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{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 54 "dk:=proc(i,j) if (i = j) the
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11 "\ncg[1] = 5;" }{TEXT 213 11 "\ncg[2] = 6;" }{TEXT 213 11 "\ncg[3] \+
= 2;" }{TEXT 213 11 "\ncg[4] = 4;" }{TEXT 213 11 "\ncg[5] = 8;" }{TEXT
 213 11 "\ncg[6] = 7;" }{TEXT 213 11 "\ncg[7] = 3;" }{TEXT 213 12 "\nc
g[8] = 11;" }{TEXT 213 11 "\ncg[9] = 9;" }{TEXT 213 13 "\ncg[10] = 10;
" }{TEXT 213 13 "\ncg[11] = 17;" }{TEXT 213 13 "\ncg[12] = 18;" }{TEXT
 213 13 "\ncg[13] = 13;" }{TEXT 213 13 "\ncg[14] = 19;" }{TEXT 213 13 
"\ncg[15] = 12;" }{TEXT 213 13 "\ncg[16] = 16;" }{TEXT 213 13 "\ncg[17
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 }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 130 "P:=vector(20,[1,x,y,z,x
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"=6\"6#;\"\"\"\"#?E\\[l5F&F&\"\"#I\"xGF#\"\"$I\"yGF#\"\"%I\"zGF#\"\"&*
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{PARA 0 "> " 0 "" {MPLTEXT 1 0 80 "for i to 20 do;phi[i]:=sum(alpha[i,
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58 ",phi[i])=dk(i,j),j=1..20)\};inc:=\{seq(alpha[i,l],l=1..20)\};" }}
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GF%F&F&,&F)F&F'F&F&\"\"%" }}{PARA 11 "" 1 "" {XPPMATH 20 ",$**I\"xG6\"
\"\"\"I\"zGF%F&,&!\"\"F&F'F&F&,&F)F&I\"yGF%F&F&\"\"%" }}{PARA 11 "" 1 
"" {XPPMATH 20 ",$**I\"xG6\"\"\"\"I\"yGF%F&,&!\"\"F&I\"zGF%F&F&,&F)F&F
$F&F&\"\"%" }}{PARA 11 "" 1 "" {XPPMATH 20 ",$**I\"xG6\"\"\"\"I\"yGF%F
&I\"zGF%F&,&!\"\"F&F(F&F&!\"%" }}{PARA 11 "" 1 "" {XPPMATH 20 ",$**I\"
yG6\"\"\"\"I\"zGF%F&,&!\"\"F&F'F&F&,&F)F&I\"xGF%F&F&\"\"%" }}{PARA 11 
"" 1 "" {XPPMATH 20 ",$**I\"xG6\"\"\"\"I\"zGF%F&,&!\"\"F&I\"yGF%F&F&,&
F)F&F$F&F&\"\"%" }}{PARA 11 "" 1 "" {XPPMATH 20 ",$**I\"yG6\"\"\"\"I\"
zGF%F&,&!\"\"F&F$F&F&,&F)F&I\"xGF%F&F&\"\"%" }}{PARA 11 "" 1 "" 
{XPPMATH 20 ",$**I\"xG6\"\"\"\"I\"yGF%F&I\"zGF%F&,&!\"\"F&F'F&F&!\"%" 
}}{PARA 11 "" 1 "" {XPPMATH 20 ",$**I\"xG6\"\"\"\"I\"yGF%F&I\"zGF%F&,&
!\"\"F&F$F&F&!\"%" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 25 "#Dd:=m
atrix(20,20,(i,j)->" }{MPLTEXT 1 0 19 "subs(x=node[j,1],y=" }{MPLTEXT 
1 0 21 "node[j,2],z=node[j,3]" }{MPLTEXT 1 0 18 ",phi[i])-dk(i,j));" }
}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 21 "with(CodeGeneration):" }}}
{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 7 "C(phi);" }}{PARA 6 "" 1 "" 
{TEXT 213 70 "phi[0] = (-1 + z) * (-1 + y) * (-1 + x) * (2 * x + 2 * y
 + 2 * z - 1);" }}{PARA 6 "" 1 "" {TEXT 213 64 "phi[1] = x * (-1 + z) \+
* (-1 + y) * (-2 * y - 2 * z + 2 * x - 1);" }{TEXT 213 58 "\nphi[2] = \+
-x * y * (-1 + z) * (2 * y - 2 * z - 3 + 2 * x);" }{TEXT 213 65 "\nphi
[3] = -y * (-1 + z) * (-1 + x) * (2 * x + 2 * z + 1 - 2 * y);" }{TEXT 
