##### 4.12.16 $$y'(x) (x (\text {a1}+\text {b2} x+\text {c2} y(x))+\text {a1}+\text {b1} x+\text {c1} y(x))=y(x) (\text {a2}+\text {b2} x+\text {c2} y(x))+\text {a3}+\text {b3} x+\text {c2} y(x)$$

ODE
$y'(x) (x (\text {a1}+\text {b2} x+\text {c2} y(x))+\text {a1}+\text {b1} x+\text {c1} y(x))=y(x) (\text {a2}+\text {b2} x+\text {c2} y(x))+\text {a3}+\text {b3} x+\text {c2} y(x)$ ODE Classiﬁcation

[_rational, [_Abel, 2nd type, class B]]

Book solution method
Homogeneous equation, Jacobi equation

Mathematica
cpu = 276.703 (sec), leaf count = 0 , could not solve

DSolve[(a1 + b1*x + c1*y[x] + x*(a1 + b2*x + c2*y[x]))*Derivative[1][y][x] == a3 + b3*x + c2*y[x] + y[x]*(a2 + b2*x + c2*y[x]), y[x], x]

Maple
cpu = 0.662 (sec), leaf count = 1694109

$\text {result too large to display}$ Mathematica raw input

DSolve[(a1 + b1*x + c1*y[x] + x*(a1 + b2*x + c2*y[x]))*y'[x] == a3 + b3*x + c2*y[x] + y[x]*(a2 + b2*x + c2*y[x]),y[x],x]

Mathematica raw output

DSolve[(a1 + b1*x + c1*y[x] + x*(a1 + b2*x + c2*y[x]))*Derivative[1][y][x] == a3
 + b3*x + c2*y[x] + y[x]*(a2 + b2*x + c2*y[x]), y[x], x]

Maple raw input

dsolve((a1+b1*x+c1*y(x)+x*(a1+b2*x+c2*y(x)))*diff(y(x),x) = a3+b3*x+c2*y(x)+y(x)*(a2+b2*x+c2*y(x)), y(x))

Maple raw output

[y(x) = -(-9*a1*b2*c2^2*x^2+18*a1*a2*c2^2*x-18*a1*b1*c2^2*x+6*a1*c2^3+27*a1^2*a2
*b1*x-3*b1^4*x-9*a1^2*c2^2-9*b3*c2^3*x^2-18*c2*a1^2*x*a2+27*c2*a1^2*x*b1-9*a1^2*
c2^2*x+6*a1*c2^3*x+27*a3^2*c1*c2-9*a1^2*a3*c1+9*a2*b1^3*x+6*a1*a2^3*x-12*a1^3*b1
*x+27*a3^2*c2^2*x-27*b3^2*c1^2*x-9*a3*b1^2*c1-3*a1^3*b2*x^2+6*a2^3*b2*x^2-9*a1^2
*a2^2*x-27*a3*b3*c1^2-18*a1^2*b1^2*x-3*b1^3*b2*x^2-12*a1*b1^3*x+6*b2*c2^3*x^2+9*
a1^3*a2*x-9*a2^2*a3*c1-9*a1^2*b3*c1+6*a2^3*b1*x-18*a1*a3*c2^2+9*a1^3*b2+9*a1^2*a
2*b2*x^2-9*a1^2*b1*b2*x^2+9*a1^2*b2*c2*x^2-9*a1^2*b3*c2*x^2-9*a1*a2^2*b2*x^2-18*
a1*a2*b2^2*x^2-9*a1*b1^2*b2*x^2+9*a1*b1*b2^2*x^2-18*a1*b2^2*c2*x^2-9*a2^2*b1*b2*
x^2+18*a2^2*b2*c2*x^2-9*a2^2*b3*c2*x^2+9*a2*b1^2*b2*x^2+18*a2*b2*c2^2*x^2-18*a3*
b2*c2^2*x^2+27*a3*b3*c2^2*x^2+9*b1^2*b2*c2*x^2-9*b1^2*b3*c2*x^2-9*b1*b2*c2^2*x^2
-27*b3^2*c1*c2*x^2-18*a1^2*a2*b2*x+18*a1^2*b1*b2*x-18*a1^2*b2*c2*x-18*a1^2*b3*c1
*x-18*a1*a2^2*b1*x+27*a1*a2*b1^2*x+9*a1*b1^2*b2*x-9*a2^2*a3*c2*x-9*a2^2*b3*c1*x-
18*b1^2*b3*c1*x-9*b3*c1*c2^2*x+9*a1*a2*a3*c1+18*a1*a2*b3*c1-18*a1*a3*b1*c1+9*a1*
a3*c1*c2-9*a1*b1*b3*c1+9*a2*a3*b1*c1-18*a2*a3*c1*c2+9*a3*b1*c1*c2+27*a1*c2*x*b1^
2+18*b1*c2*x*a2^2+18*a1*c2*x*a2^2-9*a1*a3*c2^2*x+9*a1^3*c2-3*a1^4-18*a1^2*b2*c2-
18*a1^2*a2*c2+18*a1*a2^2*c2+9*a1^2*a3*c2-9*a2^2*b1^2*x+9*a1^3*b2*x+2*RootOf(-27*
Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*
b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a
^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a
2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2
+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*
_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a
^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1
*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a
1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-
108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3
*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3
*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^
2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1
^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*
a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^
3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*
a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b
3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+1
62*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*
_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2
*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*
b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b
3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c
2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3
*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1
^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a
3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^
3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^
2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c
2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3*c1+486*
_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3
*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b
3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-48
6*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3
*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4
*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a
2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*b3*c1-108
*_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*
a2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2
*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2
-216*_a^3*a1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324
*_a^3*a1*a2^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^
3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*
a3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*
a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a
3*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3
*c2^3-60*_a^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a2*b1^3*c2-108*_a^3*a
1*a2*b1^2*b2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a
2*b1^2*c2^2+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*
b1*b3*c1*c2+324*_a^3*a1*a2*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3
*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*_a^3*a1*a2*b3^2*c1*c2
-54*_a^3*a1*a2*b3*c1*c2^2-324*_a^3*a1*a2*b3*c2^3-60*_a^3*a1*a2*c2^4+648*_a^3*a1*
a3^2*b1*c2^2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3+288*_a^3*a1*a3*b1^3
*c2-324*_a^3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2
+486*_a^3*a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2*c2^2+
648*_a^3*a1*a3*b1*b3*c1*c2-972*_a^3*a1*a3*b1*b3*c2^2-108*_a^3*a1*a3*b1*c2^3-972*
_a^3*a1*a3*b2^2*c1*c2-486*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2+162*
_a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*
a1*a3*b3*c2^3+126*_a^3*a1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*
b1^4*c2+126*_a^3*a1*b1^3*b2*c2+144*_a^3*a1*b1^3*b3*c1-108*_a^3*a1*b1^3*b3*c2-12*
_a^3*a1*b1^3*c2^2-162*_a^3*a1*b1^2*b2*b3*c1-54*_a^3*a1*b1^2*b2*c2^2-54*_a^3*a1*b
1^2*b3*c1*c2+162*_a^3*a1*b1^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+162*_a^3*a1*b1*b2*b3*
c1*c2-144*_a^3*a1*b1*b2*c2^3+162*_a^3*a1*b1*b3^2*c1^2-486*_a^3*a1*b1*b3^2*c1*c2-
216*_a^3*a1*b1*b3*c1*c2^2+162*_a^3*a1*b1*b3*c2^3-6*_a^3*a1*b1*c2^4+324*_a^3*a1*b
2*b3*c1*c2^2+72*_a^3*a1*b2*c2^4+162*_a^3*a1*b3^2*c1^2*c2-486*_a^3*a1*b3^2*c1*c2^
2-18*_a^3*a1*b3*c1*c2^3-108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5+4*_a^3*a2^6-12*_a^3*
a2^5*b1+24*_a^3*a2^5*c2-36*_a^3*a2^4*a3*c2-3*_a^3*a2^4*b1^2-60*_a^3*a2^4*b1*c2+3
6*_a^3*a2^4*b3*c1+60*_a^3*a2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-108*_a^3*a2^3*a3*b2*c
1-144*_a^3*a2^3*a3*c2^2+26*_a^3*a2^3*b1^3-12*_a^3*a2^3*b1^2*c2-18*_a^3*a2^3*b1*b
3*c1-120*_a^3*a2^3*b1*c2^2+144*_a^3*a2^3*b3*c1*c2+80*_a^3*a2^3*c2^3+81*_a^3*a2^2
*a3^2*c2^2-54*_a^3*a2^2*a3*b1^2*c2+162*_a^3*a2^2*a3*b1*b2*c1+378*_a^3*a2^2*a3*b1
*c2^2-324*_a^3*a2^2*a3*b2*c1*c2-162*_a^3*a2^2*a3*b3*c1*c2-216*_a^3*a2^2*a3*c2^3-
3*_a^3*a2^2*b1^4+78*_a^3*a2^2*b1^3*c2-108*_a^3*a2^2*b1^2*b3*c1-18*_a^3*a2^2*b1^2
*c2^2-54*_a^3*a2^2*b1*b3*c1*c2-120*_a^3*a2^2*b1*c2^3+81*_a^3*a2^2*b3^2*c1^2+216*
_a^3*a2^2*b3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*a2*a3^2*b1*c2^2+486*_a^3*a2*a3^2
*b2*c1*c2+162*_a^3*a2*a3^2*c2^3-144*_a^3*a2*a3*b1^3*c2+162*_a^3*a2*a3*b1^2*b2*c1
-108*_a^3*a2*a3*b1^2*c2^2+324*_a^3*a2*a3*b1*b2*c1*c2+162*_a^3*a2*a3*b1*b3*c1*c2+
378*_a^3*a2*a3*b1*c2^3-486*_a^3*a2*a3*b2*b3*c1^2-324*_a^3*a2*a3*b2*c1*c2^2-324*_
a^3*a2*a3*b3*c1*c2^2-144*_a^3*a2*a3*c2^4-12*_a^3*a2*b1^5-6*_a^3*a2*b1^4*c2-18*_a
^3*a2*b1^3*b3*c1+78*_a^3*a2*b1^3*c2^2-216*_a^3*a2*b1^2*b3*c1*c2-12*_a^3*a2*b1^2*
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3-729*a1*a2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3
*b1*c2^2+2916*a1*a2*a3*b2*c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*
a2*b1^4+486*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1
^2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*
a1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-72
9*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187
*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a
1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4
374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+16
2*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*
a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567
*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458
*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*
a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+1
62*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c
2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b
1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*
a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162
*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*
b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-
729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+145
8*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a
2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+6
48*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2
*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729
*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2
-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-218
7*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*
c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*
c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*
c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*
a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a
3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a
1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1
^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c
2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^
2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2
-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b
2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2
-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1^4*x+2*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b
1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1
^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a
2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+
60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_
a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a
1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3
*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c
2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1
^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-3
24*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2
*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*
a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-
162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*
b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a
2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^
3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2
*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*
b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1
+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a
^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^
2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a
2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2
*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2
^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^
3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a
1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*
a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*
_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^
2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2
-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-10
8*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3
*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2
*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+7
29*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^
2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+1
26*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^
3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*b3*c1-108*_a^3*a1*a2^3*b3*c2-120*
_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a
1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1
^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b3*
c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1+4
32*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*_a
^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a
2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a
2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*a2
*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1^4
+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a2*b1^3*c2-108*_a^3*a1*a2*b1^2*b2*c2-54*_a^3*
a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a2*b1^2*c2^2+162*_a^3*a1*
a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a1*
a2*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2
*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*_a^3*a1*a2*b3^2*c1*c2-54*_a^3*a1*a2*b3*c1*c2^
2-324*_a^3*a1*a2*b3*c2^3-60*_a^3*a1*a2*c2^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*a1
*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3+288*_a^3*a1*a3*b1^3*c2-324*_a^3*a1*a3*b1^2*
b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2+486*_a^3*a1*a3*b1*b2^2*
c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2*c2^2+648*_a^3*a1*a3*b1*b3*c1*
c2-972*_a^3*a1*a3*b1*b3*c2^2-108*_a^3*a1*a3*b1*c2^3-972*_a^3*a1*a3*b2^2*c1*c2-48
6*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2+162*_a^3*a1*a3*b2*c1*c2^2-32
4*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*a1*a3*b3*c2^3+126*_a^3*a
1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1^3
*b2*c2+144*_a^3*a1*b1^3*b3*c1-108*_a^3*a1*b1^3*b3*c2-12*_a^3*a1*b1^3*c2^2-162*_a
^3*a1*b1^2*b2*b3*c1-54*_a^3*a1*b1^2*b2*c2^2-54*_a^3*a1*b1^2*b3*c1*c2+162*_a^3*a1
*b1^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+162*_a^3*a1*b1*b2*b3*c1*c2-144*_a^3*a1*b1*b2*
c2^3+162*_a^3*a1*b1*b3^2*c1^2-486*_a^3*a1*b1*b3^2*c1*c2-216*_a^3*a1*b1*b3*c1*c2^
2+162*_a^3*a1*b1*b3*c2^3-6*_a^3*a1*b1*c2^4+324*_a^3*a1*b2*b3*c1*c2^2+72*_a^3*a1*
b2*c2^4+162*_a^3*a1*b3^2*c1^2*c2-486*_a^3*a1*b3^2*c1*c2^2-18*_a^3*a1*b3*c1*c2^3-
108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5+4*_a^3*a2^6-12*_a^3*a2^5*b1+24*_a^3*a2^5*c2-
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2^2*b2*c2+729*a1^2*a2^2*b3*c1+972*a1^2*a2^2*c2^2+1458*a1^2*a2*a3*b1*c2-1458*a1^2
*a2*a3*b2*c2-1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b1^3+1458*a1^2*a2*b1^2*b2+1944*a1^
2*a2*b1^2*c2-729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1*b3*c1-170
1*a1^2*a2*b1*c2^2+1458*a1^2*a2*b2^2*c2+1458*a1^2*a2*b2*b3*c1+1458*a1^2*a2*b2*c2^
2+1458*a1^2*a2*b3*c1*c2+648*a1^2*a2*c2^3+729*a1^2*a3^2*c2^2-1458*a1^2*a3*b1^2*c2
+2916*a1^2*a3*b1*b2*c2+1458*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*a1^2*a3*b2
*c2^2-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1^3*b2-810*
a1^2*b1^3*c2+729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3*c1+972*a1
^2*b1^2*c2^2-729*a1^2*b1*b2^2*c2-2916*a1^2*b1*b2*b3*c1-1458*a1^2*b1*b2*c2^2-1458
*a1^2*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*c2^2+1458*
a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*a1^
2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2-405*a1*a2^4*c2+486*a1*a2^3*a3*c2
-567*a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^3*b1*c2-972*a1*a2^3*b2*c2-486*a1*
a2^3*b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*b2*c2+1458*a1*
a2^2*a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^2*c2+1458*a1*a
2^2*b1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-1458*a1*a2^2*b2*b3*c1-14
58*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*a1*a2*a3^2*c2^2+14
58*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2916*a1*a2*a3*b
2*c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*a2*b1^4+486*a1*a2*b1^3*b
2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1701*a1*a2*b1^2
*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b3*c1*c2+1296*a
1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a2*b3^2*c1^2-1458*a
1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2^2-729*a1*
a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2-1458*a1*a
3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b3*c1*c2+14
58*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*a1*b1^4*b2
-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-1458*a1*b1^
2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+1458*a1*b1
*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c2^2+324*a1
*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2*c
1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243*a2^4*a3*c
2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a3*b1*c2-97
