*xi(2,1)**2 - 2*xi(3,1)*xi(2,4)*xi(2,1)**4 + 2*xi(3,1)*xi(2,3)*xi(
2,2)*xi(2,1)**3 + xi(2,2)**2*xi(2,1)**4 + xi(2,1)**4)*(xi(3,4)*xi(2,1) - xi(3,1)
*xi(2,4)));USD\\$

USD  J^5_4= - ((xi(6,3)*xi(3,4)*xi(2,1)**2 + xi(6,2)*xi(2,4)*xi(2,1)**2 - xi(6,1
)*xi(4,1)*xi(2,4)**2 - xi(6,1)*xi(3,4)*xi(2,3)*xi(2,1) + xi(6,1)*xi(3,3)*xi(2,4)
*xi(2,1) - xi(6,1)*xi(3,1)*xi(2,4)*xi(2,3) - xi(6,1)*xi(2,4)*xi(2,2)*xi(2,1))*(
xi(4,1)*xi(3,4)**2*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,4)*xi(3,3)*xi(2,4)*xi(2,1) - 
xi(4,1)*xi(3,4)*xi(3,1)*xi(2,4)*xi(2,3) - xi(4,1)*xi(3,4)*xi(2,4)*xi(2,2)*xi(2,1
) + xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1)**2 + xi(4,1)*xi(3,3)*xi(3,1)*xi(2,4)**2 + xi
(4,1)*xi(3,1)*xi(2,4)**2*xi(2,2) - xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(
3,4)**2*xi(2,1)**3 + xi(3,4)*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) - xi(3,4)*xi(3,1)**
2*xi(2,3)**2 + xi(3,4)*xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(3,4)*xi(3,1)*xi(2,3)*xi(2
,2)*xi(2,1) - xi(3,4)*xi(2,2)**2*xi(2,1)**2 - xi(3,4)*xi(2,1)**4 - xi(3,4)*xi(2,
1)**2 - xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1) - xi(3,3)**2*xi(2,1)**3 + xi(3,3)*xi(
3,1)**2*xi(2,4)*xi(2,3) + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**2 + xi(3,1)**2*xi(2
,4)*xi(2,3)*xi(2,2) - xi(3,1)**2*xi(2,3)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,2)**2
*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(2,1)**3) + (2*xi(4,1)*xi(3,4)*xi(2,4)
*xi(2,3) - xi(4,1)*xi(3,3)*xi(2,4)**2 - xi(3,4)*xi(3,3)*xi(2,3)*xi(2,1) + xi(3,3
)**2*xi(2,4)*xi(2,1) + 3*xi(3,3)*xi(3,1)*xi(2,4)*xi(2,3) + 2*xi(3,3)*xi(2,4)*xi(
2,2)*xi(2,1))*xi(6,4)*xi(4,1)*xi(3,4)*xi(2,1)**2 - ((2*xi(2,4)*xi(2,1) - xi(2,3)
*xi(2,2))*xi(2,1) - xi(3,1)*xi(2,3)**2)*xi(6,4)*xi(4,1)*xi(3,4)**2*xi(2,1)**2 - 
((xi(2,4)*xi(2,2) - xi(2,3)*xi(2,1))*xi(2,1) + 3*xi(3,1)*xi(2,4)*xi(2,3))*xi(6,4
)*xi(4,1)**2*xi(3,4)*xi(2,4)*xi(2,1) + (xi(3,1)*xi(2,4)*xi(2,3) + xi(2,4)*xi(2,2
)*xi(2,1) - xi(2,3)*xi(2,1)**2 + xi(3,3)*xi(2,4)*xi(2,1))*xi(6,4)*xi(4,1)**2*xi(
3,1)*xi(2,4)**2 - ((2*xi(3,3)*xi(3,1)*xi(2,4) + xi(3,3)*xi(2,1)**2 + 2*xi(3,1)*
xi(2,4)*xi(2,2) - 2*xi(3,1)*xi(2,3)*xi(2,1))*xi(3,3)*xi(2,1)**2 - (2*xi(3,1)**3*
xi(2,4)*xi(2,3)**2 - xi(3,1)**2*xi(2,4)**2*xi(2,1)**2 + 4*xi(3,1)**2*xi(2,4)*xi(
2,3)*xi(2,2)*xi(2,1) - xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 + xi(3,1)*xi(2,4)*xi(2,2
)**2*xi(2,1)**2 + xi(3,1)*xi(2,4)*xi(2,1)**4 + xi(3,1)*xi(2,4)*xi(2,1)**2 - xi(2
,1)**4))*xi(6,4)*xi(4,1)*xi(2,4) - ((xi(2,1)**2 + 2 + xi(2,2)**2)*xi(2,1)**2 + (
4*xi(3,1)*xi(2,3)**2 - 3*xi(2,4)*xi(2,1)**2 + 5*xi(2,3)*xi(2,2)*xi(2,1))*xi(3,1)
)*xi(6,4)*xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1) + ((((xi(3,4)*xi(2,1)**3 - xi(3,3)*xi(