213 65 "\nphi[4] = -z * (-1 + y) * (-1 + x) * (2 * x + 2 * y - 2 * z +
 1);" }{TEXT 213 59 "\nphi[5] = -x * z * (-1 + y) * (-2 * y + 2 * z - \+
3 + 2 * x);" }{TEXT 213 50 "\nphi[6] = x * y * z * (2 * y + 2 * z - 5 \+
+ 2 * x);" }{TEXT 213 57 "\nphi[7] = y * z * (-1 + x) * (2 * x - 2 * z
 + 3 - 2 * y);" }{TEXT 213 50 "\nphi[8] = -4 * x * (-1 + z) * (-1 + y)
 * (-1 + x);" }{TEXT 213 50 "\nphi[9] = -4 * y * (-1 + z) * (-1 + y) *
 (-1 + x);" }{TEXT 213 51 "\nphi[10] = -4 * z * (-1 + z) * (-1 + y) * \+
(-1 + x);" }{TEXT 213 43 "\nphi[11] = 4 * x * y * (-1 + z) * (-1 + y);
" }{TEXT 213 43 "\nphi[12] = 4 * x * z * (-1 + z) * (-1 + y);" }{TEXT 
213 43 "\nphi[13] = 4 * x * y * (-1 + z) * (-1 + x);" }{TEXT 213 37 "
\nphi[14] = -4 * x * y * z * (-1 + z);" }{TEXT 213 43 "\nphi[15] = 4 *
 y * z * (-1 + z) * (-1 + x);" }{TEXT 213 43 "\nphi[16] = 4 * x * z * \+
(-1 + y) * (-1 + x);" }{TEXT 213 43 "\nphi[17] = 4 * y * z * (-1 + y) \+
* (-1 + x);" }{TEXT 213 37 "\nphi[18] = -4 * x * y * z * (-1 + y);" }
{TEXT 213 37 "\nphi[19] = -4 * x * y * z * (-1 + x);" }}}{EXCHG {PARA 
0 "> " 0 "" {MPLTEXT 1 0 39 "tau:=vector(3,[0,0,0]);p:=array(1..60);" 
}}{PARA 11 "" 1 "" {XPPMATH 20 "=6\"6#;\"\"\"\"\"$E\\[l$F&\"\"!\"\"#F)
F'F)" }}{PARA 11 "" 1 "" {XPPMATH 20 "=6\"6#;\"\"\"\"#gE\\[l!" }}}
{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 11 "#?submatrix" }}}{EXCHG 
{PARA 0 "> " 0 "" {MPLTEXT 1 0 65 "i:='i';for k to 3 do tau[k]:=sum(ph
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\"" }}{PARA 11 "" 1 "" {XPPMATH 20 ",J*,,&!\"\"\"\"\"I\"zG6\"F&F&,&F%F
&I\"yGF(F&F&,&F%F&I\"xGF(F&F&,*F,\"\"#F*F.F'F.F%F&F&&I\"pGF(6#F&F&F&*,
F,F&F$F&F)F&,*F*!\"#F'F4F,F.F%F&F&&F06#\"\"%F&F&*,F,F&F*F&F$F&,*F*F.F'
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5F&F%*,F'F&F)F&F+F&,*F,F.F*F.F'F4F&F&F&&F06#\"#8F&F%*,F,F&F'F&F)F&,*F*
F4F'F.F:F&F,F.F&&F06#\"#;F&F%*,F,F&F*F&F'F&,*F*F.F'F.!\"&F&F,F.F&&F06#
\"#>F&F&*,F*F&F'F&F+F&,*F,F.F'F4\"\"$F&F*F4F&&F06#\"#AF&F&*,F,F&F$F&F)
F&F+F&&F06#\"#DF&!\"%*,F*F&F$F&F)F&F+F&&F06#\"#GF&Fgn*,F'F&F$F&F)F&F+F
&&F06#\"#JF&Fgn*,F,F&F*F&F$F&F)F&&F06#\"#MF&F7*,F,F&F'F&F$F&F)F&&F06#
\"#PF&F7*,F,F&F*F&F$F&F+F&&F06#\"#SF&F7*,F,F&F*F&F'F&F$F&&F06#\"#VF&Fg
n*,F*F&F'F&F$F&F+F&&F06#\"#YF&F7*,F,F&F'F&F)F&F+F&&F06#\"#\\F&F7*,F*F&
F'F&F)F&F+F&&F06#\"#_F&F7*,F,F&F*F&F'F&F)F&&F06#\"#bF&Fgn*,F,F&F*F&F'F
&F+F&&F06#\"#eF&Fgn" }}{PARA 11 "" 1 "" {XPPMATH 20 ",J*,,&!\"\"\"\"\"
I\"zG6\"F&F&,&F%F&I\"yGF(F&F&,&F%F&I\"xGF(F&F&,*F,\"\"#F*F.F'F.F%F&F&&
I\"pGF(6#F.F&F&*,F,F&F$F&F)F&,*F*!\"#F'F4F,F.F%F&F&&F06#\"\"&F&F&*,F,F
&F*F&F$F&,*F*F.F'F4!\"$F&F,F.F&&F06#\"\")F&F%*,F*F&F$F&F+F&,*F,F.F'F.F
&F&F*F4F&&F06#\"#6F&F%*,F'F&F)F&F+F&,*F,F.F*F.F'F4F&F&F&&F06#\"#9F&F%*
,F,F&F'F&F)F&,*F*F4F'F.F:F&F,F.F&&F06#\"#<F&F%*,F,F&F*F&F'F&,*F*F.F'F.