2*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2^3*b1*c2^2
+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c2+1458*a2^
2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1^3
*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^
3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1*c2^2+1458
*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458
*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-48
6*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b
1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*
c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*
b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-7
29*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458*a
3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^
3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-72
9*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+
243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a
1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2
^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1
-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^
3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a
2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2
*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2
*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^
2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1
^2),x)+_C1)*b1^4*x-3*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*
b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a
^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+1
26*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a
^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a
1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2
^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*
a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-
108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3
*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-14
4*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c
2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a
1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+4
86*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b
3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^
3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^
3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2
*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*
c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*
c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a
^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1
^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*
a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*
b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+
324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_
a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*
a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^
2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a
^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1
^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c
2-324*_a^3*a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-5
4*_a^3*a1^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a
1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b
2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-1
08*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6
*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78
*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3
*b2*c2-18*_a^3*a1*a2^3*b3*c1-108*_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a
^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3
*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b
1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b
3*c2-36*_a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-
54*_a^3*a1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3
*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a
1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1
*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1
*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-
24*_a^3*a1*a2*b1^3*c2-108*_a^3*a1*a2*b1^2*b2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^
3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a2*b1^2*c2^2+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*
a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a1*a2*b1*b3*c2^2-24*_a^3*a1
*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^
2*c1^2-486*_a^3*a1*a2*b3^2*c1*c2-54*_a^3*a1*a2*b3*c1*c2^2-324*_a^3*a1*a2*b3*c2^3
-60*_a^3*a1*a2*c2^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*
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2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2+486*_a^3*a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*
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1458*_a^3*a1*a3*b2*b3*c1*c2+162*_a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162
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5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1^3*b2*c2+144*_a^3*a1*b1^3*
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2+80*_a^3*a2^3*c2^3+81*_a^3*a2^2*a3^2*c2^2-54*_a^3*a2^2*a3*b1^2*c2+162*_a^3*a2^2
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c2^3+81*_a^3*a2^2*b3^2*c1^2+216*_a^3*a2^2*b3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*
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2*b1^2*b3*c1*c2-12*_a^3*a2*b1^2*c2^3+162*_a^3*a2*b1*b3^2*c1^2-54*_a^3*a2*b1*b3*c
1*c2^2-60*_a^3*a2*b1*c2^4+162*_a^3*a2*b3^2*c1^2*c2+144*_a^3*a2*b3*c1*c2^3+24*_a^
3*a2*c2^5+324*_a^3*a3^2*b1^2*c2^2-972*_a^3*a3^2*b1*b2*c1*c2-324*_a^3*a3^2*b1*c2^
3+729*_a^3*a3^2*b2^2*c1^2+486*_a^3*a3^2*b2*c1*c2^2+81*_a^3*a3^2*c2^4+72*_a^3*a3*
b1^4*c2-108*_a^3*a3*b1^3*b2*c1-144*_a^3*a3*b1^3*c2^2+162*_a^3*a3*b1^2*b2*c1*c2+3
24*_a^3*a3*b1^2*b3*c1*c2-54*_a^3*a3*b1^2*c2^3-486*_a^3*a3*b1*b2*b3*c1^2+162*_a^3
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3*c1^2*c2-108*_a^3*a3*b2*c1*c2^3-162*_a^3*a3*b3*c1*c2^3-36*_a^3*a3*c2^5+4*_a^3*b
1^6-12*_a^3*b1^5*c2+36*_a^3*b1^4*b3*c1-3*_a^3*b1^4*c2^2-18*_a^3*b1^3*b3*c1*c2+26
*_a^3*b1^3*c2^3+81*_a^3*b1^2*b3^2*c1^2-108*_a^3*b1^2*b3*c1*c2^2-3*_a^3*b1^2*c2^4
+162*_a^3*b1*b3^2*c1^2*c2-18*_a^3*b1*b3*c1*c2^3-12*_a^3*b1*c2^5+81*_a^3*b3^2*c1^
2*c2^2+36*_a^3*b3*c1*c2^4+4*_a^3*c2^6-27*_a*a1^6+81*_a*a1^5*a2-162*_a*a1^5*b1+24
3*_a*a1^5*b2+81*_a*a1^5*c2-162*_a*a1^4*a2^2+405*_a*a1^4*a2*b1-486*_a*a1^4*a2*b2-
324*_a*a1^4*a2*c2+243*_a*a1^4*a3*c2-405*_a*a1^4*b1^2+972*_a*a1^4*b1*b2+405*_a*a1
^4*b1*c2-729*_a*a1^4*b2^2-486*_a*a1^4*b2*c2-243*_a*a1^4*b3*c1-162*_a*a1^4*c2^2+1
89*_a*a1^3*a2^3-648*_a*a1^3*a2^2*b1+729*_a*a1^3*a2^2*b2+567*_a*a1^3*a2^2*c2-486*
_a*a1^3*a2*a3*c2+810*_a*a1^3*a2*b1^2-1458*_a*a1^3*a2*b1*b2-1296*_a*a1^3*a2*b1*c2
+729*_a*a1^3*a2*b2^2+1458*_a*a1^3*a2*b2*c2+486*_a*a1^3*a2*b3*c1+567*_a*a1^3*a2*c
2^2+972*_a*a1^3*a3*b1*c2-1458*_a*a1^3*a3*b2*c2-486*_a*a1^3*a3*c2^2-540*_a*a1^3*b
1^3+1458*_a*a1^3*b1^2*b2+810*_a*a1^3*b1^2*c2-1458*_a*a1^3*b1*b2^2-1458*_a*a1^3*b
1*b2*c2-972*_a*a1^3*b1*b3*c1-648*_a*a1^3*b1*c2^2+729*_a*a1^3*b2^3+729*_a*a1^3*b2
^2*c2+1458*_a*a1^3*b2*b3*c1+729*_a*a1^3*b2*c2^2+486*_a*a1^3*b3*c1*c2+189*_a*a1^3
*c2^3-162*_a*a1^2*a2^4+567*_a*a1^2*a2^3*b1-486*_a*a1^2*a2^3*b2-648*_a*a1^2*a2^3*
c2+729*_a*a1^2*a2^2*a3*c2-972*_a*a1^2*a2^2*b1^2+1458*_a*a1^2*a2^2*b1*b2+1701*_a*
a1^2*a2^2*b1*c2-729*_a*a1^2*a2^2*b2^2-1458*_a*a1^2*a2^2*b2*c2-729*_a*a1^2*a2^2*b
3*c1-972*_a*a1^2*a2^2*c2^2-1458*_a*a1^2*a2*a3*b1*c2+1458*_a*a1^2*a2*a3*b2*c2+145
8*_a*a1^2*a2*a3*c2^2+810*_a*a1^2*a2*b1^3-1458*_a*a1^2*a2*b1^2*b2-1944*_a*a1^2*a2
*b1^2*c2+729*_a*a1^2*a2*b1*b2^2+2916*_a*a1^2*a2*b1*b2*c2+1458*_a*a1^2*a2*b1*b3*c
1+1701*_a*a1^2*a2*b1*c2^2-1458*_a*a1^2*a2*b2^2*c2-1458*_a*a1^2*a2*b2*b3*c1-1458*
_a*a1^2*a2*b2*c2^2-1458*_a*a1^2*a2*b3*c1*c2-648*_a*a1^2*a2*c2^3-729*_a*a1^2*a3^2
*c2^2+1458*_a*a1^2*a3*b1^2*c2-2916*_a*a1^2*a3*b1*b2*c2-1458*_a*a1^2*a3*b1*c2^2+2
187*_a*a1^2*a3*b2^2*c2+1458*_a*a1^2*a3*b2*c2^2+1458*_a*a1^2*a3*b3*c1*c2+729*_a*a
1^2*a3*c2^3-405*_a*a1^2*b1^4+972*_a*a1^2*b1^3*b2+810*_a*a1^2*b1^3*c2-729*_a*a1^2
*b1^2*b2^2-1458*_a*a1^2*b1^2*b2*c2-1458*_a*a1^2*b1^2*b3*c1-972*_a*a1^2*b1^2*c2^2
+729*_a*a1^2*b1*b2^2*c2+2916*_a*a1^2*b1*b2*b3*c1+1458*_a*a1^2*b1*b2*c2^2+1458*_a
*a1^2*b1*b3*c1*c2+567*_a*a1^2*b1*c2^3-2187*_a*a1^2*b2^2*b3*c1-729*_a*a1^2*b2^2*c
2^2-1458*_a*a1^2*b2*b3*c1*c2-486*_a*a1^2*b2*c2^3-729*_a*a1^2*b3^2*c1^2-729*_a*a1
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+405*_a*a1*a2^4*c2-486*_a*a1*a2^3*a3*c2+567*_a*a1*a2^3*b1^2-486*_a*a1*a2^3*b1*b2
-1296*_a*a1*a2^3*b1*c2+972*_a*a1*a2^3*b2*c2+486*_a*a1*a2^3*b3*c1+810*_a*a1*a2^3*
c2^2+1458*_a*a1*a2^2*a3*b1*c2-1458*_a*a1*a2^2*a3*b2*c2-1458*_a*a1*a2^2*a3*c2^2-6
48*_a*a1*a2^2*b1^3+729*_a*a1*a2^2*b1^2*b2+1701*_a*a1*a2^2*b1^2*c2-1458*_a*a1*a2^
2*b1*b2*c2-1458*_a*a1*a2^2*b1*b3*c1-1944*_a*a1*a2^2*b1*c2^2+1458*_a*a1*a2^2*b2*b
3*c1+1458*_a*a1*a2^2*b2*c2^2+1458*_a*a1*a2^2*b3*c1*c2+810*_a*a1*a2^2*c2^3+729*_a
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2*a3*b1*c2^2-2916*_a*a1*a2*a3*b2*c2^2-1458*_a*a1*a2*a3*b3*c1*c2-1458*_a*a1*a2*a3
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2916*_a*a1*a2*b2*b3*c1*c2+972*_a*a1*a2*b2*c2^3+729*_a*a1*a2*b3^2*c1^2+1458*_a*a1
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+729*_a*a1*a3^2*c2^3+972*_a*a1*a3*b1^3*c2-1458*_a*a1*a3*b1^2*b2*c2-1458*_a*a1*a3
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5*b1-162*_a*a2^5*c2+243*_a*a2^4*a3*c2-162*_a*a2^4*b1^2+405*_a*a2^4*b1*c2-243*_a*
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c1+567*_a*a2*b1^3*c2^2-1458*_a*a2*b1^2*b3*c1*c2-648*_a*a2*b1^2*c2^3+729*_a*a2*b1
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2*_a*a2*b3*c1*c2^3-162*_a*a2*c2^5+729*_a*a3^3*c2^3-729*_a*a3^2*b1^2*c2^2+729*_a*
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3*b1^3*c2^2+1458*_a*a3*b1^2*b3*c1*c2+729*_a*a3*b1^2*c2^3-1458*_a*a3*b1*b3*c1*c2^
2-486*_a*a3*b1*c2^4+2187*_a*a3*b3^2*c1^2*c2+1458*_a*a3*b3*c1*c2^3+243*_a*a3*c2^5
-27*_a*b1^6+81*_a*b1^5*c2-243*_a*b1^4*b3*c1-162*_a*b1^4*c2^2+486*_a*b1^3*b3*c1*c
2+189*_a*b1^3*c2^3-729*_a*b1^2*b3^2*c1^2-729*_a*b1^2*b3*c1*c2^2-162*_a*b1^2*c2^4
+729*_a*b1*b3^2*c1^2*c2+486*_a*b1*b3*c1*c2^3+81*_a*b1*c2^5-729*_a*b3^3*c1^3-729*
_a*b3^2*c1^2*c2^2-243*_a*b3*c1*c2^4-27*_a*c2^6+27*a1^6-81*a1^5*a2+162*a1^5*b1-24
3*a1^5*b2-81*a1^5*c2+162*a1^4*a2^2-405*a1^4*a2*b1+486*a1^4*a2*b2+324*a1^4*a2*c2-
243*a1^4*a3*c2+405*a1^4*b1^2-972*a1^4*b1*b2-405*a1^4*b1*c2+729*a1^4*b2^2+486*a1^
4*b2*c2+243*a1^4*b3*c1+162*a1^4*c2^2-189*a1^3*a2^3+648*a1^3*a2^2*b1-729*a1^3*a2^
2*b2-567*a1^3*a2^2*c2+486*a1^3*a2*a3*c2-810*a1^3*a2*b1^2+1458*a1^3*a2*b1*b2+1296
*a1^3*a2*b1*c2-729*a1^3*a2*b2^2-1458*a1^3*a2*b2*c2-486*a1^3*a2*b3*c1-567*a1^3*a2
*c2^2-972*a1^3*a3*b1*c2+1458*a1^3*a3*b2*c2+486*a1^3*a3*c2^2+540*a1^3*b1^3-1458*a
1^3*b1^2*b2-810*a1^3*b1^2*c2+1458*a1^3*b1*b2^2+1458*a1^3*b1*b2*c2+972*a1^3*b1*b3
*c1+648*a1^3*b1*c2^2-729*a1^3*b2^3-729*a1^3*b2^2*c2-1458*a1^3*b2*b3*c1-729*a1^3*
b2*c2^2-486*a1^3*b3*c1*c2-189*a1^3*c2^3+162*a1^2*a2^4-567*a1^2*a2^3*b1+486*a1^2*
a2^3*b2+648*a1^2*a2^3*c2-729*a1^2*a2^2*a3*c2+972*a1^2*a2^2*b1^2-1458*a1^2*a2^2*b
1*b2-1701*a1^2*a2^2*b1*c2+729*a1^2*a2^2*b2^2+1458*a1^2*a2^2*b2*c2+729*a1^2*a2^2*
b3*c1+972*a1^2*a2^2*c2^2+1458*a1^2*a2*a3*b1*c2-1458*a1^2*a2*a3*b2*c2-1458*a1^2*a
2*a3*c2^2-810*a1^2*a2*b1^3+1458*a1^2*a2*b1^2*b2+1944*a1^2*a2*b1^2*c2-729*a1^2*a2
*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1*b3*c1-1701*a1^2*a2*b1*c2^2+1458*a
1^2*a2*b2^2*c2+1458*a1^2*a2*b2*b3*c1+1458*a1^2*a2*b2*c2^2+1458*a1^2*a2*b3*c1*c2+
648*a1^2*a2*c2^3+729*a1^2*a3^2*c2^2-1458*a1^2*a3*b1^2*c2+2916*a1^2*a3*b1*b2*c2+1
458*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*a1^2*a3*b2*c2^2-1458*a1^2*a3*b3*c1
*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1^3*b2-810*a1^2*b1^3*c2+729*a1^2*b1
^2*b2^2+1458*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3*c1+972*a1^2*b1^2*c2^2-729*a1^2*b1
*b2^2*c2-2916*a1^2*b1*b2*b3*c1-1458*a1^2*b1*b2*c2^2-1458*a1^2*b1*b3*c1*c2-567*a1
^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*c2^2+1458*a1^2*b2*b3*c1*c2+486*a1^
2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*a1^2*c2^4-81*a1*a2^5+324*a1
*a2^4*b1-243*a1*a2^4*b2-405*a1*a2^4*c2+486*a1*a2^3*a3*c2-567*a1*a2^3*b1^2+486*a1
*a2^3*b1*b2+1296*a1*a2^3*b1*c2-972*a1*a2^3*b2*c2-486*a1*a2^3*b3*c1-810*a1*a2^3*c
2^2-1458*a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*b2*c2+1458*a1*a2^2*a3*c2^2+648*a1*a2^2
*b1^3-729*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^2*c2+1458*a1*a2^2*b1*b2*c2+1458*a1*a2^
2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-1458*a1*a2^2*b2*b3*c1-1458*a1*a2^2*b2*c2^2-1458*
a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*a1*a2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2-1458
*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2916*a1*a2*a3*b2*c2^2+1458*a1*a2*a3*b3*
c1*c2+1458*a1*a2*a3*c2^3-405*a1*a2*b1^4+486*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c2-145
8*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b
3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*
b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a
2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3
*c2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*
b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1
*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b
1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b
2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b
2*c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2
*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3
-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4
*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*
b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a
2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a
3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+
972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+145
8*a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*
b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a
3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b
1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b
3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*
a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4
-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*
b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5
+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3
+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1
*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),
_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2
*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x
+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a
3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*
x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-
a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2
*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c
1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c
2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1^3*a2+6*Ro
otOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2
-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5
*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a
^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a
1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4
*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2
*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a
1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-
18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*
a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*
_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2
+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1
^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-5
4*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^
3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*
c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_
a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1
^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a
3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*
c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*
_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3
*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^
2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a
2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2
+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-43
2*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a
^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1
^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3
*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*
b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b
3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2
+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*
a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^
2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2
+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^
3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*
_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*