3,1)*xi(2,3)*xi(2,1) + 2*xi(3,1)**2*xi(2,3)**2 - 2*xi(3,1)*xi(2,4)*xi(2,1)**2 + 
2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + 2*(xi(2,2)**2 + 1)*xi(2,1)**2)*xi(3,3) - (xi
(3,1)*xi(2,3) + xi(2,2)*xi(2,1))*xi(3,4)*xi(2,1)**2)*xi(2,1) - (xi(3,1)**2*xi(2,
3)**3 - 2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1)**2 + 2*xi(3,1)*xi(2,3)**2*xi(2,2)*xi(2
,1) - 2*xi(2,4)*xi(2,2)*xi(2,1)**3 + (2*xi(2,2)**2 + 1)*xi(2,3)*xi(2,1)**2)*xi(3
,1))*xi(3,4)*xi(2,1) + (xi(3,3)**2*xi(3,1)*xi(2,4)*xi(2,1)**2 + xi(3,3)**2*xi(2,
1)**4 - xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,3)*xi(3,1)*xi(2,4)*xi(
2,2)*xi(2,1)**2 - 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 + xi(3,3)*xi(2,2)*xi(2,1)
**4 - xi(3,1)**3*xi(2,4)*xi(2,3)**2 + xi(3,1)**2*xi(2,4)**2*xi(2,1)**2 - 4*xi(3,
1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) + xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 - 2*xi(
3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**2 - xi(3,1)*xi(2,4)*xi(2,1)**2 - 2*xi(3,1)*xi(2
,3)*xi(2,2)*xi(2,1)**3 + xi(2,1)**4)*xi(3,3)*xi(2,1) + xi(3,1)**4*xi(2,4)*xi(2,3
)**3 - xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi(2,1)**2 + 3*xi(3,1)**3*xi(2,4)*xi(2,3)**
2*xi(2,2)*xi(2,1) - xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi(2,1)**3 + 2*xi(3,1)**2*xi(2
,4)*xi(2,3)*xi(2,2)**2*xi(2,1)**2 + xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(3
,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**3 + xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 + xi(2
,2)*xi(2,1)**5)*xi(6,4))/((xi(3,1)**3*xi(2,3)**4 - 2*xi(3,1)**2*xi(2,4)*xi(2,3)
**2*xi(2,1)**2 + 2*xi(3,1)**2*xi(2,3)**3*xi(2,2)*xi(2,1) + xi(3,1)*xi(2,4)**2*xi
(2,1)**4 - 2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**3 - 2*xi(2,4)*xi(2,1)**4 +
 2*xi(2,3)*xi(2,2)*xi(2,1)**3)*xi(3,1) + (xi(2,2)**2 + 1)*xi(2,1)**4 + (xi(2,2)
**2 + 2)*xi(3,1)**2*xi(2,3)**2*xi(2,1)**2 + ((xi(3,3)*xi(3,1)*xi(2,3)**2*xi(2,1)
 + 2*xi(3,3)*xi(2,3)*xi(2,2)*xi(2,1)**2 - 2*xi(3,1)**2*xi(2,3)**3 + 2*xi(3,1)*xi
(2,4)*xi(2,3)*xi(2,1)**2 - 4*xi(3,1)*xi(2,3)**2*xi(2,2)*xi(2,1) + 2*xi(2,4)*xi(2
,2)*xi(2,1)**3)*xi(3,1) + (xi(3,3)*xi(2,1) - 2*xi(3,1)*xi(2,3))*(xi(2,2)**2 + 1)
*xi(2,1)**2)*xi(3,3)*xi(2,1) + ((xi(3,4)*xi(2,1)**2 - 2*xi(3,3)*xi(3,1)*xi(2,3) 
- 2*xi(3,3)*xi(2,2)*xi(2,1))*xi(2,1) + 2*(xi(3,1)**2*xi(2,3)**2 - xi(3,1)*xi(2,4
)*xi(2,1)**2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,1)**2))*xi(3,4)*xi(2,1)**3
 + (xi(4,1)*xi(3,4)*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3) - 2*xi(3,4
)*xi(2,1)**3 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) + 2*xi(3,3)*xi(2,2)*xi(2,1)**2 
- 2*xi(3,1)**2*xi(2,3)**2 + 2*xi(3,1)*xi(2,4)*xi(2,1)**2 - 2*xi(3,1)*xi(2,3)*xi(
2,2)*xi(2,1) - 2*xi(2,1)**2)*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1)*xi(2,3)
);USD\\$