!\"&F&F,F.F&&F06#\"#?F&F&*,F*F&F'F&F+F&,*F,F.F'F4\"\"$F&F*F4F&&F06#\"#
BF&F&*,F,F&F$F&F)F&F+F&&F06#\"#EF&!\"%*,F*F&F$F&F)F&F+F&&F06#\"#HF&Fgn
*,F'F&F$F&F)F&F+F&&F06#\"#KF&Fgn*,F,F&F*F&F$F&F)F&&F06#\"#NF&\"\"%*,F,
F&F'F&F$F&F)F&&F06#\"#QF&Fdo*,F,F&F*F&F$F&F+F&&F06#\"#TF&Fdo*,F,F&F*F&
F'F&F$F&&F06#\"#WF&Fgn*,F*F&F'F&F$F&F+F&&F06#\"#ZF&Fdo*,F,F&F'F&F)F&F+
F&&F06#\"#]F&Fdo*,F*F&F'F&F)F&F+F&&F06#\"#`F&Fdo*,F,F&F*F&F'F&F)F&&F06
#\"#cF&Fgn*,F,F&F*F&F'F&F+F&&F06#\"#fF&Fgn" }}{PARA 11 "" 1 "" 
{XPPMATH 20 ",J*,,&!\"\"\"\"\"I\"zG6\"F&F&,&F%F&I\"yGF(F&F&,&F%F&I\"xG
F(F&F&,*F,\"\"#F*F.F'F.F%F&F&&I\"pGF(6#\"\"$F&F&*,F,F&F$F&F)F&,*F*!\"#
F'F5F,F.F%F&F&&F06#\"\"'F&F&*,F,F&F*F&F$F&,*F*F.F'F5!\"$F&F,F.F&&F06#
\"\"*F&F%*,F*F&F$F&F+F&,*F,F.F'F.F&F&F*F5F&&F06#\"#7F&F%*,F'F&F)F&F+F&
,*F,F.F*F.F'F5F&F&F&&F06#\"#:F&F%*,F,F&F'F&F)F&,*F*F5F'F.F;F&F,F.F&&F0
6#\"#=F&F%*,F,F&F*F&F'F&,*F*F.F'F.!\"&F&F,F.F&&F06#\"#@F&F&*,F*F&F'F&F
+F&,*F,F.F'F5F2F&F*F5F&&F06#\"#CF&F&*,F,F&F$F&F)F&F+F&&F06#\"#FF&!\"%*
,F*F&F$F&F)F&F+F&&F06#\"#IF&Fgn*,F'F&F$F&F)F&F+F&&F06#\"#LF&Fgn*,F,F&F
*F&F$F&F)F&&F06#\"#OF&\"\"%*,F,F&F'F&F$F&F)F&&F06#\"#RF&Fdo*,F,F&F*F&F
$F&F+F&&F06#\"#UF&Fdo*,F,F&F*F&F'F&F$F&&F06#\"#XF&Fgn*,F*F&F'F&F$F&F+F
&&F06#\"#[F&Fdo*,F,F&F'F&F)F&F+F&&F06#\"#^F&Fdo*,F*F&F'F&F)F&F+F&&F06#
\"#aF&Fdo*,F,F&F*F&F'F&F)F&&F06#\"#dF&Fgn*,F,F&F*F&F'F&F+F&&F06#\"#gF&
Fgn" }}}{EXCHG {PARA 0 "> " 0 "" {MPLTEXT 1 0 28 "dtau:=jacobian(tau,[
x,y,z]);" }}{PARA 11 "" 1 "" {XPPMATH 20 "=6\"6$;\"\"\"\"\"$F%E\\[l*6$
F'\"\"#,\\o**,&!\"\"F&I\"zGF#F&F&,&F.F&I\"yGF#F&F&,&F.F&I\"xGF#F&F&&I
\"pGF#6#F'F&F***F3F&F-F&F0F&&F56#\"\"'F&!\"#**F3F&F1F&F-F&&F56#\"\"*F&
F;**F1F&F-F&F2F&&F56#\"#7F&F***F/F&F0F&F2F&&F56#\"#:F&F;**F3F&F/F&F0F&
&F56#\"#=F&F***F3F&F1F&F/F&&F56#\"#@F&F***F1F&F/F&F2F&&F56#\"#CF&F;**F
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*F3F&F-F&,*F1F*F/F;!\"$F&F3F*F&F=F&F.**F-F&F2F&,*F3F*F/F*F&F&F1F;F&FAF
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&F56#\"#UF&Fbp**F3F&F/F&F-F&&F56#\"#XF&Fdo**F/F&F-F&F2F&&F56#\"#[F&Fbp
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f[lF&F&**F1F&F2F&F_oF&Fj[lF&F&**F3F&F0F&F2F&Ff\\lF&Fdo**F1F&F0F&F2F&Fj
\\lF&Fdo**F-F&F0F&F2F&F_]lF&Fdo**F/F&F0F&F2F&F_]lF&Fdo**F3F&F1F&F0F&Fc
]lF&Fbp**F3F&F-F&F0F&Fh]lF&Fbp**F3F&F/F&F0F&Fh]lF&Fbp**F3F&F1F&F2F&F
\\^lF&Fbp**F3F&F1F&F-F&F`^lF&Fdo**F3F&F1F&F/F&F`^lF&Fdo**F1F&F-F&F2F&F
d^lF&Fbp**F1F&F/F&F2F&Fd^lF&Fbp**F3F&F0F&F2F&Fh^lF&Fbp**F1F&F0F&F2F&F
\\_lF&Fbp**F3F&F1F&F0F&Fa_lF&Fdo**F3F&F1F&F2F&Ff_lF&Fdo6$F'F&,\\oF,F*F
7F*F<F;F@F;**F1F&F-F&F0F&FfoF&Fdo**F-F&F0F&FUF&F4F&F&**F-F&F0F&FWF&F8F
&F&**F1F&F-F&FYF&F=F&F.**F1F&F-F&FfnF&FAF&F.**F/F&F0F&FhnF&FEF&F.**F/F
&F0F&FjnF&FIF&F.**F1F&F/F&F\\oF&FMF&F&**F1F&F/F&F_oF&FQF&F&**F-F&F0F&F