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c2^2-486*_a*a2^3*a3*b1*c2+972*_a*a2^3*a3*c2^2+189*_a*a2^3*b1^3-648*_a*a2^3*b1^2*
c2+486*_a*a2^3*b1*b3*c1+810*_a*a2^3*b1*c2^2-972*_a*a2^3*b3*c1*c2-540*_a*a2^3*c2^
3-729*_a*a2^2*a3^2*c2^2+729*_a*a2^2*a3*b1^2*c2-1458*_a*a2^2*a3*b1*c2^2+1458*_a*a
2^2*a3*b3*c1*c2+1458*_a*a2^2*a3*c2^3-162*_a*a2^2*b1^4+567*_a*a2^2*b1^3*c2-729*_a
*a2^2*b1^2*b3*c1-972*_a*a2^2*b1^2*c2^2+1458*_a*a2^2*b1*b3*c1*c2+810*_a*a2^2*b1*c
2^3-729*_a*a2^2*b3^2*c1^2-1458*_a*a2^2*b3*c1*c2^2-405*_a*a2^2*c2^4+729*_a*a2*a3^
2*b1*c2^2-1458*_a*a2*a3^2*c2^3-486*_a*a2*a3*b1^3*c2+1458*_a*a2*a3*b1^2*c2^2-1458
*_a*a2*a3*b1*b3*c1*c2-1458*_a*a2*a3*b1*c2^3+2916*_a*a2*a3*b3*c1*c2^2+972*_a*a2*a
3*c2^4+81*_a*a2*b1^5-324*_a*a2*b1^4*c2+486*_a*a2*b1^3*b3*c1+567*_a*a2*b1^3*c2^2-
1458*_a*a2*b1^2*b3*c1*c2-648*_a*a2*b1^2*c2^3+729*_a*a2*b1*b3^2*c1^2+1458*_a*a2*b
1*b3*c1*c2^2+405*_a*a2*b1*c2^4-1458*_a*a2*b3^2*c1^2*c2-972*_a*a2*b3*c1*c2^3-162*
_a*a2*c2^5+729*_a*a3^3*c2^3-729*_a*a3^2*b1^2*c2^2+729*_a*a3^2*b1*c2^3-2187*_a*a3
^2*b3*c1*c2^2-729*_a*a3^2*c2^4+243*_a*a3*b1^4*c2-486*_a*a3*b1^3*c2^2+1458*_a*a3*
b1^2*b3*c1*c2+729*_a*a3*b1^2*c2^3-1458*_a*a3*b1*b3*c1*c2^2-486*_a*a3*b1*c2^4+218
7*_a*a3*b3^2*c1^2*c2+1458*_a*a3*b3*c1*c2^3+243*_a*a3*c2^5-27*_a*b1^6+81*_a*b1^5*
c2-243*_a*b1^4*b3*c1-162*_a*b1^4*c2^2+486*_a*b1^3*b3*c1*c2+189*_a*b1^3*c2^3-729*
_a*b1^2*b3^2*c1^2-729*_a*b1^2*b3*c1*c2^2-162*_a*b1^2*c2^4+729*_a*b1*b3^2*c1^2*c2
+486*_a*b1*b3*c1*c2^3+81*_a*b1*c2^5-729*_a*b3^3*c1^3-729*_a*b3^2*c1^2*c2^2-243*_
a*b3*c1*c2^4-27*_a*c2^6+27*a1^6-81*a1^5*a2+162*a1^5*b1-243*a1^5*b2-81*a1^5*c2+16
2*a1^4*a2^2-405*a1^4*a2*b1+486*a1^4*a2*b2+324*a1^4*a2*c2-243*a1^4*a3*c2+405*a1^4
*b1^2-972*a1^4*b1*b2-405*a1^4*b1*c2+729*a1^4*b2^2+486*a1^4*b2*c2+243*a1^4*b3*c1+
162*a1^4*c2^2-189*a1^3*a2^3+648*a1^3*a2^2*b1-729*a1^3*a2^2*b2-567*a1^3*a2^2*c2+4
86*a1^3*a2*a3*c2-810*a1^3*a2*b1^2+1458*a1^3*a2*b1*b2+1296*a1^3*a2*b1*c2-729*a1^3
*a2*b2^2-1458*a1^3*a2*b2*c2-486*a1^3*a2*b3*c1-567*a1^3*a2*c2^2-972*a1^3*a3*b1*c2
+1458*a1^3*a3*b2*c2+486*a1^3*a3*c2^2+540*a1^3*b1^3-1458*a1^3*b1^2*b2-810*a1^3*b1
^2*c2+1458*a1^3*b1*b2^2+1458*a1^3*b1*b2*c2+972*a1^3*b1*b3*c1+648*a1^3*b1*c2^2-72
9*a1^3*b2^3-729*a1^3*b2^2*c2-1458*a1^3*b2*b3*c1-729*a1^3*b2*c2^2-486*a1^3*b3*c1*
c2-189*a1^3*c2^3+162*a1^2*a2^4-567*a1^2*a2^3*b1+486*a1^2*a2^3*b2+648*a1^2*a2^3*c
2-729*a1^2*a2^2*a3*c2+972*a1^2*a2^2*b1^2-1458*a1^2*a2^2*b1*b2-1701*a1^2*a2^2*b1*
c2+729*a1^2*a2^2*b2^2+1458*a1^2*a2^2*b2*c2+729*a1^2*a2^2*b3*c1+972*a1^2*a2^2*c2^
2+1458*a1^2*a2*a3*b1*c2-1458*a1^2*a2*a3*b2*c2-1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b
1^3+1458*a1^2*a2*b1^2*b2+1944*a1^2*a2*b1^2*c2-729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b
1*b2*c2-1458*a1^2*a2*b1*b3*c1-1701*a1^2*a2*b1*c2^2+1458*a1^2*a2*b2^2*c2+1458*a1^
2*a2*b2*b3*c1+1458*a1^2*a2*b2*c2^2+1458*a1^2*a2*b3*c1*c2+648*a1^2*a2*c2^3+729*a1
^2*a3^2*c2^2-1458*a1^2*a3*b1^2*c2+2916*a1^2*a3*b1*b2*c2+1458*a1^2*a3*b1*c2^2-218
7*a1^2*a3*b2^2*c2-1458*a1^2*a3*b2*c2^2-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+40
5*a1^2*b1^4-972*a1^2*b1^3*b2-810*a1^2*b1^3*c2+729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*
b2*c2+1458*a1^2*b1^2*b3*c1+972*a1^2*b1^2*c2^2-729*a1^2*b1*b2^2*c2-2916*a1^2*b1*b
2*b3*c1-1458*a1^2*b1*b2*c2^2-1458*a1^2*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2
^2*b3*c1+729*a1^2*b2^2*c2^2+1458*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2
*c1^2+729*a1^2*b3*c1*c2^2+162*a1^2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2
-405*a1*a2^4*c2+486*a1*a2^3*a3*c2-567*a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^
3*b1*c2-972*a1*a2^3*b2*c2-486*a1*a2^3*b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*
c2+1458*a1*a2^2*a3*b2*c2+1458*a1*a2^2*a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*
b2-1701*a1*a2^2*b1^2*c2+1458*a1*a2^2*b1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2
*b1*c2^2-1458*a1*a2^2*b2*b3*c1-1458*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1
*a2^2*c2^3-729*a1*a2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916
*a1*a2*a3*b1*c2^2+2916*a1*a2*a3*b2*c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^
3-405*a1*a2*b1^4+486*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458
*a1*a2*b1^2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c
2^2+2916*a1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b
2*c2^3-729*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*
c2^2-2187*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*
c2+1458*a1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*
b1*c2^3+4374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a
3*c2^4+162*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b
3*c1+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*
c1*c2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*
c1^2+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*
c2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*
a2^5*b1+162*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+4
05*a2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-4
86*a2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*
c2^2-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3
*c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458
*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a
2^2*c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2
*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*
c2^4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b
3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^
4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2
*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*
b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1
*c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243
*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729
*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+
729*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2
*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c
2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*
b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c
2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2
*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x
^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1
*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*
c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*
x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1^3*b1-9*RootOf(-27*Intat((a1^2-a1
*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/
(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_
a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a
1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*
b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2
+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c
2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1
^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+1
62*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*
a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3
*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2
+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^
3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*
_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_
a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3
*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324
*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*
a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a
2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b
1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-21
6*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_
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a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^
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296*_a*a1*a2*b1^3*c2+1458*_a*a1*a2*b1^2*b2*c2+1458*_a*a1*a2*b1^2*b3*c1+1701*_a*a
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b1*b3*c1*c2-1296*_a*a1*a2*b1*c2^3+2916*_a*a1*a2*b2*b3*c1*c2+972*_a*a1*a2*b2*c2^3
+729*_a*a1*a2*b3^2*c1^2+1458*_a*a1*a2*b3*c1*c2^2+405*_a*a1*a2*c2^4-1458*_a*a1*a3
^2*b1*c2^2+2187*_a*a1*a3^2*b2*c2^2+729*_a*a1*a3^2*c2^3+972*_a*a1*a3*b1^3*c2-1458
*_a*a1*a3*b1^2*b2*c2-1458*_a*a1*a3*b1^2*c2^2+1458*_a*a1*a3*b1*b2*c2^2+2916*_a*a1
*a3*b1*b3*c1*c2+1458*_a*a1*a3*b1*c2^3-4374*_a*a1*a3*b2*b3*c1*c2-1458*_a*a1*a3*b2
*c2^3-1458*_a*a1*a3*b3*c1*c2^2-486*_a*a1*a3*c2^4-162*_a*a1*b1^5+243*_a*a1*b1^4*b
2+405*_a*a1*b1^4*c2-486*_a*a1*b1^3*b2*c2-972*_a*a1*b1^3*b3*c1-648*_a*a1*b1^3*c2^
2+1458*_a*a1*b1^2*b2*b3*c1+729*_a*a1*b1^2*b2*c2^2+1458*_a*a1*b1^2*b3*c1*c2+567*_
a*a1*b1^2*c2^3-1458*_a*a1*b1*b2*b3*c1*c2-486*_a*a1*b1*b2*c2^3-1458*_a*a1*b1*b3^2
*c1^2-1458*_a*a1*b1*b3*c1*c2^2-324*_a*a1*b1*c2^4+2187*_a*a1*b2*b3^2*c1^2+1458*_a
*a1*b2*b3*c1*c2^2+243*_a*a1*b2*c2^4+729*_a*a1*b3^2*c1^2*c2+486*_a*a1*b3*c1*c2^3+
81*_a*a1*c2^5-27*_a*a2^6+81*_a*a2^5*b1-162*_a*a2^5*c2+243*_a*a2^4*a3*c2-162*_a*a
2^4*b1^2+405*_a*a2^4*b1*c2-243*_a*a2^4*b3*c1-405*_a*a2^4*c2^2-486*_a*a2^3*a3*b1*
c2+972*_a*a2^3*a3*c2^2+189*_a*a2^3*b1^3-648*_a*a2^3*b1^2*c2+486*_a*a2^3*b1*b3*c1
+810*_a*a2^3*b1*c2^2-972*_a*a2^3*b3*c1*c2-540*_a*a2^3*c2^3-729*_a*a2^2*a3^2*c2^2
+729*_a*a2^2*a3*b1^2*c2-1458*_a*a2^2*a3*b1*c2^2+1458*_a*a2^2*a3*b3*c1*c2+1458*_a
*a2^2*a3*c2^3-162*_a*a2^2*b1^4+567*_a*a2^2*b1^3*c2-729*_a*a2^2*b1^2*b3*c1-972*_a
*a2^2*b1^2*c2^2+1458*_a*a2^2*b1*b3*c1*c2+810*_a*a2^2*b1*c2^3-729*_a*a2^2*b3^2*c1
^2-1458*_a*a2^2*b3*c1*c2^2-405*_a*a2^2*c2^4+729*_a*a2*a3^2*b1*c2^2-1458*_a*a2*a3
^2*c2^3-486*_a*a2*a3*b1^3*c2+1458*_a*a2*a3*b1^2*c2^2-1458*_a*a2*a3*b1*b3*c1*c2-1
458*_a*a2*a3*b1*c2^3+2916*_a*a2*a3*b3*c1*c2^2+972*_a*a2*a3*c2^4+81*_a*a2*b1^5-32
4*_a*a2*b1^4*c2+486*_a*a2*b1^3*b3*c1+567*_a*a2*b1^3*c2^2-1458*_a*a2*b1^2*b3*c1*c
2-648*_a*a2*b1^2*c2^3+729*_a*a2*b1*b3^2*c1^2+1458*_a*a2*b1*b3*c1*c2^2+405*_a*a2*
b1*c2^4-1458*_a*a2*b3^2*c1^2*c2-972*_a*a2*b3*c1*c2^3-162*_a*a2*c2^5+729*_a*a3^3*
c2^3-729*_a*a3^2*b1^2*c2^2+729*_a*a3^2*b1*c2^3-2187*_a*a3^2*b3*c1*c2^2-729*_a*a3
^2*c2^4+243*_a*a3*b1^4*c2-486*_a*a3*b1^3*c2^2+1458*_a*a3*b1^2*b3*c1*c2+729*_a*a3
*b1^2*c2^3-1458*_a*a3*b1*b3*c1*c2^2-486*_a*a3*b1*c2^4+2187*_a*a3*b3^2*c1^2*c2+14
58*_a*a3*b3*c1*c2^3+243*_a*a3*c2^5-27*_a*b1^6+81*_a*b1^5*c2-243*_a*b1^4*b3*c1-16
2*_a*b1^4*c2^2+486*_a*b1^3*b3*c1*c2+189*_a*b1^3*c2^3-729*_a*b1^2*b3^2*c1^2-729*_
a*b1^2*b3*c1*c2^2-162*_a*b1^2*c2^4+729*_a*b1*b3^2*c1^2*c2+486*_a*b1*b3*c1*c2^3+8
1*_a*b1*c2^5-729*_a*b3^3*c1^3-729*_a*b3^2*c1^2*c2^2-243*_a*b3*c1*c2^4-27*_a*c2^6
+27*a1^6-81*a1^5*a2+162*a1^5*b1-243*a1^5*b2-81*a1^5*c2+162*a1^4*a2^2-405*a1^4*a2
*b1+486*a1^4*a2*b2+324*a1^4*a2*c2-243*a1^4*a3*c2+405*a1^4*b1^2-972*a1^4*b1*b2-40
5*a1^4*b1*c2+729*a1^4*b2^2+486*a1^4*b2*c2+243*a1^4*b3*c1+162*a1^4*c2^2-189*a1^3*
a2^3+648*a1^3*a2^2*b1-729*a1^3*a2^2*b2-567*a1^3*a2^2*c2+486*a1^3*a2*a3*c2-810*a1
^3*a2*b1^2+1458*a1^3*a2*b1*b2+1296*a1^3*a2*b1*c2-729*a1^3*a2*b2^2-1458*a1^3*a2*b
2*c2-486*a1^3*a2*b3*c1-567*a1^3*a2*c2^2-972*a1^3*a3*b1*c2+1458*a1^3*a3*b2*c2+486
*a1^3*a3*c2^2+540*a1^3*b1^3-1458*a1^3*b1^2*b2-810*a1^3*b1^2*c2+1458*a1^3*b1*b2^2
+1458*a1^3*b1*b2*c2+972*a1^3*b1*b3*c1+648*a1^3*b1*c2^2-729*a1^3*b2^3-729*a1^3*b2
^2*c2-1458*a1^3*b2*b3*c1-729*a1^3*b2*c2^2-486*a1^3*b3*c1*c2-189*a1^3*c2^3+162*a1
^2*a2^4-567*a1^2*a2^3*b1+486*a1^2*a2^3*b2+648*a1^2*a2^3*c2-729*a1^2*a2^2*a3*c2+9
72*a1^2*a2^2*b1^2-1458*a1^2*a2^2*b1*b2-1701*a1^2*a2^2*b1*c2+729*a1^2*a2^2*b2^2+1
458*a1^2*a2^2*b2*c2+729*a1^2*a2^2*b3*c1+972*a1^2*a2^2*c2^2+1458*a1^2*a2*a3*b1*c2
-1458*a1^2*a2*a3*b2*c2-1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b1^3+1458*a1^2*a2*b1^2*b
2+1944*a1^2*a2*b1^2*c2-729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1
*b3*c1-1701*a1^2*a2*b1*c2^2+1458*a1^2*a2*b2^2*c2+1458*a1^2*a2*b2*b3*c1+1458*a1^2
*a2*b2*c2^2+1458*a1^2*a2*b3*c1*c2+648*a1^2*a2*c2^3+729*a1^2*a3^2*c2^2-1458*a1^2*
a3*b1^2*c2+2916*a1^2*a3*b1*b2*c2+1458*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*
a1^2*a3*b2*c2^2-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1
^3*b2-810*a1^2*b1^3*c2+729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3
*c1+972*a1^2*b1^2*c2^2-729*a1^2*b1*b2^2*c2-2916*a1^2*b1*b2*b3*c1-1458*a1^2*b1*b2
*c2^2-1458*a1^2*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*
c2^2+1458*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2
^2+162*a1^2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2-405*a1*a2^4*c2+486*a1*
a2^3*a3*c2-567*a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^3*b1*c2-972*a1*a2^3*b2*
c2-486*a1*a2^3*b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*b2*c
2+1458*a1*a2^2*a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^2*c2
+1458*a1*a2^2*b1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-1458*a1*a2^2*b
2*b3*c1-1458*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*a1*a2*a3
^2*c2^2+1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2916*
a1*a2*a3*b2*c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*a2*b1^4+486*a1
*a2*b1^3*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1701*
a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b3*c1
*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a2*b3^2*c
1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2
^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2
-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b
3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*
a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-1
458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+
1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c
2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729
*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243
*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a
3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2
^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c
2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567
*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a
2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1
*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*
c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*
b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^
3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+
972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+
2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*
b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2
*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2
^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1
^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*
c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b
1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*
c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*
c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a
1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c
2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2
*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+
2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c
2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c
1*c2+a3*c1^2),x)+_C1)*a1^3*b2-3*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*
c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1
^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a
1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*
b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c
2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_
a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c
2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1
^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+7
8*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*
a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*
a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1
-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3
*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*
_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a
^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b
1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-43
2*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3
*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^
2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1
^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2
-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648
*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a
^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1
^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*
b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c
1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-9
72*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^
3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_
a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^
2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b
1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3
+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*
_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*
b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^
3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2
^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_
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c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*