USD  J^5_5=( - (((xi(3,4)*xi(2,2)*xi(2,1)**2 + xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1) -
 xi(3,3)*xi(3,1)*xi(2,3)*xi(2,2) - (xi(2,2)**2 - xi(2,1)**2 + 1)*xi(3,3)*xi(2,1)
)*xi(2,1) - (xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(3,1)*xi(2,3)**2*xi(2,2) + 2*xi
(2,4)*xi(2,2)*xi(2,1)**2 - (xi(2,2) + xi(2,1))*(xi(2,2) - xi(2,1))*xi(2,3)*xi(2,
1))*xi(3,1))*xi(3,4)*xi(2,1)**2 - ((xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) +
 xi(3,3)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**2 + xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3
 + xi(3,3)*xi(2,2)*xi(2,1)**4 - 2*xi(3,1)**3*xi(2,4)*xi(2,3)**2 + xi(3,1)**2*xi(
2,4)**2*xi(2,1)**2 - 3*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) - 2*xi(3,1)**2
*xi(2,3)**2*xi(2,1)**2 - xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**2 + xi(3,1)*xi(2,4)
*xi(2,1)**4 - xi(3,1)*xi(2,4)*xi(2,1)**2 - 2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3)
*xi(3,3)*xi(2,1) + xi(3,1)**4*xi(2,4)*xi(2,3)**3 - xi(3,1)**3*xi(2,4)**2*xi(2,3)
*xi(2,1)**2 + 2*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,2)*xi(2,1) + xi(3,1)**3*xi(2,
3)**3*xi(2,1)**2 - xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi(2,1)**3 + xi(3,1)**2*xi(2,4)
*xi(2,3)*xi(2,2)**2*xi(2,1)**2 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**4 + xi(3,1)
**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**3 + xi(3
,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 + xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(2,2)*xi(2,1)**5
) - (xi(4,1)*xi(3,4)*xi(2,4)*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,3
) - xi(3,4)*xi(2,4)*xi(2,1)**3 + xi(3,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + 2*xi(3,3)*
xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,3)*xi(2,4)*xi(2,2)*xi(2,1)**2 + xi(3,3)*
xi(2,3)*xi(2,1)**3 - 2*xi(3,1)**2*xi(2,4)*xi(2,3)**2 + xi(3,1)*xi(2,4)**2*xi(2,1
)**2 - 2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) - xi(3,1)*xi(2,3)**2*xi(2,1)**2
 - xi(2,4)*xi(2,1)**2)*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1)))/(((xi(3,3)*
xi(3,1)*xi(2,4)*xi(2,1) + xi(3,3)*xi(2,1)**3 - xi(3,1)**2*xi(2,4)*xi(2,3) - 2*xi
(3,1)*xi(2,3)*xi(2,1)**2)*xi(3,3) - (xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1
)**2*xi(2,3)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,4)*
xi(2,1)**3 - xi(2,1)**3) + (xi(3,4)*xi(2,1)**2 - xi(3,3)*xi(3,1)*xi(2,3))*xi(3,4
)*xi(2,1) + ((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1)**2 + (xi(3,1)*xi(2,3)**2 - xi
(2,4)*xi(2,1)**2 + xi(2,3)*xi(2,2)*xi(2,1))*xi(3,1))*xi(3,4) - (xi(3,4)*xi(2,3) 
- xi(3,3)*xi(2,4) - xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1))*(xi(3,4)*xi(2,1) - xi(3,1
)*xi(2,4))*xi(4,1))*xi(2,1)**2);USD\\$