2F&FaoF&Fdo**F3F&F-F&F0F&FaoF&FdoFDF;FHF;FLF*FPF***F/F&F-F&F0F&F[pF&Fd
o**F1F&F-F&F0F&F_pF&Fbp**F/F&F-F&F0F&FepF&Fbp**F1F&F-F&F2F&FipF&Fbp**F
3F&F1F&F-F&FipF&Fbp**F1F&F/F&F-F&F]qF&Fdo**F1F&F/F&F-F&FaqF&Fbp**F/F&F
0F&F2F&FeqF&Fbp**F3F&F/F&F0F&FeqF&Fbp**F1F&F/F&F0F&FiqF&Fbp**F1F&F/F&F
0F&F^rF&Fdo**F1F&F/F&F2F&FcrF&Fdo**F3F&F1F&F/F&FcrF&Fdo6$F'F',\\oF,F*F
7F;F<F*F@F;FDF*FHF;FLF*FPF;**F0F&F2F&FUF&F4F&F&**F3F&F0F&FWF&F8F&F&**F
3F&F1F&FYF&F=F&F.**F1F&F2F&FfnF&FAF&F.**F0F&F2F&FhnF&FEF&F.**F3F&F0F&F
jnF&FIF&F.**F3F&F1F&F\\oF&FMF&F&**F1F&F2F&F_oF&FQF&F&**F3F&F0F&F2F&Fao
F&Fdo**F1F&F0F&F2F&FfoF&Fdo**F-F&F0F&F2F&F[pF&Fdo**F/F&F0F&F2F&F[pF&Fd
o**F3F&F1F&F0F&F_pF&Fbp**F3F&F-F&F0F&FepF&Fbp**F3F&F/F&F0F&FepF&Fbp**F
3F&F1F&F2F&FipF&Fbp**F3F&F1F&F-F&F]qF&Fdo**F3F&F1F&F/F&F]qF&Fdo**F1F&F
-F&F2F&FaqF&Fbp**F1F&F/F&F2F&FaqF&Fbp**F3F&F0F&F2F&FeqF&Fbp**F1F&F0F&F
2F&FiqF&Fbp**F3F&F1F&F0F&F^rF&Fdo**F3F&F1F&F2F&FcrF&Fdo" }}}{EXCHG 
{PARA 0 "> " 0 "" {MPLTEXT 1 0 8 "C(dtau);" }}{PARA 6 "" 1 "" {TEXT 
213 256 "dtau[0][0] = 2 * (-1 + z) * (-1 + y) * (-1 + x) * p[0] + 2 * \+
x * (-1 + z) * (-1 + y) * p[3] - 2 * x * y * (-1 + z) * p[6] - 2 * y *
 (-1 + z) * (-1 + x) * p[9] - 2 * z * (-1 + y) * (-1 + x) * p[12] - 2 \+
* x * z * (-1 + y) * p[15] + 2 * x * y * z * p[18] + 2 " }{TEXT 213 
256 "* y * z * (-1 + x) * p[21] + (-1 + z) * (-1 + y) * (2 * x + 2 * y
 + 2 * z - 1) * p[0] + (-1 + z) * (-1 + y) * (-2 * y - 2 * z + 2 * x -
 1) * p[3] - y * (-1 + z) * (2 * y - 2 * z - 3 + 2 * x) * p[6] - y * (
-1 + z) * (2 * x + 2 * z + 1 - 2 * y) * p[9] - z * " }{TEXT 213 256 "(
-1 + y) * (2 * x + 2 * y - 2 * z + 1) * p[12] - z * (-1 + y) * (-2 * y
 + 2 * z - 3 + 2 * x) * p[15] + y * z * (2 * y + 2 * z - 5 + 2 * x) * \+
p[18] + y * z * (2 * x - 2 * z + 3 - 2 * y) * p[21] - 4 * (-1 + z) * (
-1 + y) * (-1 + x) * p[24] - 4 * x * (-1 + z)" }{TEXT 213 256 " * (-1 \+
+ y) * p[24] - 4 * y * (-1 + z) * (-1 + y) * p[27] - 4 * z * (-1 + z) \+
* (-1 + y) * p[30] + 4 * y * (-1 + z) * (-1 + y) * p[33] + 4 * z * (-1
 + z) * (-1 + y) * p[36] + 4 * y * (-1 + z) * (-1 + x) * p[39] + 4 * x
 * y * (-1 + z) * p[39] - 4 * y * z * (" }{TEXT 213 233 "-1 + z) * p[4
2] + 4 * y * z * (-1 + z) * p[45] + 4 * z * (-1 + y) * (-1 + x) * p[48
] + 4 * x * z * (-1 + y) * p[48] + 4 * y * z * (-1 + y) * p[51] - 4 * \+
y * z * (-1 + y) * p[54] - 4 * y * z * (-1 + x) * p[57] - 4 * x * y * \+
z * p[57];" }{TEXT 213 257 "\ndtau[0][1] = 2 * (-1 + z) * (-1 + y) * (
-1 + x) * p[0] - 2 * x * (-1 + z) * (-1 + y) * p[3] - 2 * x * y * (-1 \+
+ z) * p[6] + 2 * y * (-1 + z) * (-1 + x) * p[9] - 2 * z * (-1 + y) * \+
(-1 + x) * p[12] + 2 * x * z * (-1 + y) * p[15] + 2 * x * y * z * p[18
] - 2 " }{TEXT 213 256 "* y * z * (-1 + x) * p[21] + (-1 + z) * (-1 + \+