c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^
3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b3*c1+162*_a^3*a
1*a2^2*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1+432*_a^3*a1*a2
^2*b2*c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2
^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c1
+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+
324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2+
486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1^4+126*_a^3*a1*
a2*b1^3*b2-24*_a^3*a1*a2*b1^3*c2-108*_a^3*a1*a2*b1^2*b2*c2-54*_a^3*a1*a2*b1^2*b3
*c1+162*_a^3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a2*b1^2*c2^2+162*_a^3*a1*a2*b1*b2*b3*c
1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a1*a2*b1*b3*c2^2
-24*_a^3*a1*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^
3*a1*a2*b3^2*c1^2-486*_a^3*a1*a2*b3^2*c1*c2-54*_a^3*a1*a2*b3*c1*c2^2-324*_a^3*a1
*a2*b3*c2^3-60*_a^3*a1*a2*c2^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*a1*a3^2*b2*c1*c
2-324*_a^3*a1*a3^2*c2^3+288*_a^3*a1*a3*b1^3*c2-324*_a^3*a1*a3*b1^2*b2*c1-324*_a^
3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2+486*_a^3*a1*a3*b1*b2^2*c1+324*_a^3*a
1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2*c2^2+648*_a^3*a1*a3*b1*b3*c1*c2-972*_a^3*a
1*a3*b1*b3*c2^2-108*_a^3*a1*a3*b1*c2^3-972*_a^3*a1*a3*b2^2*c1*c2-486*_a^3*a1*a3*
b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2+162*_a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3*
b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*a1*a3*b3*c2^3+126*_a^3*a1*a3*c2^4+24*
_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1^3*b2*c2+144*_a
^3*a1*b1^3*b3*c1-108*_a^3*a1*b1^3*b3*c2-12*_a^3*a1*b1^3*c2^2-162*_a^3*a1*b1^2*b2
*b3*c1-54*_a^3*a1*b1^2*b2*c2^2-54*_a^3*a1*b1^2*b3*c1*c2+162*_a^3*a1*b1^2*b3*c2^2
+78*_a^3*a1*b1^2*c2^3+162*_a^3*a1*b1*b2*b3*c1*c2-144*_a^3*a1*b1*b2*c2^3+162*_a^3
*a1*b1*b3^2*c1^2-486*_a^3*a1*b1*b3^2*c1*c2-216*_a^3*a1*b1*b3*c1*c2^2+162*_a^3*a1
*b1*b3*c2^3-6*_a^3*a1*b1*c2^4+324*_a^3*a1*b2*b3*c1*c2^2+72*_a^3*a1*b2*c2^4+162*_
a^3*a1*b3^2*c1^2*c2-486*_a^3*a1*b3^2*c1*c2^2-18*_a^3*a1*b3*c1*c2^3-108*_a^3*a1*b
3*c2^4-12*_a^3*a1*c2^5+4*_a^3*a2^6-12*_a^3*a2^5*b1+24*_a^3*a2^5*c2-36*_a^3*a2^4*
a3*c2-3*_a^3*a2^4*b1^2-60*_a^3*a2^4*b1*c2+36*_a^3*a2^4*b3*c1+60*_a^3*a2^4*c2^2+1
26*_a^3*a2^3*a3*b1*c2-108*_a^3*a2^3*a3*b2*c1-144*_a^3*a2^3*a3*c2^2+26*_a^3*a2^3*
b1^3-12*_a^3*a2^3*b1^2*c2-18*_a^3*a2^3*b1*b3*c1-120*_a^3*a2^3*b1*c2^2+144*_a^3*a
2^3*b3*c1*c2+80*_a^3*a2^3*c2^3+81*_a^3*a2^2*a3^2*c2^2-54*_a^3*a2^2*a3*b1^2*c2+16
2*_a^3*a2^2*a3*b1*b2*c1+378*_a^3*a2^2*a3*b1*c2^2-324*_a^3*a2^2*a3*b2*c1*c2-162*_
a^3*a2^2*a3*b3*c1*c2-216*_a^3*a2^2*a3*c2^3-3*_a^3*a2^2*b1^4+78*_a^3*a2^2*b1^3*c2
-108*_a^3*a2^2*b1^2*b3*c1-18*_a^3*a2^2*b1^2*c2^2-54*_a^3*a2^2*b1*b3*c1*c2-120*_a
^3*a2^2*b1*c2^3+81*_a^3*a2^2*b3^2*c1^2+216*_a^3*a2^2*b3*c1*c2^2+60*_a^3*a2^2*c2^
4-324*_a^3*a2*a3^2*b1*c2^2+486*_a^3*a2*a3^2*b2*c1*c2+162*_a^3*a2*a3^2*c2^3-144*_
a^3*a2*a3*b1^3*c2+162*_a^3*a2*a3*b1^2*b2*c1-108*_a^3*a2*a3*b1^2*c2^2+324*_a^3*a2
*a3*b1*b2*c1*c2+162*_a^3*a2*a3*b1*b3*c1*c2+378*_a^3*a2*a3*b1*c2^3-486*_a^3*a2*a3
*b2*b3*c1^2-324*_a^3*a2*a3*b2*c1*c2^2-324*_a^3*a2*a3*b3*c1*c2^2-144*_a^3*a2*a3*c
2^4-12*_a^3*a2*b1^5-6*_a^3*a2*b1^4*c2-18*_a^3*a2*b1^3*b3*c1+78*_a^3*a2*b1^3*c2^2
-216*_a^3*a2*b1^2*b3*c1*c2-12*_a^3*a2*b1^2*c2^3+162*_a^3*a2*b1*b3^2*c1^2-54*_a^3
*a2*b1*b3*c1*c2^2-60*_a^3*a2*b1*c2^4+162*_a^3*a2*b3^2*c1^2*c2+144*_a^3*a2*b3*c1*
c2^3+24*_a^3*a2*c2^5+324*_a^3*a3^2*b1^2*c2^2-972*_a^3*a3^2*b1*b2*c1*c2-324*_a^3*
a3^2*b1*c2^3+729*_a^3*a3^2*b2^2*c1^2+486*_a^3*a3^2*b2*c1*c2^2+81*_a^3*a3^2*c2^4+
72*_a^3*a3*b1^4*c2-108*_a^3*a3*b1^3*b2*c1-144*_a^3*a3*b1^3*c2^2+162*_a^3*a3*b1^2
*b2*c1*c2+324*_a^3*a3*b1^2*b3*c1*c2-54*_a^3*a3*b1^2*c2^3-486*_a^3*a3*b1*b2*b3*c1
^2+162*_a^3*a3*b1*b2*c1*c2^2+162*_a^3*a3*b1*b3*c1*c2^2+126*_a^3*a3*b1*c2^4-486*_
a^3*a3*b2*b3*c1^2*c2-108*_a^3*a3*b2*c1*c2^3-162*_a^3*a3*b3*c1*c2^3-36*_a^3*a3*c2
^5+4*_a^3*b1^6-12*_a^3*b1^5*c2+36*_a^3*b1^4*b3*c1-3*_a^3*b1^4*c2^2-18*_a^3*b1^3*
b3*c1*c2+26*_a^3*b1^3*c2^3+81*_a^3*b1^2*b3^2*c1^2-108*_a^3*b1^2*b3*c1*c2^2-3*_a^
3*b1^2*c2^4+162*_a^3*b1*b3^2*c1^2*c2-18*_a^3*b1*b3*c1*c2^3-12*_a^3*b1*c2^5+81*_a
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*a1^5*b1+243*_a*a1^5*b2+81*_a*a1^5*c2-162*_a*a1^4*a2^2+405*_a*a1^4*a2*b1-486*_a*
a1^4*a2*b2-324*_a*a1^4*a2*c2+243*_a*a1^4*a3*c2-405*_a*a1^4*b1^2+972*_a*a1^4*b1*b
2+405*_a*a1^4*b1*c2-729*_a*a1^4*b2^2-486*_a*a1^4*b2*c2-243*_a*a1^4*b3*c1-162*_a*
a1^4*c2^2+189*_a*a1^3*a2^3-648*_a*a1^3*a2^2*b1+729*_a*a1^3*a2^2*b2+567*_a*a1^3*a
2^2*c2-486*_a*a1^3*a2*a3*c2+810*_a*a1^3*a2*b1^2-1458*_a*a1^3*a2*b1*b2-1296*_a*a1
^3*a2*b1*c2+729*_a*a1^3*a2*b2^2+1458*_a*a1^3*a2*b2*c2+486*_a*a1^3*a2*b3*c1+567*_
a*a1^3*a2*c2^2+972*_a*a1^3*a3*b1*c2-1458*_a*a1^3*a3*b2*c2-486*_a*a1^3*a3*c2^2-54
0*_a*a1^3*b1^3+1458*_a*a1^3*b1^2*b2+810*_a*a1^3*b1^2*c2-1458*_a*a1^3*b1*b2^2-145
8*_a*a1^3*b1*b2*c2-972*_a*a1^3*b1*b3*c1-648*_a*a1^3*b1*c2^2+729*_a*a1^3*b2^3+729
*_a*a1^3*b2^2*c2+1458*_a*a1^3*b2*b3*c1+729*_a*a1^3*b2*c2^2+486*_a*a1^3*b3*c1*c2+
189*_a*a1^3*c2^3-162*_a*a1^2*a2^4+567*_a*a1^2*a2^3*b1-486*_a*a1^2*a2^3*b2-648*_a
*a1^2*a2^3*c2+729*_a*a1^2*a2^2*a3*c2-972*_a*a1^2*a2^2*b1^2+1458*_a*a1^2*a2^2*b1*
b2+1701*_a*a1^2*a2^2*b1*c2-729*_a*a1^2*a2^2*b2^2-1458*_a*a1^2*a2^2*b2*c2-729*_a*
a1^2*a2^2*b3*c1-972*_a*a1^2*a2^2*c2^2-1458*_a*a1^2*a2*a3*b1*c2+1458*_a*a1^2*a2*a
3*b2*c2+1458*_a*a1^2*a2*a3*c2^2+810*_a*a1^2*a2*b1^3-1458*_a*a1^2*a2*b1^2*b2-1944
*_a*a1^2*a2*b1^2*c2+729*_a*a1^2*a2*b1*b2^2+2916*_a*a1^2*a2*b1*b2*c2+1458*_a*a1^2
*a2*b1*b3*c1+1701*_a*a1^2*a2*b1*c2^2-1458*_a*a1^2*a2*b2^2*c2-1458*_a*a1^2*a2*b2*
b3*c1-1458*_a*a1^2*a2*b2*c2^2-1458*_a*a1^2*a2*b3*c1*c2-648*_a*a1^2*a2*c2^3-729*_
a*a1^2*a3^2*c2^2+1458*_a*a1^2*a3*b1^2*c2-2916*_a*a1^2*a3*b1*b2*c2-1458*_a*a1^2*a
3*b1*c2^2+2187*_a*a1^2*a3*b2^2*c2+1458*_a*a1^2*a3*b2*c2^2+1458*_a*a1^2*a3*b3*c1*
c2+729*_a*a1^2*a3*c2^3-405*_a*a1^2*b1^4+972*_a*a1^2*b1^3*b2+810*_a*a1^2*b1^3*c2-
729*_a*a1^2*b1^2*b2^2-1458*_a*a1^2*b1^2*b2*c2-1458*_a*a1^2*b1^2*b3*c1-972*_a*a1^
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2^2+1458*_a*a1^2*b1*b3*c1*c2+567*_a*a1^2*b1*c2^3-2187*_a*a1^2*b2^2*b3*c1-729*_a*
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2*a3*c2^2-648*_a*a1*a2^2*b1^3+729*_a*a1*a2^2*b1^2*b2+1701*_a*a1*a2^2*b1^2*c2-145
8*_a*a1*a2^2*b1*b2*c2-1458*_a*a1*a2^2*b1*b3*c1-1944*_a*a1*a2^2*b1*c2^2+1458*_a*a
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c2^3+729*_a*a1*a2*a3^2*c2^2-1458*_a*a1*a2*a3*b1^2*c2+1458*_a*a1*a2*a3*b1*b2*c2+2
916*_a*a1*a2*a3*b1*c2^2-2916*_a*a1*a2*a3*b2*c2^2-1458*_a*a1*a2*a3*b3*c1*c2-1458*
_a*a1*a2*a3*c2^3+405*_a*a1*a2*b1^4-486*_a*a1*a2*b1^3*b2-1296*_a*a1*a2*b1^3*c2+14
58*_a*a1*a2*b1^2*b2*c2+1458*_a*a1*a2*b1^2*b3*c1+1701*_a*a1*a2*b1^2*c2^2-1458*_a*
a1*a2*b1*b2*b3*c1-1458*_a*a1*a2*b1*b2*c2^2-2916*_a*a1*a2*b1*b3*c1*c2-1296*_a*a1*
a2*b1*c2^3+2916*_a*a1*a2*b2*b3*c1*c2+972*_a*a1*a2*b2*c2^3+729*_a*a1*a2*b3^2*c1^2
+1458*_a*a1*a2*b3*c1*c2^2+405*_a*a1*a2*c2^4-1458*_a*a1*a3^2*b1*c2^2+2187*_a*a1*a
3^2*b2*c2^2+729*_a*a1*a3^2*c2^3+972*_a*a1*a3*b1^3*c2-1458*_a*a1*a3*b1^2*b2*c2-14
58*_a*a1*a3*b1^2*c2^2+1458*_a*a1*a3*b1*b2*c2^2+2916*_a*a1*a3*b1*b3*c1*c2+1458*_a
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c1*c2^2-486*_a*a1*a3*c2^4-162*_a*a1*b1^5+243*_a*a1*b1^4*b2+405*_a*a1*b1^4*c2-486
*_a*a1*b1^3*b2*c2-972*_a*a1*b1^3*b3*c1-648*_a*a1*b1^3*c2^2+1458*_a*a1*b1^2*b2*b3
*c1+729*_a*a1*b1^2*b2*c2^2+1458*_a*a1*b1^2*b3*c1*c2+567*_a*a1*b1^2*c2^3-1458*_a*
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c1*c2^2-324*_a*a1*b1*c2^4+2187*_a*a1*b2*b3^2*c1^2+1458*_a*a1*b2*b3*c1*c2^2+243*_
a*a1*b2*c2^4+729*_a*a1*b3^2*c1^2*c2+486*_a*a1*b3*c1*c2^3+81*_a*a1*c2^5-27*_a*a2^
6+81*_a*a2^5*b1-162*_a*a2^5*c2+243*_a*a2^4*a3*c2-162*_a*a2^4*b1^2+405*_a*a2^4*b1
*c2-243*_a*a2^4*b3*c1-405*_a*a2^4*c2^2-486*_a*a2^3*a3*b1*c2+972*_a*a2^3*a3*c2^2+
189*_a*a2^3*b1^3-648*_a*a2^3*b1^2*c2+486*_a*a2^3*b1*b3*c1+810*_a*a2^3*b1*c2^2-97
2*_a*a2^3*b3*c1*c2-540*_a*a2^3*c2^3-729*_a*a2^2*a3^2*c2^2+729*_a*a2^2*a3*b1^2*c2
-1458*_a*a2^2*a3*b1*c2^2+1458*_a*a2^2*a3*b3*c1*c2+1458*_a*a2^2*a3*c2^3-162*_a*a2
^2*b1^4+567*_a*a2^2*b1^3*c2-729*_a*a2^2*b1^2*b3*c1-972*_a*a2^2*b1^2*c2^2+1458*_a
*a2^2*b1*b3*c1*c2+810*_a*a2^2*b1*c2^3-729*_a*a2^2*b3^2*c1^2-1458*_a*a2^2*b3*c1*c
2^2-405*_a*a2^2*c2^4+729*_a*a2*a3^2*b1*c2^2-1458*_a*a2*a3^2*c2^3-486*_a*a2*a3*b1
^3*c2+1458*_a*a2*a3*b1^2*c2^2-1458*_a*a2*a3*b1*b3*c1*c2-1458*_a*a2*a3*b1*c2^3+29
16*_a*a2*a3*b3*c1*c2^2+972*_a*a2*a3*c2^4+81*_a*a2*b1^5-324*_a*a2*b1^4*c2+486*_a*
a2*b1^3*b3*c1+567*_a*a2*b1^3*c2^2-1458*_a*a2*b1^2*b3*c1*c2-648*_a*a2*b1^2*c2^3+7
29*_a*a2*b1*b3^2*c1^2+1458*_a*a2*b1*b3*c1*c2^2+405*_a*a2*b1*c2^4-1458*_a*a2*b3^2
*c1^2*c2-972*_a*a2*b3*c1*c2^3-162*_a*a2*c2^5+729*_a*a3^3*c2^3-729*_a*a3^2*b1^2*c
2^2+729*_a*a3^2*b1*c2^3-2187*_a*a3^2*b3*c1*c2^2-729*_a*a3^2*c2^4+243*_a*a3*b1^4*
c2-486*_a*a3*b1^3*c2^2+1458*_a*a3*b1^2*b3*c1*c2+729*_a*a3*b1^2*c2^3-1458*_a*a3*b
1*b3*c1*c2^2-486*_a*a3*b1*c2^4+2187*_a*a3*b3^2*c1^2*c2+1458*_a*a3*b3*c1*c2^3+243
*_a*a3*c2^5-27*_a*b1^6+81*_a*b1^5*c2-243*_a*b1^4*b3*c1-162*_a*b1^4*c2^2+486*_a*b
1^3*b3*c1*c2+189*_a*b1^3*c2^3-729*_a*b1^2*b3^2*c1^2-729*_a*b1^2*b3*c1*c2^2-162*_
a*b1^2*c2^4+729*_a*b1*b3^2*c1^2*c2+486*_a*b1*b3*c1*c2^3+81*_a*b1*c2^5-729*_a*b3^
3*c1^3-729*_a*b3^2*c1^2*c2^2-243*_a*b3*c1*c2^4-27*_a*c2^6+27*a1^6-81*a1^5*a2+162
*a1^5*b1-243*a1^5*b2-81*a1^5*c2+162*a1^4*a2^2-405*a1^4*a2*b1+486*a1^4*a2*b2+324*
a1^4*a2*c2-243*a1^4*a3*c2+405*a1^4*b1^2-972*a1^4*b1*b2-405*a1^4*b1*c2+729*a1^4*b
2^2+486*a1^4*b2*c2+243*a1^4*b3*c1+162*a1^4*c2^2-189*a1^3*a2^3+648*a1^3*a2^2*b1-7
29*a1^3*a2^2*b2-567*a1^3*a2^2*c2+486*a1^3*a2*a3*c2-810*a1^3*a2*b1^2+1458*a1^3*a2
*b1*b2+1296*a1^3*a2*b1*c2-729*a1^3*a2*b2^2-1458*a1^3*a2*b2*c2-486*a1^3*a2*b3*c1-
567*a1^3*a2*c2^2-972*a1^3*a3*b1*c2+1458*a1^3*a3*b2*c2+486*a1^3*a3*c2^2+540*a1^3*
b1^3-1458*a1^3*b1^2*b2-810*a1^3*b1^2*c2+1458*a1^3*b1*b2^2+1458*a1^3*b1*b2*c2+972
*a1^3*b1*b3*c1+648*a1^3*b1*c2^2-729*a1^3*b2^3-729*a1^3*b2^2*c2-1458*a1^3*b2*b3*c
1-729*a1^3*b2*c2^2-486*a1^3*b3*c1*c2-189*a1^3*c2^3+162*a1^2*a2^4-567*a1^2*a2^3*b
1+486*a1^2*a2^3*b2+648*a1^2*a2^3*c2-729*a1^2*a2^2*a3*c2+972*a1^2*a2^2*b1^2-1458*
a1^2*a2^2*b1*b2-1701*a1^2*a2^2*b1*c2+729*a1^2*a2^2*b2^2+1458*a1^2*a2^2*b2*c2+729
*a1^2*a2^2*b3*c1+972*a1^2*a2^2*c2^2+1458*a1^2*a2*a3*b1*c2-1458*a1^2*a2*a3*b2*c2-
1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b1^3+1458*a1^2*a2*b1^2*b2+1944*a1^2*a2*b1^2*c2-
729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1*b3*c1-1701*a1^2*a2*b1*
c2^2+1458*a1^2*a2*b2^2*c2+1458*a1^2*a2*b2*b3*c1+1458*a1^2*a2*b2*c2^2+1458*a1^2*a
2*b3*c1*c2+648*a1^2*a2*c2^3+729*a1^2*a3^2*c2^2-1458*a1^2*a3*b1^2*c2+2916*a1^2*a3
*b1*b2*c2+1458*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*a1^2*a3*b2*c2^2-1458*a1
^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1^3*b2-810*a1^2*b1^3*c2+
729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3*c1+972*a1^2*b1^2*c2^2-
729*a1^2*b1*b2^2*c2-2916*a1^2*b1*b2*b3*c1-1458*a1^2*b1*b2*c2^2-1458*a1^2*b1*b3*c
1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*c2^2+1458*a1^2*b2*b3*c1
*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*a1^2*c2^4-81*a1*
a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2-405*a1*a2^4*c2+486*a1*a2^3*a3*c2-567*a1*a2^3*
b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^3*b1*c2-972*a1*a2^3*b2*c2-486*a1*a2^3*b3*c1-81
0*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*b2*c2+1458*a1*a2^2*a3*c2^2+
648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^2*c2+1458*a1*a2^2*b1*b2*c2+
1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-1458*a1*a2^2*b2*b3*c1-1458*a1*a2^2*b2
*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*a1*a2*a3^2*c2^2+1458*a1*a2*a3*b
1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2916*a1*a2*a3*b2*c2^2+1458*a
1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*a2*b1^4+486*a1*a2*b1^3*b2+1296*a1*a2*
b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1
*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-
2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2
^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972
*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-
2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c
2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*
c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-72
9*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+
486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187
*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1
*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1
^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^
2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*
c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-
1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*
b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3
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+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^
3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*
c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1
458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a
2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+72
9*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2
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243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-18
9*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^
2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^
4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*
c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*
c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a
2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^
3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1
*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2
^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c
2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*
x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a
1^3*c2-3*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3
*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-3
6*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4
*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b
2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-10
8*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^
3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2
+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^
3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288
*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*
a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a
1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2
-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3
*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a
^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3
*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*
b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-
108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^
3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*
a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b
1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*
c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+1
62*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*
_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^
2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*
b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c
1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2
-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3
*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324
*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a
1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*
b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^
2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a
^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2
*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^
4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^
3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a
^3*a1*a2^3*b3*c1-108*_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a
3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*
c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_
a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3
*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a
2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*
c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b
2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1
*c2-648*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2
^2+378*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a
2*b1^3*c2-108*_a^3*a1*a2*b1^2*b2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2
*b3*c2+234*_a^3*a1*a2*b1^2*c2^2+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*
c2^2-432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a1*a2*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3+
648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*_
a^3*a1*a2*b3^2*c1*c2-54*_a^3*a1*a2*b3*c1*c2^2-324*_a^3*a1*a2*b3*c2^3-60*_a^3*a1*
a2*c2^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3
+288*_a^3*a1*a3*b1^3*c2-324*_a^3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*