USD  J^5_6=(((xi(3,4)*xi(2,2)**2*xi(2,1) + xi(3,4)*xi(2,1) + 2*xi(3,3)*xi(3,1)*
xi(2,4)*xi(2,2) + 2*xi(3,3)*xi(2,2)*xi(2,1)**2)*xi(2,1) - 2*(xi(3,1)**2*xi(2,4)*
xi(2,3)*xi(2,2) + xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,3)*xi(2,2)*
xi(2,1)**2 - xi(2,1)**3))*xi(3,4)*xi(2,1)**2 + (xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1) 
+ xi(3,3)*xi(2,1)**3 - 2*xi(3,1)**2*xi(2,4)*xi(2,3) - 2*xi(3,1)*xi(2,4)*xi(2,2)*
xi(2,1) - 2*xi(3,1)*xi(2,3)*xi(2,1)**2)*(xi(3,1)*xi(2,4) + xi(2,1)**2)*xi(3,3)*
xi(2,1) + xi(3,1)**4*xi(2,4)**2*xi(2,3)**2 + 2*xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi(
2,2)*xi(2,1) + 2*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,1)**2 + xi(3,1)**2*xi(2,4)**
2*xi(2,2)**2*xi(2,1)**2 + 2*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**3 + xi(3
,1)**2*xi(2,3)**2*xi(2,1)**4 + xi(2,1)**6 + (xi(4,1)*xi(3,4)*xi(2,4)*xi(2,1) - 
xi(4,1)*xi(3,1)*xi(2,4)**2 + 2*xi(3,4)*xi(2,2)*xi(2,1)**2 + 2*xi(3,3)*xi(3,1)*xi
(2,4)*xi(2,1) + 2*xi(3,3)*xi(2,1)**3 - 2*xi(3,1)**2*xi(2,4)*xi(2,3) - 2*xi(3,1)*
xi(2,4)*xi(2,2)*xi(2,1) - 2*xi(3,1)*xi(2,3)*xi(2,1)**2)*(xi(3,4)*xi(2,1) - xi(3,
1)*xi(2,4))*xi(4,1)*xi(2,4))/(((xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1) + xi(3,3)*xi(2,1
)**3 - xi(3,1)**2*xi(2,4)*xi(2,3) - 2*xi(3,1)*xi(2,3)*xi(2,1)**2)*xi(3,3) - (xi(
3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1)**2*xi(2,3)**2*xi(2,1) + xi(3,1)*xi(2,4
)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,1)**3 - xi(2,1)**3) + (xi(3,4)*xi(2,
1)**2 - xi(3,3)*xi(3,1)*xi(2,3))*xi(3,4)*xi(2,1) + ((xi(2,1)**2 + 1 + xi(2,2)**2
)*xi(2,1)**2 + (xi(3,1)*xi(2,3)**2 - xi(2,4)*xi(2,1)**2 + xi(2,3)*xi(2,2)*xi(2,1
))*xi(3,1))*xi(3,4) - (xi(3,4)*xi(2,3) - xi(3,3)*xi(2,4) - xi(2,4)*xi(2,2) + xi(
2,3)*xi(2,1))*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1))*xi(2,1)**2);USD\\$