x) * (2 * x + 2 * y + 2 * z - 1) * p[0] + x * (-1 + z) * (-2 * y - 2 *
 z + 2 * x - 1) * p[3] - x * (-1 + z) * (2 * y - 2 * z - 3 + 2 * x) * \+
p[6] - (-1 + z) * (-1 + x) * (2 * x + 2 * z + 1 - 2 * y) * p[9] - z * 
" }{TEXT 213 256 "(-1 + x) * (2 * x + 2 * y - 2 * z + 1) * p[12] - x *
 z * (-2 * y + 2 * z - 3 + 2 * x) * p[15] + x * z * (2 * y + 2 * z - 5
 + 2 * x) * p[18] + z * (-1 + x) * (2 * x - 2 * z + 3 - 2 * y) * p[21]
 - 4 * x * (-1 + z) * (-1 + x) * p[24] - 4 * (-1 + z) * (-1 + y)" }
{TEXT 213 256 " * (-1 + x) * p[27] - 4 * y * (-1 + z) * (-1 + x) * p[2
7] - 4 * z * (-1 + z) * (-1 + x) * p[30] + 4 * x * (-1 + z) * (-1 + y)
 * p[33] + 4 * x * y * (-1 + z) * p[33] + 4 * x * z * (-1 + z) * p[36]
 + 4 * x * (-1 + z) * (-1 + x) * p[39] - 4 * x * z * (-1 + z)" }{TEXT 
213 233 " * p[42] + 4 * z * (-1 + z) * (-1 + x) * p[45] + 4 * x * z * \+
(-1 + x) * p[48] + 4 * z * (-1 + y) * (-1 + x) * p[51] + 4 * y * z * (
-1 + x) * p[51] - 4 * x * z * (-1 + y) * p[54] - 4 * x * y * z * p[54]
 - 4 * x * z * (-1 + x) * p[57];" }{TEXT 213 257 "\ndtau[0][2] = 2 * (
-1 + z) * (-1 + y) * (-1 + x) * p[0] - 2 * x * (-1 + z) * (-1 + y) * p
[3] + 2 * x * y * (-1 + z) * p[6] - 2 * y * (-1 + z) * (-1 + x) * p[9]
 + 2 * z * (-1 + y) * (-1 + x) * p[12] - 2 * x * z * (-1 + y) * p[15] \+
+ 2 * x * y * z * p[18] - 2 " }{TEXT 213 256 "* y * z * (-1 + x) * p[2
1] + (-1 + y) * (-1 + x) * (2 * x + 2 * y + 2 * z - 1) * p[0] + x * (-
1 + y) * (-2 * y - 2 * z + 2 * x - 1) * p[3] - x * y * (2 * y - 2 * z \+
- 3 + 2 * x) * p[6] - y * (-1 + x) * (2 * x + 2 * z + 1 - 2 * y) * p[9
] - (-1 + y) * (-1 + x" }{TEXT 213 256 ") * (2 * x + 2 * y - 2 * z + 1
) * p[12] - x * (-1 + y) * (-2 * y + 2 * z - 3 + 2 * x) * p[15] + x * \+
y * (2 * y + 2 * z - 5 + 2 * x) * p[18] + y * (-1 + x) * (2 * x - 2 * \+
z + 3 - 2 * y) * p[21] - 4 * x * (-1 + y) * (-1 + x) * p[24] - 4 * y *
 (-1 + y) * (-1 " }{TEXT 213 256 "+ x) * p[27] - 4 * (-1 + z) * (-1 + \+
y) * (-1 + x) * p[30] - 4 * z * (-1 + y) * (-1 + x) * p[30] + 4 * x * \+
y * (-1 + y) * p[33] + 4 * x * (-1 + z) * (-1 + y) * p[36] + 4 * x * z
 * (-1 + y) * p[36] + 4 * x * y * (-1 + x) * p[39] - 4 * x * y * (-1 +
 z) * p[42" }{TEXT 213 233 "] - 4 * x * y * z * p[42] + 4 * y * (-1 + \+
z) * (-1 + x) * p[45] + 4 * y * z * (-1 + x) * p[45] + 4 * x * (-1 + y
) * (-1 + x) * p[48] + 4 * y * (-1 + y) * (-1 + x) * p[51] - 4 * x * y
 * (-1 + y) * p[54] - 4 * x * y * (-1 + x) * p[57];" }{TEXT 213 257 "
\ndtau[1][0] = 2 * (-1 + z) * (-1 + y) * (-1 + x) * p[1] + 2 * x * (-1 + z) * (-1 + y) * p[4] - 2 * x * y * (-1 + z) * p[7] - 2 * y * (-1 + z) * (-1 + x) * p[10] - 2 * z * (-1 + y) * (-1 + x) * p[13] - 2 * x * z * (-1 + y) * p[16] + 2 * x * y * z * p[19] + 2