_a^3*a1*a3*b1^2*c2^2+486*_a^3*a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a
^3*a1*a3*b1*b2*c2^2+648*_a^3*a1*a3*b1*b3*c1*c2-972*_a^3*a1*a3*b1*b3*c2^2-108*_a^
3*a1*a3*b1*c2^3-972*_a^3*a1*a3*b2^2*c1*c2-486*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1
*a3*b2*b3*c1*c2+162*_a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*
b3*c1*c2^2+486*_a^3*a1*a3*b3*c2^3+126*_a^3*a1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1
*b1^4*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1^3*b2*c2+144*_a^3*a1*b1^3*b3*c1-108*_a
^3*a1*b1^3*b3*c2-12*_a^3*a1*b1^3*c2^2-162*_a^3*a1*b1^2*b2*b3*c1-54*_a^3*a1*b1^2*
b2*c2^2-54*_a^3*a1*b1^2*b3*c1*c2+162*_a^3*a1*b1^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+1
62*_a^3*a1*b1*b2*b3*c1*c2-144*_a^3*a1*b1*b2*c2^3+162*_a^3*a1*b1*b3^2*c1^2-486*_a
^3*a1*b1*b3^2*c1*c2-216*_a^3*a1*b1*b3*c1*c2^2+162*_a^3*a1*b1*b3*c2^3-6*_a^3*a1*b
1*c2^4+324*_a^3*a1*b2*b3*c1*c2^2+72*_a^3*a1*b2*c2^4+162*_a^3*a1*b3^2*c1^2*c2-486
*_a^3*a1*b3^2*c1*c2^2-18*_a^3*a1*b3*c1*c2^3-108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5+
4*_a^3*a2^6-12*_a^3*a2^5*b1+24*_a^3*a2^5*c2-36*_a^3*a2^4*a3*c2-3*_a^3*a2^4*b1^2-
60*_a^3*a2^4*b1*c2+36*_a^3*a2^4*b3*c1+60*_a^3*a2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-1
08*_a^3*a2^3*a3*b2*c1-144*_a^3*a2^3*a3*c2^2+26*_a^3*a2^3*b1^3-12*_a^3*a2^3*b1^2*
c2-18*_a^3*a2^3*b1*b3*c1-120*_a^3*a2^3*b1*c2^2+144*_a^3*a2^3*b3*c1*c2+80*_a^3*a2
^3*c2^3+81*_a^3*a2^2*a3^2*c2^2-54*_a^3*a2^2*a3*b1^2*c2+162*_a^3*a2^2*a3*b1*b2*c1
+378*_a^3*a2^2*a3*b1*c2^2-324*_a^3*a2^2*a3*b2*c1*c2-162*_a^3*a2^2*a3*b3*c1*c2-21
6*_a^3*a2^2*a3*c2^3-3*_a^3*a2^2*b1^4+78*_a^3*a2^2*b1^3*c2-108*_a^3*a2^2*b1^2*b3*
c1-18*_a^3*a2^2*b1^2*c2^2-54*_a^3*a2^2*b1*b3*c1*c2-120*_a^3*a2^2*b1*c2^3+81*_a^3
*a2^2*b3^2*c1^2+216*_a^3*a2^2*b3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*a2*a3^2*b1*c
2^2+486*_a^3*a2*a3^2*b2*c1*c2+162*_a^3*a2*a3^2*c2^3-144*_a^3*a2*a3*b1^3*c2+162*_
a^3*a2*a3*b1^2*b2*c1-108*_a^3*a2*a3*b1^2*c2^2+324*_a^3*a2*a3*b1*b2*c1*c2+162*_a^
3*a2*a3*b1*b3*c1*c2+378*_a^3*a2*a3*b1*c2^3-486*_a^3*a2*a3*b2*b3*c1^2-324*_a^3*a2
*a3*b2*c1*c2^2-324*_a^3*a2*a3*b3*c1*c2^2-144*_a^3*a2*a3*c2^4-12*_a^3*a2*b1^5-6*_
a^3*a2*b1^4*c2-18*_a^3*a2*b1^3*b3*c1+78*_a^3*a2*b1^3*c2^2-216*_a^3*a2*b1^2*b3*c1
*c2-12*_a^3*a2*b1^2*c2^3+162*_a^3*a2*b1*b3^2*c1^2-54*_a^3*a2*b1*b3*c1*c2^2-60*_a
^3*a2*b1*c2^4+162*_a^3*a2*b3^2*c1^2*c2+144*_a^3*a2*b3*c1*c2^3+24*_a^3*a2*c2^5+32
4*_a^3*a3^2*b1^2*c2^2-972*_a^3*a3^2*b1*b2*c1*c2-324*_a^3*a3^2*b1*c2^3+729*_a^3*a
3^2*b2^2*c1^2+486*_a^3*a3^2*b2*c1*c2^2+81*_a^3*a3^2*c2^4+72*_a^3*a3*b1^4*c2-108*
_a^3*a3*b1^3*b2*c1-144*_a^3*a3*b1^3*c2^2+162*_a^3*a3*b1^2*b2*c1*c2+324*_a^3*a3*b
1^2*b3*c1*c2-54*_a^3*a3*b1^2*c2^3-486*_a^3*a3*b1*b2*b3*c1^2+162*_a^3*a3*b1*b2*c1
*c2^2+162*_a^3*a3*b1*b3*c1*c2^2+126*_a^3*a3*b1*c2^4-486*_a^3*a3*b2*b3*c1^2*c2-10
8*_a^3*a3*b2*c1*c2^3-162*_a^3*a3*b3*c1*c2^3-36*_a^3*a3*c2^5+4*_a^3*b1^6-12*_a^3*
b1^5*c2+36*_a^3*b1^4*b3*c1-3*_a^3*b1^4*c2^2-18*_a^3*b1^3*b3*c1*c2+26*_a^3*b1^3*c
2^3+81*_a^3*b1^2*b3^2*c1^2-108*_a^3*b1^2*b3*c1*c2^2-3*_a^3*b1^2*c2^4+162*_a^3*b1
*b3^2*c1^2*c2-18*_a^3*b1*b3*c1*c2^3-12*_a^3*b1*c2^5+81*_a^3*b3^2*c1^2*c2^2+36*_a
^3*b3*c1*c2^4+4*_a^3*c2^6-27*_a*a1^6+81*_a*a1^5*a2-162*_a*a1^5*b1+243*_a*a1^5*b2
+81*_a*a1^5*c2-162*_a*a1^4*a2^2+405*_a*a1^4*a2*b1-486*_a*a1^4*a2*b2-324*_a*a1^4*
a2*c2+243*_a*a1^4*a3*c2-405*_a*a1^4*b1^2+972*_a*a1^4*b1*b2+405*_a*a1^4*b1*c2-729
*_a*a1^4*b2^2-486*_a*a1^4*b2*c2-243*_a*a1^4*b3*c1-162*_a*a1^4*c2^2+189*_a*a1^3*a
2^3-648*_a*a1^3*a2^2*b1+729*_a*a1^3*a2^2*b2+567*_a*a1^3*a2^2*c2-486*_a*a1^3*a2*a
3*c2+810*_a*a1^3*a2*b1^2-1458*_a*a1^3*a2*b1*b2-1296*_a*a1^3*a2*b1*c2+729*_a*a1^3
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972*_a*a2*a3*c2^4+81*_a*a2*b1^5-324*_a*a2*b1^4*c2+486*_a*a2*b1^3*b3*c1+567*_a*a2
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458*a2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^
2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1
*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458
*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2
-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+145
8*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-40
5*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+72
9*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4
*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^
2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*
b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3
^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-
81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int
(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*
c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*
a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2
*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*
x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2
+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b
2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2
*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2
*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1^2*a2^2+6*RootOf(-27*I
ntat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b
3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^
3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2
*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+
81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_
a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^
3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*
b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1
^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-1
08*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*
b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*
a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2
-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^
3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a
1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3
*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a
2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3
*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+16
2*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_
a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*
a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b
1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3
*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2
+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*
a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^
2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3
*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3
+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2
*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2
-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3*c1+486*_
a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3*
a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3
*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486
*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*
a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*
b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2
^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*b3*c1-108*
_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*a
2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*
b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-
216*_a^3*a1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324*
_a^3*a1*a2^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^3
*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a
3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a
3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a3
*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3*
c2^3-60*_a^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a2*b1^3*c2-108*_a^3*a1
*a2*b1^2*b2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a2
*b1^2*c2^2+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*b
1*b3*c1*c2+324*_a^3*a1*a2*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3*
c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*_a^3*a1*a2*b3^2*c1*c2-
54*_a^3*a1*a2*b3*c1*c2^2-324*_a^3*a1*a2*b3*c2^3-60*_a^3*a1*a2*c2^4+648*_a^3*a1*a
3^2*b1*c2^2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3+288*_a^3*a1*a3*b1^3*
c2-324*_a^3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2+
486*_a^3*a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2*c2^2+6
48*_a^3*a1*a3*b1*b3*c1*c2-972*_a^3*a1*a3*b1*b3*c2^2-108*_a^3*a1*a3*b1*c2^3-972*_
a^3*a1*a3*b2^2*c1*c2-486*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2+162*_
a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*a
1*a3*b3*c2^3+126*_a^3*a1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*b
1^4*c2+126*_a^3*a1*b1^3*b2*c2+144*_a^3*a1*b1^3*b3*c1-108*_a^3*a1*b1^3*b3*c2-12*_
a^3*a1*b1^3*c2^2-162*_a^3*a1*b1^2*b2*b3*c1-54*_a^3*a1*b1^2*b2*c2^2-54*_a^3*a1*b1
^2*b3*c1*c2+162*_a^3*a1*b1^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+162*_a^3*a1*b1*b2*b3*c
1*c2-144*_a^3*a1*b1*b2*c2^3+162*_a^3*a1*b1*b3^2*c1^2-486*_a^3*a1*b1*b3^2*c1*c2-2
16*_a^3*a1*b1*b3*c1*c2^2+162*_a^3*a1*b1*b3*c2^3-6*_a^3*a1*b1*c2^4+324*_a^3*a1*b2
*b3*c1*c2^2+72*_a^3*a1*b2*c2^4+162*_a^3*a1*b3^2*c1^2*c2-486*_a^3*a1*b3^2*c1*c2^2
-18*_a^3*a1*b3*c1*c2^3-108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5+4*_a^3*a2^6-12*_a^3*a
2^5*b1+24*_a^3*a2^5*c2-36*_a^3*a2^4*a3*c2-3*_a^3*a2^4*b1^2-60*_a^3*a2^4*b1*c2+36
*_a^3*a2^4*b3*c1+60*_a^3*a2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-108*_a^3*a2^3*a3*b2*c1
-144*_a^3*a2^3*a3*c2^2+26*_a^3*a2^3*b1^3-12*_a^3*a2^3*b1^2*c2-18*_a^3*a2^3*b1*b3
*c1-120*_a^3*a2^3*b1*c2^2+144*_a^3*a2^3*b3*c1*c2+80*_a^3*a2^3*c2^3+81*_a^3*a2^2*
a3^2*c2^2-54*_a^3*a2^2*a3*b1^2*c2+162*_a^3*a2^2*a3*b1*b2*c1+378*_a^3*a2^2*a3*b1*
c2^2-324*_a^3*a2^2*a3*b2*c1*c2-162*_a^3*a2^2*a3*b3*c1*c2-216*_a^3*a2^2*a3*c2^3-3
*_a^3*a2^2*b1^4+78*_a^3*a2^2*b1^3*c2-108*_a^3*a2^2*b1^2*b3*c1-18*_a^3*a2^2*b1^2*
c2^2-54*_a^3*a2^2*b1*b3*c1*c2-120*_a^3*a2^2*b1*c2^3+81*_a^3*a2^2*b3^2*c1^2+216*_
a^3*a2^2*b3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*a2*a3^2*b1*c2^2+486*_a^3*a2*a3^2*
b2*c1*c2+162*_a^3*a2*a3^2*c2^3-144*_a^3*a2*a3*b1^3*c2+162*_a^3*a2*a3*b1^2*b2*c1-
108*_a^3*a2*a3*b1^2*c2^2+324*_a^3*a2*a3*b1*b2*c1*c2+162*_a^3*a2*a3*b1*b3*c1*c2+3
78*_a^3*a2*a3*b1*c2^3-486*_a^3*a2*a3*b2*b3*c1^2-324*_a^3*a2*a3*b2*c1*c2^2-324*_a
^3*a2*a3*b3*c1*c2^2-144*_a^3*a2*a3*c2^4-12*_a^3*a2*b1^5-6*_a^3*a2*b1^4*c2-18*_a^
3*a2*b1^3*b3*c1+78*_a^3*a2*b1^3*c2^2-216*_a^3*a2*b1^2*b3*c1*c2-12*_a^3*a2*b1^2*c
2^3+162*_a^3*a2*b1*b3^2*c1^2-54*_a^3*a2*b1*b3*c1*c2^2-60*_a^3*a2*b1*c2^4+162*_a^
3*a2*b3^2*c1^2*c2+144*_a^3*a2*b3*c1*c2^3+24*_a^3*a2*c2^5+324*_a^3*a3^2*b1^2*c2^2
-972*_a^3*a3^2*b1*b2*c1*c2-324*_a^3*a3^2*b1*c2^3+729*_a^3*a3^2*b2^2*c1^2+486*_a^
3*a3^2*b2*c1*c2^2+81*_a^3*a3^2*c2^4+72*_a^3*a3*b1^4*c2-108*_a^3*a3*b1^3*b2*c1-14
4*_a^3*a3*b1^3*c2^2+162*_a^3*a3*b1^2*b2*c1*c2+324*_a^3*a3*b1^2*b3*c1*c2-54*_a^3*
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2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a
1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729
*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*
a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a1
*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+43
74*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162
*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a
1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*
a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458*
a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a
1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+16
2*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2
^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1
*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a
2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*
a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b
3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-7
29*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458
*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2
*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+64
8*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*
b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*
a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-
1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187
*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c
1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c
1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c
1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a
2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3
*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1
*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^
2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2
^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2
*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-
b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2
*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-
a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1^2*b1^2-3*RootOf(-27*Intat((a1^2-a1*a2+2*a1
*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*
a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4
*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c
2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126
*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3
*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a
^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1
*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*
a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1
-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1
^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^
3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c
2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^
3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2
*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_
a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1
^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^
2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*
c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*
_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a
1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2
*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*
b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*
c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_
a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3
*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^
2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-14
4*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b
1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2
^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-
108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a
^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*
b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2
+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a
1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2
+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a
2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*b3*c1-108*_a^3*a1*a2^3*b3*c2-12
0*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3
*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*
b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b
3*c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1
+432*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*
_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1
*a2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1
*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*
a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1
^4+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a2*b1^3*c2-108*_a^3*a1*a2*b1^2*b2*c2-54*_a^
3*a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a2*b1^2*c2^2+162*_a^3*a
1*a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a
1*a2*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*
b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*_a^3*a1*a2*b3^2*c1*c2-54*_a^3*a1*a2*b3*c1*c
2^2-324*_a^3*a1*a2*b3*c2^3-60*_a^3*a1*a2*c2^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*
a1*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3+288*_a^3*a1*a3*b1^3*c2-324*_a^3*a1*a3*b1^
2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2+486*_a^3*a1*a3*b1*b2^
2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2*c2^2+648*_a^3*a1*a3*b1*b3*c
1*c2-972*_a^3*a1*a3*b1*b3*c2^2-108*_a^3*a1*a3*b1*c2^3-972*_a^3*a1*a3*b2^2*c1*c2-
486*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2+162*_a^3*a1*a3*b2*c1*c2^2-
324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*a1*a3*b3*c2^3+126*_a^3
*a1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1
^3*b2*c2+144*_a^3*a1*b1^3*b3*c1-108*_a^3*a1*b1^3*b3*c2-12*_a^3*a1*b1^3*c2^2-162*
_a^3*a1*b1^2*b2*b3*c1-54*_a^3*a1*b1^2*b2*c2^2-54*_a^3*a1*b1^2*b3*c1*c2+162*_a^3*
a1*b1^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+162*_a^3*a1*b1*b2*b3*c1*c2-144*_a^3*a1*b1*b
2*c2^3+162*_a^3*a1*b1*b3^2*c1^2-486*_a^3*a1*b1*b3^2*c1*c2-216*_a^3*a1*b1*b3*c1*c