USD  J^6_1=xi(6,1);USD\\$

USD  J^6_2=xi(6,2);USD\\$

USD  J^6_3=xi(6,3);USD\\$

USD  J^6_4=xi(6,4);USD\\$

USD  J^6_5=( - ((xi(3,1)**3*xi(2,3)**4 - 2*xi(3,1)**2*xi(2,4)*xi(2,3)**2*xi(2,1)
**2 + 2*xi(3,1)**2*xi(2,3)**3*xi(2,2)*xi(2,1) + xi(3,1)*xi(2,4)**2*xi(2,1)**4 - 
2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1)**3 - 2*xi(2,4)*xi(2,1)**4 + 2*xi(2,3)*
xi(2,2)*xi(2,1)**3)*xi(3,1) + (xi(2,2)**2 + 1)*xi(2,1)**4 + (xi(2,2)**2 + 2)*xi(
3,1)**2*xi(2,3)**2*xi(2,1)**2 + ((xi(3,3)*xi(3,1)*xi(2,3)**2*xi(2,1) + 2*xi(3,3)
*xi(2,3)*xi(2,2)*xi(2,1)**2 - 2*xi(3,1)**2*xi(2,3)**3 + 2*xi(3,1)*xi(2,4)*xi(2,3
)*xi(2,1)**2 - 4*xi(3,1)*xi(2,3)**2*xi(2,2)*xi(2,1) + 2*xi(2,4)*xi(2,2)*xi(2,1)
**3)*xi(3,1) + (xi(3,3)*xi(2,1) - 2*xi(3,1)*xi(2,3))*(xi(2,2)**2 + 1)*xi(2,1)**2
)*xi(3,3)*xi(2,1) + ((xi(3,4)*xi(2,1)**2 - 2*xi(3,3)*xi(3,1)*xi(2,3) - 2*xi(3,3)
*xi(2,2)*xi(2,1))*xi(2,1) + 2*(xi(3,1)**2*xi(2,3)**2 - xi(3,1)*xi(2,4)*xi(2,1)**
2 + xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1) + xi(2,1)**2))*xi(3,4)*xi(2,1)**3 + (xi(4,1)
*xi(3,4)*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,1)*xi(2,4)*xi(2,3) - 2*xi(3,4)*xi(2,1)**
3 + 2*xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1) + 2*xi(3,3)*xi(2,2)*xi(2,1)**2 - 2*xi(3,1)
**2*xi(2,3)**2 + 2*xi(3,1)*xi(2,4)*xi(2,1)**2 - 2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1
) - 2*xi(2,1)**2)*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1)*xi(2,3)))/(((xi(3,
3)*xi(3,1)*xi(2,4)*xi(2,1) + xi(3,3)*xi(2,1)**3 - xi(3,1)**2*xi(2,4)*xi(2,3) - 2
*xi(3,1)*xi(2,3)*xi(2,1)**2)*xi(3,3) - (xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(
3,1)**2*xi(2,3)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,4
)*xi(2,1)**3 - xi(2,1)**3) + (xi(3,4)*xi(2,1)**2 - xi(3,3)*xi(3,1)*xi(2,3))*xi(3
,4)*xi(2,1) + ((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1)**2 + (xi(3,1)*xi(2,3)**2 - 
xi(2,4)*xi(2,1)**2 + xi(2,3)*xi(2,2)*xi(2,1))*xi(3,1))*xi(3,4) - (xi(3,4)*xi(2,3
) - xi(3,3)*xi(2,4) - xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1))*(xi(3,4)*xi(2,1) - xi(3
,1)*xi(2,4))*xi(4,1))*xi(2,1)**2);USD\\$