" }{TEXT 213 256 " * y * z * (-1 + x) * p[22] + (-1 + z) * (-1 + y) * \+
(2 * x + 2 * y + 2 * z - 1) * p[1] + (-1 + z) * (-1 + y) * (-2 * y - 2
 * z + 2 * x - 1) * p[4] - y * (-1 + z) * (2 * y - 2 * z - 3 + 2 * x) \+
* p[7] - y * (-1 + z) * (2 * x + 2 * z + 1 - 2 * y) * p[10] - z " }
{TEXT 213 256 "* (-1 + y) * (2 * x + 2 * y - 2 * z + 1) * p[13] - z * \+
(-1 + y) * (-2 * y + 2 * z - 3 + 2 * x) * p[16] + y * z * (2 * y + 2 *
 z - 5 + 2 * x) * p[19] + y * z * (2 * x - 2 * z + 3 - 2 * y) * p[22] \+
- 4 * (-1 + z) * (-1 + y) * (-1 + x) * p[25] - 4 * x * (-1 + " }{TEXT 
213 256 "z) * (-1 + y) * p[25] - 4 * y * (-1 + z) * (-1 + y) * p[28] -
 4 * z * (-1 + z) * (-1 + y) * p[31] + 4 * y * (-1 + z) * (-1 + y) * p
[34] + 4 * z * (-1 + z) * (-1 + y) * p[37] + 4 * y * (-1 + z) * (-1 + \+
x) * p[40] + 4 * x * y * (-1 + z) * p[40] - 4 * y * z *" }{TEXT 213 
235 " (-1 + z) * p[43] + 4 * y * z * (-1 + z) * p[46] + 4 * z * (-1 + \+
y) * (-1 + x) * p[49] + 4 * x * z * (-1 + y) * p[49] + 4 * y * z * (-1
 + y) * p[52] - 4 * y * z * (-1 + y) * p[55] - 4 * y * z * (-1 + x) * \+
p[58] - 4 * x * y * z * p[58];" }{TEXT 213 257 "\ndtau[1][1] = 2 * (-1
 + z) * (-1 + y) * (-1 + x) * p[1] - 2 * x * (-1 + z) * (-1 + y) * p[4
] - 2 * x * y * (-1 + z) * p[7] + 2 * y * (-1 + z) * (-1 + x) * p[10] \+
- 2 * z * (-1 + y) * (-1 + x) * p[13] + 2 * x * z * (-1 + y) * p[16] +
 2 * x * y * z * p[19] - 2" }{TEXT 213 256 " * y * z * (-1 + x) * p[22
] + (-1 + z) * (-1 + x) * (2 * x + 2 * y + 2 * z - 1) * p[1] + x * (-1
 + z) * (-2 * y - 2 * z + 2 * x - 1) * p[4] - x * (-1 + z) * (2 * y - \+
2 * z - 3 + 2 * x) * p[7] - (-1 + z) * (-1 + x) * (2 * x + 2 * z + 1 -
 2 * y) * p[10] - z " }{TEXT 213 256 "* (-1 + x) * (2 * x + 2 * y - 2 \+
* z + 1) * p[13] - x * z * (-2 * y + 2 * z - 3 + 2 * x) * p[16] + x * \+
z * (2 * y + 2 * z - 5 + 2 * x) * p[19] + z * (-1 + x) * (2 * x - 2 * \+
z + 3 - 2 * y) * p[22] - 4 * x * (-1 + z) * (-1 + x) * p[25] - 4 * (-1
 + z) * (-1 + " }{TEXT 213 256 "y) * (-1 + x) * p[28] - 4 * y * (-1 + \+
z) * (-1 + x) * p[28] - 4 * z * (-1 + z) * (-1 + x) * p[31] + 4 * x * \+
(-1 + z) * (-1 + y) * p[34] + 4 * x * y * (-1 + z) * p[34] + 4 * x * z
 * (-1 + z) * p[37] + 4 * x * (-1 + z) * (-1 + x) * p[40] - 4 * x * z \+
* (-1 + " }{TEXT 213 235 "z) * p[43] + 4 * z * (-1 + z) * (-1 + x) * p
[46] + 4 * x * z * (-1 + x) * p[49] + 4 * z * (-1 + y) * (-1 + x) * p[
52] + 4 * y * z * (-1 + x) * p[52] - 4 * x * z * (-1 + y) * p[55] - 4 \+
* x * y * z * p[55] - 4 * x * z * (-1 + x) * p[58];" }{TEXT 213 257 "
\ndtau[1][2] = 2 * (-1 + z) * (-1 + y) * (-1 + x) * p[1] - 2 * x * (-1 + z) * (-1 + y) * p[4] + 2 * x * y * (-1 + z) * p[7] - 2 * y * (-1 + z) * (-1 + x) * p[10] + 2 * z * (-1 + y) * (-1 + x) * p[13] - 2 * x * z * (-1 + y) * p[16] + 2 * x * y * z * p[19] - 2