2^2+162*_a^3*a1*b1*b3*c2^3-6*_a^3*a1*b1*c2^4+324*_a^3*a1*b2*b3*c1*c2^2+72*_a^3*a
1*b2*c2^4+162*_a^3*a1*b3^2*c1^2*c2-486*_a^3*a1*b3^2*c1*c2^2-18*_a^3*a1*b3*c1*c2^
3-108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5+4*_a^3*a2^6-12*_a^3*a2^5*b1+24*_a^3*a2^5*c
2-36*_a^3*a2^4*a3*c2-3*_a^3*a2^4*b1^2-60*_a^3*a2^4*b1*c2+36*_a^3*a2^4*b3*c1+60*_
a^3*a2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-108*_a^3*a2^3*a3*b2*c1-144*_a^3*a2^3*a3*c2^
2+26*_a^3*a2^3*b1^3-12*_a^3*a2^3*b1^2*c2-18*_a^3*a2^3*b1*b3*c1-120*_a^3*a2^3*b1*
c2^2+144*_a^3*a2^3*b3*c1*c2+80*_a^3*a2^3*c2^3+81*_a^3*a2^2*a3^2*c2^2-54*_a^3*a2^
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c2+2916*a1^2*a3*b1*b2*c2+1458*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*a1^2*a3*
b2*c2^2-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1^3*b2-81
0*a1^2*b1^3*c2+729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3*c1+972*
a1^2*b1^2*c2^2-729*a1^2*b1*b2^2*c2-2916*a1^2*b1*b2*b3*c1-1458*a1^2*b1*b2*c2^2-14
58*a1^2*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*c2^2+145
8*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*a
1^2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2-405*a1*a2^4*c2+486*a1*a2^3*a3*
c2-567*a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^3*b1*c2-972*a1*a2^3*b2*c2-486*a
1*a2^3*b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*b2*c2+1458*a
1*a2^2*a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^2*c2+1458*a1
*a2^2*b1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-1458*a1*a2^2*b2*b3*c1-
1458*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*a1*a2*a3^2*c2^2+
1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2916*a1*a2*a3
*b2*c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*a2*b1^4+486*a1*a2*b1^3
*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1701*a1*a2*b1
^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b3*c1*c2+1296
*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a2*b3^2*c1^2-1458
*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2^2-729*a
1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2-1458*a1
*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b3*c1*c2+
1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*a1*b1^4*
b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-1458*a1*b
1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+1458*a1*
b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c2^2+324*
a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2
*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243*a2^4*a3
*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a3*b1*c2-
972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2^3*b1*c2
^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c2+1458*a
2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1
^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c
2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1*c2^2+14
58*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+14
58*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-
486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2
*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b
3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^
2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2
-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458
*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b
1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-
729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^
2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3
*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*
c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*
c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*
x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1
*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*
b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*
c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c
2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*
c1^2),x)+_C1)*a1^2*c2^2-9*a1*b1*c2^2+9*a1^2*b2^2*x^2-9*a3*c1*c2^2+18*a1*a2*c2^2-
18*a3*c2^2*x*a2-18*b1^2*c2*x*a2+18*b1*c2^2*x*a2-9*a3*c2^2*x*b1+9*a1^3*a2-18*a1*a
2*b1*b2*x-6*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c
2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b
1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a
1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b
1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1
-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*
_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b
1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*
a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+
288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1
^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^
3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3
*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a
1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26
*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_
a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2
^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*
c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*
_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a
^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a
2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*
b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c
2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-2
16*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*
a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*
a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b
2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c
2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b
1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-
324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^
3*a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1
^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*
c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81
*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a
1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*
a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*
a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18
*_a^3*a1*a2^3*b3*c1-108*_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^
2*a3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*
a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-43
2*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_
a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a
1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3
^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b
1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2
*c1*c2-648*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3
*c2^2+378*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a
1*a2*b1^3*c2-108*_a^3*a1*a2*b1^2*b2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b
1^2*b3*c2+234*_a^3*a1*a2*b1^2*c2^2+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*
b2*c2^2-432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a1*a2*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2
^3+648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-48
6*_a^3*a1*a2*b3^2*c1*c2-54*_a^3*a1*a2*b3*c1*c2^2-324*_a^3*a1*a2*b3*c2^3-60*_a^3*
a1*a2*c2^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c
2^3+288*_a^3*a1*a3*b1^3*c2-324*_a^3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-4
32*_a^3*a1*a3*b1^2*c2^2+486*_a^3*a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810
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2-108*_a^3*a2^3*a3*b2*c1-144*_a^3*a2^3*a3*c2^2+26*_a^3*a2^3*b1^3-12*_a^3*a2^3*b1
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-216*_a^3*a2^2*a3*c2^3-3*_a^3*a2^2*b1^4+78*_a^3*a2^2*b1^3*c2-108*_a^3*a2^2*b1^2*
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a^3*a2^2*b3^2*c1^2+216*_a^3*a2^2*b3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*a2*a3^2*b
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2*_a^3*a2*a3*b1^2*b2*c1-108*_a^3*a2*a3*b1^2*c2^2+324*_a^3*a2*a3*b1*b2*c1*c2+162*
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6*_a^3*a2*b1^4*c2-18*_a^3*a2*b1^3*b3*c1+78*_a^3*a2*b1^3*c2^2-216*_a^3*a2*b1^2*b3
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*_a^3*a2*b1*c2^4+162*_a^3*a2*b3^2*c1^2*c2+144*_a^3*a2*b3*c1*c2^3+24*_a^3*a2*c2^5
+324*_a^3*a3^2*b1^2*c2^2-972*_a^3*a3^2*b1*b2*c1*c2-324*_a^3*a3^2*b1*c2^3+729*_a^
3*a3^2*b2^2*c1^2+486*_a^3*a3^2*b2*c1*c2^2+81*_a^3*a3^2*c2^4+72*_a^3*a3*b1^4*c2-1
08*_a^3*a3*b1^3*b2*c1-144*_a^3*a3*b1^3*c2^2+162*_a^3*a3*b1^2*b2*c1*c2+324*_a^3*a
3*b1^2*b3*c1*c2-54*_a^3*a3*b1^2*c2^3-486*_a^3*a3*b1*b2*b3*c1^2+162*_a^3*a3*b1*b2
*c1*c2^2+162*_a^3*a3*b1*b3*c1*c2^2+126*_a^3*a3*b1*c2^4-486*_a^3*a3*b2*b3*c1^2*c2
-108*_a^3*a3*b2*c1*c2^3-162*_a^3*a3*b3*c1*c2^3-36*_a^3*a3*c2^5+4*_a^3*b1^6-12*_a
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3*c2^3+81*_a^3*b1^2*b3^2*c1^2-108*_a^3*b1^2*b3*c1*c2^2-3*_a^3*b1^2*c2^4+162*_a^3
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*_a^3*b3*c1*c2^4+4*_a^3*c2^6-27*_a*a1^6+81*_a*a1^5*a2-162*_a*a1^5*b1+243*_a*a1^5
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729*_a*a1^4*b2^2-486*_a*a1^4*b2*c2-243*_a*a1^4*b3*c1-162*_a*a1^4*c2^2+189*_a*a1^
3*a2^3-648*_a*a1^3*a2^2*b1+729*_a*a1^3*a2^2*b2+567*_a*a1^3*a2^2*c2-486*_a*a1^3*a
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72*_a*a1^3*b1*b3*c1-648*_a*a1^3*b1*c2^2+729*_a*a1^3*b2^3+729*_a*a1^3*b2^2*c2+145
8*_a*a1^3*b2*b3*c1+729*_a*a1^3*b2*c2^2+486*_a*a1^3*b3*c1*c2+189*_a*a1^3*c2^3-162
*_a*a1^2*a2^4+567*_a*a1^2*a2^3*b1-486*_a*a1^2*a2^3*b2-648*_a*a1^2*a2^3*c2+729*_a
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729*_a*a1^2*a2*b1*b2^2+2916*_a*a1^2*a2*b1*b2*c2+1458*_a*a1^2*a2*b1*b3*c1+1701*_a
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2*b2*c2^2-1458*_a*a1^2*a2*b3*c1*c2-648*_a*a1^2*a2*c2^3-729*_a*a1^2*a3^2*c2^2+145
8*_a*a1^2*a3*b1^2*c2-2916*_a*a1^2*a3*b1*b2*c2-1458*_a*a1^2*a3*b1*c2^2+2187*_a*a1
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58*_a*a1*a2*b1*b2*c2^2-2916*_a*a1*a2*b1*b3*c1*c2-1296*_a*a1*a2*b1*c2^3+2916*_a*a
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*c2^4-162*_a*a1*b1^5+243*_a*a1*b1^4*b2+405*_a*a1*b1^4*c2-486*_a*a1*b1^3*b2*c2-97
2*_a*a1*b1^3*b3*c1-648*_a*a1*b1^3*c2^2+1458*_a*a1*b1^2*b2*b3*c1+729*_a*a1*b1^2*b
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6*_a*a1*b1*b2*c2^3-1458*_a*a1*b1*b3^2*c1^2-1458*_a*a1*b1*b3*c1*c2^2-324*_a*a1*b1
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1-405*_a*a2^4*c2^2-486*_a*a2^3*a3*b1*c2+972*_a*a2^3*a3*c2^2+189*_a*a2^3*b1^3-648
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40*_a*a2^3*c2^3-729*_a*a2^2*a3^2*c2^2+729*_a*a2^2*a3*b1^2*c2-1458*_a*a2^2*a3*b1*
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b1^3*c2-729*_a*a2^2*b1^2*b3*c1-972*_a*a2^2*b1^2*c2^2+1458*_a*a2^2*b1*b3*c1*c2+81
0*_a*a2^2*b1*c2^3-729*_a*a2^2*b3^2*c1^2-1458*_a*a2^2*b3*c1*c2^2-405*_a*a2^2*c2^4
+729*_a*a2*a3^2*b1*c2^2-1458*_a*a2*a3^2*c2^3-486*_a*a2*a3*b1^3*c2+1458*_a*a2*a3*
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1^2*c2^2-243*_a*b3*c1*c2^4-27*_a*c2^6+27*a1^6-81*a1^5*a2+162*a1^5*b1-243*a1^5*b2
-81*a1^5*c2+162*a1^4*a2^2-405*a1^4*a2*b1+486*a1^4*a2*b2+324*a1^4*a2*c2-243*a1^4*
a3*c2+405*a1^4*b1^2-972*a1^4*b1*b2-405*a1^4*b1*c2+729*a1^4*b2^2+486*a1^4*b2*c2+2
43*a1^4*b3*c1+162*a1^4*c2^2-189*a1^3*a2^3+648*a1^3*a2^2*b1-729*a1^3*a2^2*b2-567*
a1^3*a2^2*c2+486*a1^3*a2*a3*c2-810*a1^3*a2*b1^2+1458*a1^3*a2*b1*b2+1296*a1^3*a2*
b1*c2-729*a1^3*a2*b2^2-1458*a1^3*a2*b2*c2-486*a1^3*a2*b3*c1-567*a1^3*a2*c2^2-972
*a1^3*a3*b1*c2+1458*a1^3*a3*b2*c2+486*a1^3*a3*c2^2+540*a1^3*b1^3-1458*a1^3*b1^2*
b2-810*a1^3*b1^2*c2+1458*a1^3*b1*b2^2+1458*a1^3*b1*b2*c2+972*a1^3*b1*b3*c1+648*a
1^3*b1*c2^2-729*a1^3*b2^3-729*a1^3*b2^2*c2-1458*a1^3*b2*b3*c1-729*a1^3*b2*c2^2-4
86*a1^3*b3*c1*c2-189*a1^3*c2^3+162*a1^2*a2^4-567*a1^2*a2^3*b1+486*a1^2*a2^3*b2+6
48*a1^2*a2^3*c2-729*a1^2*a2^2*a3*c2+972*a1^2*a2^2*b1^2-1458*a1^2*a2^2*b1*b2-1701
*a1^2*a2^2*b1*c2+729*a1^2*a2^2*b2^2+1458*a1^2*a2^2*b2*c2+729*a1^2*a2^2*b3*c1+972
*a1^2*a2^2*c2^2+1458*a1^2*a2*a3*b1*c2-1458*a1^2*a2*a3*b2*c2-1458*a1^2*a2*a3*c2^2
-810*a1^2*a2*b1^3+1458*a1^2*a2*b1^2*b2+1944*a1^2*a2*b1^2*c2-729*a1^2*a2*b1*b2^2-
2916*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1*b3*c1-1701*a1^2*a2*b1*c2^2+1458*a1^2*a2*b2
^2*c2+1458*a1^2*a2*b2*b3*c1+1458*a1^2*a2*b2*c2^2+1458*a1^2*a2*b3*c1*c2+648*a1^2*
a2*c2^3+729*a1^2*a3^2*c2^2-1458*a1^2*a3*b1^2*c2+2916*a1^2*a3*b1*b2*c2+1458*a1^2*
a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*a1^2*a3*b2*c2^2-1458*a1^2*a3*b3*c1*c2-729*a
1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1^3*b2-810*a1^2*b1^3*c2+729*a1^2*b1^2*b2^2+1
458*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3*c1+972*a1^2*b1^2*c2^2-729*a1^2*b1*b2^2*c2-
2916*a1^2*b1*b2*b3*c1-1458*a1^2*b1*b2*c2^2-1458*a1^2*b1*b3*c1*c2-567*a1^2*b1*c2^
3+2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*c2^2+1458*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3
+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*a1^2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-
243*a1*a2^4*b2-405*a1*a2^4*c2+486*a1*a2^3*a3*c2-567*a1*a2^3*b1^2+486*a1*a2^3*b1*
b2+1296*a1*a2^3*b1*c2-972*a1*a2^3*b2*c2-486*a1*a2^3*b3*c1-810*a1*a2^3*c2^2-1458*
a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*b2*c2+1458*a1*a2^2*a3*c2^2+648*a1*a2^2*b1^3-729
*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^2*c2+1458*a1*a2^2*b1*b2*c2+1458*a1*a2^2*b1*b3*c
1+1944*a1*a2^2*b1*c2^2-1458*a1*a2^2*b2*b3*c1-1458*a1*a2^2*b2*c2^2-1458*a1*a2^2*b
3*c1*c2-810*a1*a2^2*c2^3-729*a1*a2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3
*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2916*a1*a2*a3*b2*c2^2+1458*a1*a2*a3*b3*c1*c2+145
8*a1*a2*a3*c2^3-405*a1*a2*b1^4+486*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b
1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458
*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*
c2-972*a1*a2*b2*c2^3-729*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+14
58*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*
a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*
c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1
*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2
+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-14
58*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+14
58*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-145
8*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2
^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+24
3*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*
a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+
729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c
2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*
b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3
*c1*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1
458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c
2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+
1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2
-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3
+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b
1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*
c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-
81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2
*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2
^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+
Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*
b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-
a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b
1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*
c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*
x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b
1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2
*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1
*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1*a2*b1*b2*x^2-6*Roo
tOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-
b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*
b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^
3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1
^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*
b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*
b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1
^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-1
8*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a
3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_
a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+
378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^
3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54
*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3
-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c
2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a
^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^
2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3
*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c
2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_
a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*