USD  J^6_6=(((xi(3,4)*xi(2,2)*xi(2,1)**2 + xi(3,3)*xi(3,1)*xi(2,4)*xi(2,1) - xi(
3,3)*xi(3,1)*xi(2,3)*xi(2,2) - (xi(2,2)**2 - xi(2,1)**2 + 1)*xi(3,3)*xi(2,1))*xi
(2,1) - (xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) - xi(3,1)*xi(2,3)**2*xi(2,2) + 2*xi(2,4
)*xi(2,2)*xi(2,1)**2 - (xi(2,2) + xi(2,1))*(xi(2,2) - xi(2,1))*xi(2,3)*xi(2,1))*
xi(3,1))*xi(3,4)*xi(2,1)**2 - ((xi(3,3)*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1) + xi(
3,3)*xi(3,1)*xi(2,4)*xi(2,2)*xi(2,1)**2 + xi(3,3)*xi(3,1)*xi(2,3)*xi(2,1)**3 + 
xi(3,3)*xi(2,2)*xi(2,1)**4 - 2*xi(3,1)**3*xi(2,4)*xi(2,3)**2 + xi(3,1)**2*xi(2,4
)**2*xi(2,1)**2 - 3*xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) - 2*xi(3,1)**2*xi
(2,3)**2*xi(2,1)**2 - xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1)**2 + xi(3,1)*xi(2,4)*xi
(2,1)**4 - xi(3,1)*xi(2,4)*xi(2,1)**2 - 2*xi(3,1)*xi(2,3)*xi(2,2)*xi(2,1)**3)*xi
(3,3)*xi(2,1) + xi(3,1)**4*xi(2,4)*xi(2,3)**3 - xi(3,1)**3*xi(2,4)**2*xi(2,3)*xi
(2,1)**2 + 2*xi(3,1)**3*xi(2,4)*xi(2,3)**2*xi(2,2)*xi(2,1) + xi(3,1)**3*xi(2,3)
**3*xi(2,1)**2 - xi(3,1)**2*xi(2,4)**2*xi(2,2)*xi(2,1)**3 + xi(3,1)**2*xi(2,4)*
xi(2,3)*xi(2,2)**2*xi(2,1)**2 - xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,1)**4 + xi(3,1)
**2*xi(2,4)*xi(2,3)*xi(2,1)**2 + xi(3,1)**2*xi(2,3)**2*xi(2,2)*xi(2,1)**3 + xi(3
,1)*xi(2,4)*xi(2,2)*xi(2,1)**3 + xi(3,1)*xi(2,3)*xi(2,1)**4 + xi(2,2)*xi(2,1)**5
) - (xi(4,1)*xi(3,4)*xi(2,4)*xi(2,3)*xi(2,1) - xi(4,1)*xi(3,1)*xi(2,4)**2*xi(2,3
) - xi(3,4)*xi(2,4)*xi(2,1)**3 + xi(3,4)*xi(2,3)*xi(2,2)*xi(2,1)**2 + 2*xi(3,3)*
xi(3,1)*xi(2,4)*xi(2,3)*xi(2,1) + xi(3,3)*xi(2,4)*xi(2,2)*xi(2,1)**2 + xi(3,3)*
xi(2,3)*xi(2,1)**3 - 2*xi(3,1)**2*xi(2,4)*xi(2,3)**2 + xi(3,1)*xi(2,4)**2*xi(2,1
)**2 - 2*xi(3,1)*xi(2,4)*xi(2,3)*xi(2,2)*xi(2,1) - xi(3,1)*xi(2,3)**2*xi(2,1)**2
 - xi(2,4)*xi(2,1)**2)*(xi(3,4)*xi(2,1) - xi(3,1)*xi(2,4))*xi(4,1))/(((xi(3,3)*
xi(3,1)*xi(2,4)*xi(2,1) + xi(3,3)*xi(2,1)**3 - xi(3,1)**2*xi(2,4)*xi(2,3) - 2*xi
(3,1)*xi(2,3)*xi(2,1)**2)*xi(3,3) - (xi(3,1)**2*xi(2,4)*xi(2,3)*xi(2,2) - xi(3,1
)**2*xi(2,3)**2*xi(2,1) + xi(3,1)*xi(2,4)*xi(2,2)**2*xi(2,1) + xi(3,1)*xi(2,4)*
xi(2,1)**3 - xi(2,1)**3) + (xi(3,4)*xi(2,1)**2 - xi(3,3)*xi(3,1)*xi(2,3))*xi(3,4
)*xi(2,1) + ((xi(2,1)**2 + 1 + xi(2,2)**2)*xi(2,1)**2 + (xi(3,1)*xi(2,3)**2 - xi
(2,4)*xi(2,1)**2 + xi(2,3)*xi(2,2)*xi(2,1))*xi(3,1))*xi(3,4) - (xi(3,4)*xi(2,3) 
- xi(3,3)*xi(2,4) - xi(2,4)*xi(2,2) + xi(2,3)*xi(2,1))*(xi(3,4)*xi(2,1) - xi(3,1
)*xi(2,4))*xi(4,1))*xi(2,1)**2);USD\\$