" }{TEXT 213 256 " * y * z * (-1 + x) * p[22] + (-1 + y) * (-1 + x) * \+
(2 * x + 2 * y + 2 * z - 1) * p[1] + x * (-1 + y) * (-2 * y - 2 * z + \+
2 * x - 1) * p[4] - x * y * (2 * y - 2 * z - 3 + 2 * x) * p[7] - y * (
-1 + x) * (2 * x + 2 * z + 1 - 2 * y) * p[10] - (-1 + y) * (-1 +" }
{TEXT 213 256 " x) * (2 * x + 2 * y - 2 * z + 1) * p[13] - x * (-1 + y
) * (-2 * y + 2 * z - 3 + 2 * x) * p[16] + x * y * (2 * y + 2 * z - 5 \+
+ 2 * x) * p[19] + y * (-1 + x) * (2 * x - 2 * z + 3 - 2 * y) * p[22] \+
- 4 * x * (-1 + y) * (-1 + x) * p[25] - 4 * y * (-1 + y) * (-" }{TEXT 
213 256 "1 + x) * p[28] - 4 * (-1 + z) * (-1 + y) * (-1 + x) * p[31] -
 4 * z * (-1 + y) * (-1 + x) * p[31] + 4 * x * y * (-1 + y) * p[34] + \+
4 * x * (-1 + z) * (-1 + y) * p[37] + 4 * x * z * (-1 + y) * p[37] + 4
 * x * y * (-1 + x) * p[40] - 4 * x * y * (-1 + z) * p[" }{TEXT 213 
235 "43] - 4 * x * y * z * p[43] + 4 * y * (-1 + z) * (-1 + x) * p[46]
 + 4 * y * z * (-1 + x) * p[46] + 4 * x * (-1 + y) * (-1 + x) * p[49] \+
+ 4 * y * (-1 + y) * (-1 + x) * p[52] - 4 * x * y * (-1 + y) * p[55] -
 4 * x * y * (-1 + x) * p[58];" }{TEXT 213 257 "\ndtau[2][0] = 2 * (-1
 + z) * (-1 + y) * (-1 + x) * p[2] + 2 * x * (-1 + z) * (-1 + y) * p[5
] - 2 * x * y * (-1 + z) * p[8] - 2 * y * (-1 + z) * (-1 + x) * p[11] \+
- 4 * y * (-1 + z) * (-1 + y) * p[29] + (-1 + z) * (-1 + y) * (2 * x +
 2 * y + 2 * z - 1) * p[2]" }{TEXT 213 256 " + (-1 + z) * (-1 + y) * (
-2 * y - 2 * z + 2 * x - 1) * p[5] - y * (-1 + z) * (2 * y - 2 * z - 3
 + 2 * x) * p[8] - y * (-1 + z) * (2 * x + 2 * z + 1 - 2 * y) * p[11] \+
- z * (-1 + y) * (2 * x + 2 * y - 2 * z + 1) * p[14] - z * (-1 + y) * \+
(-2 * y + 2 * z - 3 " }{TEXT 213 256 "+ 2 * x) * p[17] + y * z * (2 * \+
y + 2 * z - 5 + 2 * x) * p[20] + y * z * (2 * x - 2 * z + 3 - 2 * y) *
 p[23] - 4 * (-1 + z) * (-1 + y) * (-1 + x) * p[26] - 4 * x * (-1 + z)
 * (-1 + y) * p[26] - 2 * z * (-1 + y) * (-1 + x) * p[14] - 2 * x * z \+
* (-1 + y) * p" }{TEXT 213 256 "[17] + 2 * x * y * z * p[20] + 2 * y *
 z * (-1 + x) * p[23] - 4 * z * (-1 + z) * (-1 + y) * p[32] + 4 * y * \+
(-1 + z) * (-1 + y) * p[35] + 4 * z * (-1 + z) * (-1 + y) * p[38] + 4 \+
* y * (-1 + z) * (-1 + x) * p[41] + 4 * x * y * (-1 + z) * p[41] - 4 *
 y * z *" }{TEXT 213 235 " (-1 + z) * p[44] + 4 * y * z * (-1 + z) * p
[47] + 4 * z * (-1 + y) * (-1 + x) * p[50] + 4 * x * z * (-1 + y) * p[
50] + 4 * y * z * (-1 + y) * p[53] - 4 * y * z * (-1 + y) * p[56] - 4 \+
* y * z * (-1 + x) * p[59] - 4 * x * y * z * p[59];" }{TEXT 213 257 "