a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2
*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2
*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+
432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432
*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^
3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^
2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*
a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b
1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3
*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+
324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a
1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2
*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+
162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3
*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_
a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*b
3*c1-108*_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*
_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3
*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*
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^3-729*_a*a2^2*b3^2*c1^2-1458*_a*a2^2*b3*c1*c2^2-405*_a*a2^2*c2^4+729*_a*a2*a3^2
*b1*c2^2-1458*_a*a2*a3^2*c2^3-486*_a*a2*a3*b1^3*c2+1458*_a*a2*a3*b1^2*c2^2-1458*
_a*a2*a3*b1*b3*c1*c2-1458*_a*a2*a3*b1*c2^3+2916*_a*a2*a3*b3*c1*c2^2+972*_a*a2*a3
*c2^4+81*_a*a2*b1^5-324*_a*a2*b1^4*c2+486*_a*a2*b1^3*b3*c1+567*_a*a2*b1^3*c2^2-1
458*_a*a2*b1^2*b3*c1*c2-648*_a*a2*b1^2*c2^3+729*_a*a2*b1*b3^2*c1^2+1458*_a*a2*b1
*b3*c1*c2^2+405*_a*a2*b1*c2^4-1458*_a*a2*b3^2*c1^2*c2-972*_a*a2*b3*c1*c2^3-162*_
a*a2*c2^5+729*_a*a3^3*c2^3-729*_a*a3^2*b1^2*c2^2+729*_a*a3^2*b1*c2^3-2187*_a*a3^
2*b3*c1*c2^2-729*_a*a3^2*c2^4+243*_a*a3*b1^4*c2-486*_a*a3*b1^3*c2^2+1458*_a*a3*b
1^2*b3*c1*c2+729*_a*a3*b1^2*c2^3-1458*_a*a3*b1*b3*c1*c2^2-486*_a*a3*b1*c2^4+2187
*_a*a3*b3^2*c1^2*c2+1458*_a*a3*b3*c1*c2^3+243*_a*a3*c2^5-27*_a*b1^6+81*_a*b1^5*c
2-243*_a*b1^4*b3*c1-162*_a*b1^4*c2^2+486*_a*b1^3*b3*c1*c2+189*_a*b1^3*c2^3-729*_
a*b1^2*b3^2*c1^2-729*_a*b1^2*b3*c1*c2^2-162*_a*b1^2*c2^4+729*_a*b1*b3^2*c1^2*c2+
486*_a*b1*b3*c1*c2^3+81*_a*b1*c2^5-729*_a*b3^3*c1^3-729*_a*b3^2*c1^2*c2^2-243*_a
*b3*c1*c2^4-27*_a*c2^6+27*a1^6-81*a1^5*a2+162*a1^5*b1-243*a1^5*b2-81*a1^5*c2+162
*a1^4*a2^2-405*a1^4*a2*b1+486*a1^4*a2*b2+324*a1^4*a2*c2-243*a1^4*a3*c2+405*a1^4*
b1^2-972*a1^4*b1*b2-405*a1^4*b1*c2+729*a1^4*b2^2+486*a1^4*b2*c2+243*a1^4*b3*c1+1
62*a1^4*c2^2-189*a1^3*a2^3+648*a1^3*a2^2*b1-729*a1^3*a2^2*b2-567*a1^3*a2^2*c2+48
6*a1^3*a2*a3*c2-810*a1^3*a2*b1^2+1458*a1^3*a2*b1*b2+1296*a1^3*a2*b1*c2-729*a1^3*
a2*b2^2-1458*a1^3*a2*b2*c2-486*a1^3*a2*b3*c1-567*a1^3*a2*c2^2-972*a1^3*a3*b1*c2+
1458*a1^3*a3*b2*c2+486*a1^3*a3*c2^2+540*a1^3*b1^3-1458*a1^3*b1^2*b2-810*a1^3*b1^
2*c2+1458*a1^3*b1*b2^2+1458*a1^3*b1*b2*c2+972*a1^3*b1*b3*c1+648*a1^3*b1*c2^2-729
*a1^3*b2^3-729*a1^3*b2^2*c2-1458*a1^3*b2*b3*c1-729*a1^3*b2*c2^2-486*a1^3*b3*c1*c
2-189*a1^3*c2^3+162*a1^2*a2^4-567*a1^2*a2^3*b1+486*a1^2*a2^3*b2+648*a1^2*a2^3*c2
-729*a1^2*a2^2*a3*c2+972*a1^2*a2^2*b1^2-1458*a1^2*a2^2*b1*b2-1701*a1^2*a2^2*b1*c
2+729*a1^2*a2^2*b2^2+1458*a1^2*a2^2*b2*c2+729*a1^2*a2^2*b3*c1+972*a1^2*a2^2*c2^2
+1458*a1^2*a2*a3*b1*c2-1458*a1^2*a2*a3*b2*c2-1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b1
^3+1458*a1^2*a2*b1^2*b2+1944*a1^2*a2*b1^2*c2-729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b1
*b2*c2-1458*a1^2*a2*b1*b3*c1-1701*a1^2*a2*b1*c2^2+1458*a1^2*a2*b2^2*c2+1458*a1^2
*a2*b2*b3*c1+1458*a1^2*a2*b2*c2^2+1458*a1^2*a2*b3*c1*c2+648*a1^2*a2*c2^3+729*a1^
2*a3^2*c2^2-1458*a1^2*a3*b1^2*c2+2916*a1^2*a3*b1*b2*c2+1458*a1^2*a3*b1*c2^2-2187
*a1^2*a3*b2^2*c2-1458*a1^2*a3*b2*c2^2-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405
*a1^2*b1^4-972*a1^2*b1^3*b2-810*a1^2*b1^3*c2+729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*b
2*c2+1458*a1^2*b1^2*b3*c1+972*a1^2*b1^2*c2^2-729*a1^2*b1*b2^2*c2-2916*a1^2*b1*b2
*b3*c1-1458*a1^2*b1*b2*c2^2-1458*a1^2*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2^
2*b3*c1+729*a1^2*b2^2*c2^2+1458*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*
c1^2+729*a1^2*b3*c1*c2^2+162*a1^2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2-
405*a1*a2^4*c2+486*a1*a2^3*a3*c2-567*a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^3
*b1*c2-972*a1*a2^3*b2*c2-486*a1*a2^3*b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*c
2+1458*a1*a2^2*a3*b2*c2+1458*a1*a2^2*a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*b
2-1701*a1*a2^2*b1^2*c2+1458*a1*a2^2*b1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2*
b1*c2^2-1458*a1*a2^2*b2*b3*c1-1458*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*
a2^2*c2^3-729*a1*a2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*
a1*a2*a3*b1*c2^2+2916*a1*a2*a3*b2*c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3
-405*a1*a2*b1^4+486*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*
a1*a2*b1^2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2
^2+2916*a1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2
*c2^3-729*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c
2^2-2187*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c
2+1458*a1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b
1*c2^3+4374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3
*c2^4+162*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3
*c1+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c
1*c2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c
1^2+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c
2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a
2^5*b1+162*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+40
5*a2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-48
6*a2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c
2^2-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*
c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*
a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2
^2*c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*
c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c
2^4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3
*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4
+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*
c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b
1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*
c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*
b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*
b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+7
29*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*
c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2
^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b
1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2
+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*
x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^
2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*
c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c
2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x
+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1*a2*b2*c2*x^2+18*RootOf(-27*Intat(
(a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+
c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^
5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+7
2*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a
^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a
1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^
3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24
*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2
*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a
^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-
216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*
b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*
_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*
c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a
2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2
*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b
1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+1
62*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^
3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a
1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1
*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*
c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-9
72*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*
_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*
a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*
b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c
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+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_
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2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3
*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*
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3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-
54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_
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c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a3*b2*c
2^2+162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3*c2^3-
60*_a^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a2*b1^3*c2-108*_a^3*a1*a2*b
1^2*b2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a2*b1^2
*c2^2+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*b1*b3*
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+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*_a^3*a1*a2*b3^2*c1*c2-54*_a
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1*c2^2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3+288*_a^3*a1*a3*b1^3*c2-32
4*_a^3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2+486*_
a^3*a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2*c2^2+648*_a
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1*a3*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*a1*a3*
b3*c2^3+126*_a^3*a1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*b1^4*c
2+126*_a^3*a1*b1^3*b2*c2+144*_a^3*a1*b1^3*b3*c1-108*_a^3*a1*b1^3*b3*c2-12*_a^3*a
1*b1^3*c2^2-162*_a^3*a1*b1^2*b2*b3*c1-54*_a^3*a1*b1^2*b2*c2^2-54*_a^3*a1*b1^2*b3
*c1*c2+162*_a^3*a1*b1^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+162*_a^3*a1*b1*b2*b3*c1*c2-
144*_a^3*a1*b1*b2*c2^3+162*_a^3*a1*b1*b3^2*c1^2-486*_a^3*a1*b1*b3^2*c1*c2-216*_a
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1*c2^2+72*_a^3*a1*b2*c2^4+162*_a^3*a1*b3^2*c1^2*c2-486*_a^3*a1*b3^2*c1*c2^2-18*_
a^3*a1*b3*c1*c2^3-108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5+4*_a^3*a2^6-12*_a^3*a2^5*b
1+24*_a^3*a2^5*c2-36*_a^3*a2^4*a3*c2-3*_a^3*a2^4*b1^2-60*_a^3*a2^4*b1*c2+36*_a^3
*a2^4*b3*c1+60*_a^3*a2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-108*_a^3*a2^3*a3*b2*c1-144*
_a^3*a2^3*a3*c2^2+26*_a^3*a2^3*b1^3-12*_a^3*a2^3*b1^2*c2-18*_a^3*a2^3*b1*b3*c1-1
20*_a^3*a2^3*b1*c2^2+144*_a^3*a2^3*b3*c1*c2+80*_a^3*a2^3*c2^3+81*_a^3*a2^2*a3^2*
c2^2-54*_a^3*a2^2*a3*b1^2*c2+162*_a^3*a2^2*a3*b1*b2*c1+378*_a^3*a2^2*a3*b1*c2^2-
324*_a^3*a2^2*a3*b2*c1*c2-162*_a^3*a2^2*a3*b3*c1*c2-216*_a^3*a2^2*a3*c2^3-3*_a^3
*a2^2*b1^4+78*_a^3*a2^2*b1^3*c2-108*_a^3*a2^2*b1^2*b3*c1-18*_a^3*a2^2*b1^2*c2^2-
54*_a^3*a2^2*b1*b3*c1*c2-120*_a^3*a2^2*b1*c2^3+81*_a^3*a2^2*b3^2*c1^2+216*_a^3*a
2^2*b3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*a2*a3^2*b1*c2^2+486*_a^3*a2*a3^2*b2*c1
*c2+162*_a^3*a2*a3^2*c2^3-144*_a^3*a2*a3*b1^3*c2+162*_a^3*a2*a3*b1^2*b2*c1-108*_
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^3*a2*a3*b1*c2^3-486*_a^3*a2*a3*b2*b3*c1^2-324*_a^3*a2*a3*b2*c1*c2^2-324*_a^3*a2
*a3*b3*c1*c2^2-144*_a^3*a2*a3*c2^4-12*_a^3*a2*b1^5-6*_a^3*a2*b1^4*c2-18*_a^3*a2*
b1^3*b3*c1+78*_a^3*a2*b1^3*c2^2-216*_a^3*a2*b1^2*b3*c1*c2-12*_a^3*a2*b1^2*c2^3+1
62*_a^3*a2*b1*b3^2*c1^2-54*_a^3*a2*b1*b3*c1*c2^2-60*_a^3*a2*b1*c2^4+162*_a^3*a2*
b3^2*c1^2*c2+144*_a^3*a2*b3*c1*c2^3+24*_a^3*a2*c2^5+324*_a^3*a3^2*b1^2*c2^2-972*
_a^3*a3^2*b1*b2*c1*c2-324*_a^3*a3^2*b1*c2^3+729*_a^3*a3^2*b2^2*c1^2+486*_a^3*a3^
2*b2*c1*c2^2+81*_a^3*a3^2*c2^4+72*_a^3*a3*b1^4*c2-108*_a^3*a3*b1^3*b2*c1-144*_a^
3*a3*b1^3*c2^2+162*_a^3*a3*b1^2*b2*c1*c2+324*_a^3*a3*b1^2*b3*c1*c2-54*_a^3*a3*b1
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*c2^2+126*_a^3*a3*b1*c2^4-486*_a^3*a3*b2*b3*c1^2*c2-108*_a^3*a3*b2*c1*c2^3-162*_
a^3*a3*b3*c1*c2^3-36*_a^3*a3*c2^5+4*_a^3*b1^6-12*_a^3*b1^5*c2+36*_a^3*b1^4*b3*c1
-3*_a^3*b1^4*c2^2-18*_a^3*b1^3*b3*c1*c2+26*_a^3*b1^3*c2^3+81*_a^3*b1^2*b3^2*c1^2
-108*_a^3*b1^2*b3*c1*c2^2-3*_a^3*b1^2*c2^4+162*_a^3*b1*b3^2*c1^2*c2-18*_a^3*b1*b
3*c1*c2^3-12*_a^3*b1*c2^5+81*_a^3*b3^2*c1^2*c2^2+36*_a^3*b3*c1*c2^4+4*_a^3*c2^6-
27*_a*a1^6+81*_a*a1^5*a2-162*_a*a1^5*b1+243*_a*a1^5*b2+81*_a*a1^5*c2-162*_a*a1^4
*a2^2+405*_a*a1^4*a2*b1-486*_a*a1^4*a2*b2-324*_a*a1^4*a2*c2+243*_a*a1^4*a3*c2-40
5*_a*a1^4*b1^2+972*_a*a1^4*b1*b2+405*_a*a1^4*b1*c2-729*_a*a1^4*b2^2-486*_a*a1^4*
b2*c2-243*_a*a1^4*b3*c1-162*_a*a1^4*c2^2+189*_a*a1^3*a2^3-648*_a*a1^3*a2^2*b1+72
9*_a*a1^3*a2^2*b2+567*_a*a1^3*a2^2*c2-486*_a*a1^3*a2*a3*c2+810*_a*a1^3*a2*b1^2-1
458*_a*a1^3*a2*b1*b2-1296*_a*a1^3*a2*b1*c2+729*_a*a1^3*a2*b2^2+1458*_a*a1^3*a2*b
2*c2+486*_a*a1^3*a2*b3*c1+567*_a*a1^3*a2*c2^2+972*_a*a1^3*a3*b1*c2-1458*_a*a1^3*
a3*b2*c2-486*_a*a1^3*a3*c2^2-540*_a*a1^3*b1^3+1458*_a*a1^3*b1^2*b2+810*_a*a1^3*b
1^2*c2-1458*_a*a1^3*b1*b2^2-1458*_a*a1^3*b1*b2*c2-972*_a*a1^3*b1*b3*c1-648*_a*a1
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3*b2*c2^2+486*_a*a1^3*b3*c1*c2+189*_a*a1^3*c2^3-162*_a*a1^2*a2^4+567*_a*a1^2*a2^
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a2^2*b1^2+1458*_a*a1^2*a2^2*b1*b2+1701*_a*a1^2*a2^2*b1*c2-729*_a*a1^2*a2^2*b2^2-
1458*_a*a1^2*a2^2*b2*c2-729*_a*a1^2*a2^2*b3*c1-972*_a*a1^2*a2^2*c2^2-1458*_a*a1^
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c1*c2-648*_a*a1^2*a2*c2^3-729*_a*a1^2*a3^2*c2^2+1458*_a*a1^2*a3*b1^2*c2-2916*_a*
a1^2*a3*b1*b2*c2-1458*_a*a1^2*a3*b1*c2^2+2187*_a*a1^2*a3*b2^2*c2+1458*_a*a1^2*a3
*b2*c2^2+1458*_a*a1^2*a3*b3*c1*c2+729*_a*a1^2*a3*c2^3-405*_a*a1^2*b1^4+972*_a*a1
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8*_a*a1^2*b1^2*b3*c1-972*_a*a1^2*b1^2*c2^2+729*_a*a1^2*b1*b2^2*c2+2916*_a*a1^2*b
1*b2*b3*c1+1458*_a*a1^2*b1*b2*c2^2+1458*_a*a1^2*b1*b3*c1*c2+567*_a*a1^2*b1*c2^3-
2187*_a*a1^2*b2^2*b3*c1-729*_a*a1^2*b2^2*c2^2-1458*_a*a1^2*b2*b3*c1*c2-486*_a*a1
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1*a2^5-324*_a*a1*a2^4*b1+243*_a*a1*a2^4*b2+405*_a*a1*a2^4*c2-486*_a*a1*a2^3*a3*c
2+567*_a*a1*a2^3*b1^2-486*_a*a1*a2^3*b1*b2-1296*_a*a1*a2^3*b1*c2+972*_a*a1*a2^3*
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*b2+1701*_a*a1*a2^2*b1^2*c2-1458*_a*a1*a2^2*b1*b2*c2-1458*_a*a1*a2^2*b1*b3*c1-19
44*_a*a1*a2^2*b1*c2^2+1458*_a*a1*a2^2*b2*b3*c1+1458*_a*a1*a2^2*b2*c2^2+1458*_a*a
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*c2+1458*_a*a1*a2*a3*b1*b2*c2+2916*_a*a1*a2*a3*b1*c2^2-2916*_a*a1*a2*a3*b2*c2^2-
1458*_a*a1*a2*a3*b3*c1*c2-1458*_a*a1*a2*a3*c2^3+405*_a*a1*a2*b1^4-486*_a*a1*a2*b
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701*_a*a1*a2*b1^2*c2^2-1458*_a*a1*a2*b1*b2*b3*c1-1458*_a*a1*a2*b1*b2*c2^2-2916*_
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*b2*c2^3+729*_a*a1*a2*b3^2*c1^2+1458*_a*a1*a2*b3*c1*c2^2+405*_a*a1*a2*c2^4-1458*
_a*a1*a3^2*b1*c2^2+2187*_a*a1*a3^2*b2*c2^2+729*_a*a1*a3^2*c2^3+972*_a*a1*a3*b1^3
*c2-1458*_a*a1*a3*b1^2*b2*c2-1458*_a*a1*a3*b1^2*c2^2+1458*_a*a1*a3*b1*b2*c2^2+29
16*_a*a1*a3*b1*b3*c1*c2+1458*_a*a1*a3*b1*c2^3-4374*_a*a1*a3*b2*b3*c1*c2-1458*_a*
a1*a3*b2*c2^3-1458*_a*a1*a3*b3*c1*c2^2-486*_a*a1*a3*c2^4-162*_a*a1*b1^5+243*_a*a
1*b1^4*b2+405*_a*a1*b1^4*c2-486*_a*a1*b1^3*b2*c2-972*_a*a1*b1^3*b3*c1-648*_a*a1*
b1^3*c2^2+1458*_a*a1*b1^2*b2*b3*c1+729*_a*a1*b1^2*b2*c2^2+1458*_a*a1*b1^2*b3*c1*
c2+567*_a*a1*b1^2*c2^3-1458*_a*a1*b1*b2*b3*c1*c2-486*_a*a1*b1*b2*c2^3-1458*_a*a1
*b1*b3^2*c1^2-1458*_a*a1*b1*b3*c1*c2^2-324*_a*a1*b1*c2^4+2187*_a*a1*b2*b3^2*c1^2
+1458*_a*a1*b2*b3*c1*c2^2+243*_a*a1*b2*c2^4+729*_a*a1*b3^2*c1^2*c2+486*_a*a1*b3*
c1*c2^3+81*_a*a1*c2^5-27*_a*a2^6+81*_a*a2^5*b1-162*_a*a2^5*c2+243*_a*a2^4*a3*c2-
162*_a*a2^4*b1^2+405*_a*a2^4*b1*c2-243*_a*a2^4*b3*c1-405*_a*a2^4*c2^2-486*_a*a2^
3*a3*b1*c2+972*_a*a2^3*a3*c2^2+189*_a*a2^3*b1^3-648*_a*a2^3*b1^2*c2+486*_a*a2^3*
b1*b3*c1+810*_a*a2^3*b1*c2^2-972*_a*a2^3*b3*c1*c2-540*_a*a2^3*c2^3-729*_a*a2^2*a
3^2*c2^2+729*_a*a2^2*a3*b1^2*c2-1458*_a*a2^2*a3*b1*c2^2+1458*_a*a2^2*a3*b3*c1*c2
+1458*_a*a2^2*a3*c2^3-162*_a*a2^2*b1^4+567*_a*a2^2*b1^3*c2-729*_a*a2^2*b1^2*b3*c
1-972*_a*a2^2*b1^2*c2^2+1458*_a*a2^2*b1*b3*c1*c2+810*_a*a2^2*b1*c2^3-729*_a*a2^2
*b3^2*c1^2-1458*_a*a2^2*b3*c1*c2^2-405*_a*a2^2*c2^4+729*_a*a2*a3^2*b1*c2^2-1458*
_a*a2*a3^2*c2^3-486*_a*a2*a3*b1^3*c2+1458*_a*a2*a3*b1^2*c2^2-1458*_a*a2*a3*b1*b3
*c1*c2-1458*_a*a2*a3*b1*c2^3+2916*_a*a2*a3*b3*c1*c2^2+972*_a*a2*a3*c2^4+81*_a*a2
*b1^5-324*_a*a2*b1^4*c2+486*_a*a2*b1^3*b3*c1+567*_a*a2*b1^3*c2^2-1458*_a*a2*b1^2
*b3*c1*c2-648*_a*a2*b1^2*c2^3+729*_a*a2*b1*b3^2*c1^2+1458*_a*a2*b1*b3*c1*c2^2+40
5*_a*a2*b1*c2^4-1458*_a*a2*b3^2*c1^2*c2-972*_a*a2*b3*c1*c2^3-162*_a*a2*c2^5+729*
_a*a3^3*c2^3-729*_a*a3^2*b1^2*c2^2+729*_a*a3^2*b1*c2^3-2187*_a*a3^2*b3*c1*c2^2-7
29*_a*a3^2*c2^4+243*_a*a3*b1^4*c2-486*_a*a3*b1^3*c2^2+1458*_a*a3*b1^2*b3*c1*c2+7