USD  {J**2}^1_1=-1;USD\\$

USD  {J**2}^1_2=0;USD\\$

USD  {J**2}^1_3=0;USD\\$

USD  {J**2}^1_4=0;USD\\$

USD  {J**2}^1_5=0;USD\\$

USD  {J**2}^1_6=0;USD\\$

USD  {J**2}^2_1=0;USD\\$

USD  {J**2}^2_2=-1;USD\\$

USD  {J**2}^2_3=0;USD\\$

USD  {J**2}^2_4=0;USD\\$

USD  {J**2}^2_5=0;USD\\$

USD  {J**2}^2_6=0;USD\\$

USD  {J**2}^3_1=0;USD\\$

USD  {J**2}^3_2=0;USD\\$

USD  {J**2}^3_3=-1;USD\\$

USD  {J**2}^3_4=0;USD\\$

USD  {J**2}^3_5=0;USD\\$

USD  {J**2}^3_6=0;USD\\$

USD  {J**2}^4_1=0;USD\\$

USD  {J**2}^4_2=0;USD\\$

USD  {J**2}^4_3=0;USD\\$

USD  {J**2}^4_4=-1;USD\\$

USD  {J**2}^4_5=0;USD\\$

USD  {J**2}^4_6=0;USD\\$

USD  {J**2}^5_1=0;USD\\$

USD  {J**2}^5_2=0;USD\\$

USD  {J**2}^5_3=0;USD\\$

USD  {J**2}^5_4=0;USD\\$

USD  {J**2}^5_5=-1;USD\\$

USD  {J**2}^5_6=0;USD\\$

USD  {J**2}^6_1=0;USD\\$

USD  {J**2}^6_2=0;USD\\$

USD  {J**2}^6_3=0;USD\\$

USD  {J**2}^6_4=0;USD\\$

USD  {J**2}^6_5=0;USD\\$

USD  {J**2}^6_6=-1;USD\\$

\\$ det J:=1$

Trace J:=0$

USD \par Now the nonzero torsion equations left are :$

{{{{1,2},1},0},
{{{1,2},2},0},
{{{1,2},3},0},
{{{1,2},4},0},
{{{1,2},5},0},
{{{1,2},6},0},
{{{1,3},1},0},
{{{1,3},2},0},
{{{1,3},3},0},
{{{1,3},4},0},
{{{1,3},5},0},
{{{1,3},6},0},
{{{1,4},1},0},
{{{1,4},2},0},
{{{1,4},3},0},
{{{1,4},4},0},
{{{1,4},5},0},
{{{1,4},6},0},
{{{1,5},1},0},
{{{1,5},2},0},
{{{1,5},3},0},
{{{1,5},4},0},
{{{1,5},5},0},
{{{1,5},6},0},
{{{1,6},1},0},
{{{1,6},2},0},
{{{1,6},3},0},
{{{1,6},4},0},
{{{1,6},5},0},
{{{1,6},6},0},
{{{2,3},1},0},
{{{2,3},2},0},
{{{2,3},3},0},
{{{2,3},4},0},
{{{2,3},5},0},
{{{2,3},6},0},
{{{2,4},1},0},
{{{2,4},2},0},
{{{2,4},3},0},
{{{2,4},4},0},
{{{2,4},5},0},
{{{2,4},6},0},
{{{2,5},1},0},
{{{2,5},2},0},
{{{2,5},3},0},
{{{2,5},4},0},
{{{2,5},5},0},
{{{2,5},6},0},
{{{2,6},1},0},
{{{2,6},2},0},
{{{2,6},3},0},
{{{2,6},4},0},
{{{2,6},5},0},
{{{2,6},6},0},
{{{3,4},1},0},
{{{3,4},2},0},
{{{3,4},3},0},
{{{3,4},4},0},
{{{3,4},5},0},
{{{3,4},6},0},
{{{3,5},1},0},
{{{3,5},2},0},
{{{3,5},3},0},
{{{3,5},4},0},
{{{3,5},5},0},
{{{3,5},6},0},
{{{3,6},1},0},
{{{3,6},2},0},
{{{3,6},3},0},
{{{3,6},4},0},
{{{3,6},5},0},
{{{3,6},6},0},
{{{4,5},1},0},
{{{4,5},2},0},
{{{4,5},3},0},
{{{4,5},4},0},
{{{4,5},5},0},
{{{4,5},6},0},
{{{4,6},1},0},
{{{4,6},2},0},
{{{4,6},3},0},
{{{4,6},4},0},
{{{4,6},5},0},
{{{4,6},6},0},
{{{5,6},5},0},
{{{5,6},6},0}}$