\ndtau[2][1] = 2 * (-1 + z) * (-1 + y) * (-1 + x) * p[2] - 2 * x * (-1 + z) * (-1 + y) * p[5] - 2 * x * y * (-1 + z) * p[8] + 2 * y * (-1 + z) * (-1 + x) * p[11] - 2 * z * (-1 + y) * (-1 + x) * p[14] + 2 * x * z * (-1 + y) * p[17] + 2 * x * y * z * p[20] - 2
" }{TEXT 213 256 " * y * z * (-1 + x) * p[23] + (-1 + z) * (-1 + x) * \+
(2 * x + 2 * y + 2 * z - 1) * p[2] + x * (-1 + z) * (-2 * y - 2 * z + \+
2 * x - 1) * p[5] - x * (-1 + z) * (2 * y - 2 * z - 3 + 2 * x) * p[8] \+
- (-1 + z) * (-1 + x) * (2 * x + 2 * z + 1 - 2 * y) * p[11] - z " }
{TEXT 213 256 "* (-1 + x) * (2 * x + 2 * y - 2 * z + 1) * p[14] - x * \+
z * (-2 * y + 2 * z - 3 + 2 * x) * p[17] + x * z * (2 * y + 2 * z - 5 \+
+ 2 * x) * p[20] + z * (-1 + x) * (2 * x - 2 * z + 3 - 2 * y) * p[23] \+
- 4 * x * (-1 + z) * (-1 + x) * p[26] - 4 * (-1 + z) * (-1 + " }{TEXT 
213 256 "y) * (-1 + x) * p[29] - 4 * y * (-1 + z) * (-1 + x) * p[29] -
 4 * z * (-1 + z) * (-1 + x) * p[32] + 4 * x * (-1 + z) * (-1 + y) * p
[35] + 4 * x * y * (-1 + z) * p[35] + 4 * x * z * (-1 + z) * p[38] + 4
 * x * (-1 + z) * (-1 + x) * p[41] - 4 * x * z * (-1 + " }{TEXT 213 
235 "z) * p[44] + 4 * z * (-1 + z) * (-1 + x) * p[47] + 4 * x * z * (-
1 + x) * p[50] + 4 * z * (-1 + y) * (-1 + x) * p[53] + 4 * y * z * (-1
 + x) * p[53] - 4 * x * z * (-1 + y) * p[56] - 4 * x * y * z * p[56] -
 4 * x * z * (-1 + x) * p[59];" }{TEXT 213 257 "\ndtau[2][2] = 2 * (-1
 + z) * (-1 + y) * (-1 + x) * p[2] - 2 * x * (-1 + z) * (-1 + y) * p[5
] + 2 * x * y * (-1 + z) * p[8] - 2 * y * (-1 + z) * (-1 + x) * p[11] \+
+ 2 * z * (-1 + y) * (-1 + x) * p[14] - 2 * x * z * (-1 + y) * p[17] +
 2 * x * y * z * p[20] - 2" }{TEXT 213 256 " * y * z * (-1 + x) * p[23
] + (-1 + y) * (-1 + x) * (2 * x + 2 * y + 2 * z - 1) * p[2] + x * (-1
 + y) * (-2 * y - 2 * z + 2 * x - 1) * p[5] - x * y * (2 * y - 2 * z -
 3 + 2 * x) * p[8] - y * (-1 + x) * (2 * x + 2 * z + 1 - 2 * y) * p[11
] - (-1 + y) * (-1 +" }{TEXT 213 256 " x) * (2 * x + 2 * y - 2 * z + 1
) * p[14] - x * (-1 + y) * (-2 * y + 2 * z - 3 + 2 * x) * p[17] + x * \+
y * (2 * y + 2 * z - 5 + 2 * x) * p[20] + y * (-1 + x) * (2 * x - 2 * \+
z + 3 - 2 * y) * p[23] - 4 * x * (-1 + y) * (-1 + x) * p[26] - 4 * y *
 (-1 + y) * (-" }{TEXT 213 256 "1 + x) * p[29] - 4 * (-1 + z) * (-1 + \+
y) * (-1 + x) * p[32] - 4 * z * (-1 + y) * (-1 + x) * p[32] + 4 * x * \+
y * (-1 + y) * p[35] + 4 * x * (-1 + z) * (-1 + y) * p[38] + 4 * x * z
 * (-1 + y) * p[38] + 4 * x * y * (-1 + x) * p[41] - 4 * x * y * (-1 +
 z) * p[" }{TEXT 213 235 "44] - 4 * x * y * z * p[44] + 4 * y * (-1 + \+
z) * (-1 + x) * p[47] + 4 * y * z * (-1 + x) * p[47] + 4 * x * (-1 + y
) * (-1 + x) * p[50] + 4 * y * (-1 + y) * (-1 + x) * p[53] - 4 * x * y
 * (-1 + y) * p[56] - 4 * x * y * (-1 + x) * p[59];" }}}{EXCHG {PARA 0
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