29*_a*a3*b1^2*c2^3-1458*_a*a3*b1*b3*c1*c2^2-486*_a*a3*b1*c2^4+2187*_a*a3*b3^2*c1
^2*c2+1458*_a*a3*b3*c1*c2^3+243*_a*a3*c2^5-27*_a*b1^6+81*_a*b1^5*c2-243*_a*b1^4*
b3*c1-162*_a*b1^4*c2^2+486*_a*b1^3*b3*c1*c2+189*_a*b1^3*c2^3-729*_a*b1^2*b3^2*c1
^2-729*_a*b1^2*b3*c1*c2^2-162*_a*b1^2*c2^4+729*_a*b1*b3^2*c1^2*c2+486*_a*b1*b3*c
1*c2^3+81*_a*b1*c2^5-729*_a*b3^3*c1^3-729*_a*b3^2*c1^2*c2^2-243*_a*b3*c1*c2^4-27
*_a*c2^6+27*a1^6-81*a1^5*a2+162*a1^5*b1-243*a1^5*b2-81*a1^5*c2+162*a1^4*a2^2-405
*a1^4*a2*b1+486*a1^4*a2*b2+324*a1^4*a2*c2-243*a1^4*a3*c2+405*a1^4*b1^2-972*a1^4*
b1*b2-405*a1^4*b1*c2+729*a1^4*b2^2+486*a1^4*b2*c2+243*a1^4*b3*c1+162*a1^4*c2^2-1
89*a1^3*a2^3+648*a1^3*a2^2*b1-729*a1^3*a2^2*b2-567*a1^3*a2^2*c2+486*a1^3*a2*a3*c
2-810*a1^3*a2*b1^2+1458*a1^3*a2*b1*b2+1296*a1^3*a2*b1*c2-729*a1^3*a2*b2^2-1458*a
1^3*a2*b2*c2-486*a1^3*a2*b3*c1-567*a1^3*a2*c2^2-972*a1^3*a3*b1*c2+1458*a1^3*a3*b
2*c2+486*a1^3*a3*c2^2+540*a1^3*b1^3-1458*a1^3*b1^2*b2-810*a1^3*b1^2*c2+1458*a1^3
*b1*b2^2+1458*a1^3*b1*b2*c2+972*a1^3*b1*b3*c1+648*a1^3*b1*c2^2-729*a1^3*b2^3-729
*a1^3*b2^2*c2-1458*a1^3*b2*b3*c1-729*a1^3*b2*c2^2-486*a1^3*b3*c1*c2-189*a1^3*c2^
3+162*a1^2*a2^4-567*a1^2*a2^3*b1+486*a1^2*a2^3*b2+648*a1^2*a2^3*c2-729*a1^2*a2^2
*a3*c2+972*a1^2*a2^2*b1^2-1458*a1^2*a2^2*b1*b2-1701*a1^2*a2^2*b1*c2+729*a1^2*a2^
2*b2^2+1458*a1^2*a2^2*b2*c2+729*a1^2*a2^2*b3*c1+972*a1^2*a2^2*c2^2+1458*a1^2*a2*
a3*b1*c2-1458*a1^2*a2*a3*b2*c2-1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b1^3+1458*a1^2*a
2*b1^2*b2+1944*a1^2*a2*b1^2*c2-729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1458*a1
^2*a2*b1*b3*c1-1701*a1^2*a2*b1*c2^2+1458*a1^2*a2*b2^2*c2+1458*a1^2*a2*b2*b3*c1+1
458*a1^2*a2*b2*c2^2+1458*a1^2*a2*b3*c1*c2+648*a1^2*a2*c2^3+729*a1^2*a3^2*c2^2-14
58*a1^2*a3*b1^2*c2+2916*a1^2*a3*b1*b2*c2+1458*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*
c2-1458*a1^2*a3*b2*c2^2-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972
*a1^2*b1^3*b2-810*a1^2*b1^3*c2+729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*b2*c2+1458*a1^2
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^2*b1*b2*c2^2-1458*a1^2*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+729*a1
^2*b2^2*c2^2+1458*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*
b3*c1*c2^2+162*a1^2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2-405*a1*a2^4*c2
+486*a1*a2^3*a3*c2-567*a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^3*b1*c2-972*a1*
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1*a2^2*b2*b3*c1-1458*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*
a1*a2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2
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4+486*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*
c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*
b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a
2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3
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1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1
*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b
1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^
3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1
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*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*
c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^
5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+48
6*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c
1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a
3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*
b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*
c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2
*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a
3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5
+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*
b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*
c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*
b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*
a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b
3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162
*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^
2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+7
29*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*
x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2
*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c
1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*
c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^
3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-
a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1
*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x
-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2
*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1*a3*b2*c2*x^2-6*RootOf(-27*Intat((a1^2-a1*a2+2*a
1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3
*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^
4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*
c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+12
6*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^
3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_
a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b
1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3
*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c
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9*_a*a3^2*b1^2*c2^2+729*_a*a3^2*b1*c2^3-2187*_a*a3^2*b3*c1*c2^2-729*_a*a3^2*c2^4
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6*a1^3*a2*b3*c1-567*a1^3*a2*c2^2-972*a1^3*a3*b1*c2+1458*a1^3*a3*b2*c2+486*a1^3*a
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58*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*
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78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3
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32*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^
3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1
^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b
1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c
2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+64
8*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_
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1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1
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c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-
972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1
^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*
_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1
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3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144
*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2
*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a
^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a
2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*
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2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c
1+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1
+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2
+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1^4+126*_a^3*a1
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c1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a1*a2*b1*b3*c2^
2-24*_a^3*a1*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a
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1*a2*b3*c2^3-60*_a^3*a1*a2*c2^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*a1*a3^2*b2*c1*
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*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2+162*_a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3
*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*a1*a3*b3*c2^3+126*_a^3*a1*a3*c2^4+24
*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1^3*b2*c2+144*_
a^3*a1*b1^3*b3*c1-108*_a^3*a1*b1^3*b3*c2-12*_a^3*a1*b1^3*c2^2-162*_a^3*a1*b1^2*b
2*b3*c1-54*_a^3*a1*b1^2*b2*c2^2-54*_a^3*a1*b1^2*b3*c1*c2+162*_a^3*a1*b1^2*b3*c2^
2+78*_a^3*a1*b1^2*c2^3+162*_a^3*a1*b1*b2*b3*c1*c2-144*_a^3*a1*b1*b2*c2^3+162*_a^
3*a1*b1*b3^2*c1^2-486*_a^3*a1*b1*b3^2*c1*c2-216*_a^3*a1*b1*b3*c1*c2^2+162*_a^3*a
1*b1*b3*c2^3-6*_a^3*a1*b1*c2^4+324*_a^3*a1*b2*b3*c1*c2^2+72*_a^3*a1*b2*c2^4+162*
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b3*c2^4-12*_a^3*a1*c2^5+4*_a^3*a2^6-12*_a^3*a2^5*b1+24*_a^3*a2^5*c2-36*_a^3*a2^4
*a3*c2-3*_a^3*a2^4*b1^2-60*_a^3*a2^4*b1*c2+36*_a^3*a2^4*b3*c1+60*_a^3*a2^4*c2^2+
126*_a^3*a2^3*a3*b1*c2-108*_a^3*a2^3*a3*b2*c1-144*_a^3*a2^3*a3*c2^2+26*_a^3*a2^3
*b1^3-12*_a^3*a2^3*b1^2*c2-18*_a^3*a2^3*b1*b3*c1-120*_a^3*a2^3*b1*c2^2+144*_a^3*
a2^3*b3*c1*c2+80*_a^3*a2^3*c2^3+81*_a^3*a2^2*a3^2*c2^2-54*_a^3*a2^2*a3*b1^2*c2+1
62*_a^3*a2^2*a3*b1*b2*c1+378*_a^3*a2^2*a3*b1*c2^2-324*_a^3*a2^2*a3*b2*c1*c2-162*
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2-108*_a^3*a2^2*b1^2*b3*c1-18*_a^3*a2^2*b1^2*c2^2-54*_a^3*a2^2*b1*b3*c1*c2-120*_
a^3*a2^2*b1*c2^3+81*_a^3*a2^2*b3^2*c1^2+216*_a^3*a2^2*b3*c1*c2^2+60*_a^3*a2^2*c2
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2*a3*b1*b2*c1*c2+162*_a^3*a2*a3*b1*b3*c1*c2+378*_a^3*a2*a3*b1*c2^3-486*_a^3*a2*a
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2-216*_a^3*a2*b1^2*b3*c1*c2-12*_a^3*a2*b1^2*c2^3+162*_a^3*a2*b1*b3^2*c1^2-54*_a^
3*a2*b1*b3*c1*c2^2-60*_a^3*a2*b1*c2^4+162*_a^3*a2*b3^2*c1^2*c2+144*_a^3*a2*b3*c1
*c2^3+24*_a^3*a2*c2^5+324*_a^3*a3^2*b1^2*c2^2-972*_a^3*a3^2*b1*b2*c1*c2-324*_a^3
*a3^2*b1*c2^3+729*_a^3*a3^2*b2^2*c1^2+486*_a^3*a3^2*b2*c1*c2^2+81*_a^3*a3^2*c2^4
+72*_a^3*a3*b1^4*c2-108*_a^3*a3*b1^3*b2*c1-144*_a^3*a3*b1^3*c2^2+162*_a^3*a3*b1^
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1^2+162*_a^3*a3*b1*b2*c1*c2^2+162*_a^3*a3*b1*b3*c1*c2^2+126*_a^3*a3*b1*c2^4-486*
_a^3*a3*b2*b3*c1^2*c2-108*_a^3*a3*b2*c1*c2^3-162*_a^3*a3*b3*c1*c2^3-36*_a^3*a3*c
2^5+4*_a^3*b1^6-12*_a^3*b1^5*c2+36*_a^3*b1^4*b3*c1-3*_a^3*b1^4*c2^2-18*_a^3*b1^3
*b3*c1*c2+26*_a^3*b1^3*c2^3+81*_a^3*b1^2*b3^2*c1^2-108*_a^3*b1^2*b3*c1*c2^2-3*_a
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a^3*b3^2*c1^2*c2^2+36*_a^3*b3*c1*c2^4+4*_a^3*c2^6-27*_a*a1^6+81*_a*a1^5*a2-162*_
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*a1^4*a2*b2-324*_a*a1^4*a2*c2+243*_a*a1^4*a3*c2-405*_a*a1^4*b1^2+972*_a*a1^4*b1*
b2+405*_a*a1^4*b1*c2-729*_a*a1^4*b2^2-486*_a*a1^4*b2*c2-243*_a*a1^4*b3*c1-162*_a
*a1^4*c2^2+189*_a*a1^3*a2^3-648*_a*a1^3*a2^2*b1+729*_a*a1^3*a2^2*b2+567*_a*a1^3*
a2^2*c2-486*_a*a1^3*a2*a3*c2+810*_a*a1^3*a2*b1^2-1458*_a*a1^3*a2*b1*b2-1296*_a*a
1^3*a2*b1*c2+729*_a*a1^3*a2*b2^2+1458*_a*a1^3*a2*b2*c2+486*_a*a1^3*a2*b3*c1+567*
_a*a1^3*a2*c2^2+972*_a*a1^3*a3*b1*c2-1458*_a*a1^3*a3*b2*c2-486*_a*a1^3*a3*c2^2-5
40*_a*a1^3*b1^3+1458*_a*a1^3*b1^2*b2+810*_a*a1^3*b1^2*c2-1458*_a*a1^3*b1*b2^2-14
58*_a*a1^3*b1*b2*c2-972*_a*a1^3*b1*b3*c1-648*_a*a1^3*b1*c2^2+729*_a*a1^3*b2^3+72
9*_a*a1^3*b2^2*c2+1458*_a*a1^3*b2*b3*c1+729*_a*a1^3*b2*c2^2+486*_a*a1^3*b3*c1*c2
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58*_a*a1*a2^2*b1*b2*c2-1458*_a*a1*a2^2*b1*b3*c1-1944*_a*a1*a2^2*b1*c2^2+1458*_a*
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458*_a*a1*a2*b1^2*b2*c2+1458*_a*a1*a2*b1^2*b3*c1+1701*_a*a1*a2*b1^2*c2^2-1458*_a
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6*_a*a1*b1^3*b2*c2-972*_a*a1*b1^3*b3*c1-648*_a*a1*b1^3*c2^2+1458*_a*a1*b1^2*b2*b
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+189*_a*a2^3*b1^3-648*_a*a2^3*b1^2*c2+486*_a*a2^3*b1*b3*c1+810*_a*a2^3*b1*c2^2-9
72*_a*a2^3*b3*c1*c2-540*_a*a2^3*c2^3-729*_a*a2^2*a3^2*c2^2+729*_a*a2^2*a3*b1^2*c
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729*_a*a2*b1*b3^2*c1^2+1458*_a*a2*b1*b3*c1*c2^2+405*_a*a2*b1*c2^4-1458*_a*a2*b3^
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3*_a*a3*c2^5-27*_a*b1^6+81*_a*b1^5*c2-243*_a*b1^4*b3*c1-162*_a*b1^4*c2^2+486*_a*
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-729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1*b3*c1-1701*a1^2*a2*b1
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7*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a
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3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2
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*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-
1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*
a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+7
29*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c
2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3
-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-1
89*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1
^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2
^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1
*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1
*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*
a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x
^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a
1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c
2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*
c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1
*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*
a1*b2*b3*c1*x^2-27*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1
+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3
*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126
*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3
*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^
4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2
*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1
^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-10
8*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a
2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*
_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+
162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^
3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486
*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*
c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*
b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*
a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a
2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2
^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2
-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3
*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2
*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2
*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2
*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+32
4*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^
3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1
^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*
a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3
*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2
*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-
324*_a^3*a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*
_a^3*a1^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^
2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*
c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108
*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_
a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_
a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b
2*c2-18*_a^3*a1*a2^3*b3*c1-108*_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3
*a1*a2^2*a3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a
1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^
2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b3*
c2-36*_a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-54
*_a^3*a1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a
1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a1*
a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a
2*a3*b2*c1*c2-648*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a
2*a3*b3*c2^2+378*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-24
*_a^3*a1*a2*b1^3*c2-108*_a^3*a1*a2*b1^2*b2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^3*
a1*a2*b1^2*b3*c2+234*_a^3*a1*a2*b1^2*c2^2+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*a1
*a2*b1*b2*c2^2-432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a1*a2*b1*b3*c2^2-24*_a^3*a1*a
2*b1*c2^3+648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*
c1^2-486*_a^3*a1*a2*b3^2*c1*c2-54*_a^3*a1*a2*b3*c1*c2^2-324*_a^3*a1*a2*b3*c2^3-6
0*_a^3*a1*a2*c2^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*a1
*a3^2*c2^3+288*_a^3*a1*a3*b1^3*c2-324*_a^3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*
b2*c2-432*_a^3*a1*a3*b1^2*c2^2+486*_a^3*a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1
*c2+810*_a^3*a1*a3*b1*b2*c2^2+648*_a^3*a1*a3*b1*b3*c1*c2-972*_a^3*a1*a3*b1*b3*c2
^2-108*_a^3*a1*a3*b1*c2^3-972*_a^3*a1*a3*b2^2*c1*c2-486*_a^3*a1*a3*b2*b3*c1^2+14
58*_a^3*a1*a3*b2*b3*c1*c2+162*_a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_
a^3*a1*a3*b3*c1*c2^2+486*_a^3*a1*a3*b3*c2^3+126*_a^3*a1*a3*c2^4+24*_a^3*a1*b1^5-
36*_a^3*a1*b1^4*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1^3*b2*c2+144*_a^3*a1*b1^3*b3
*c1-108*_a^3*a1*b1^3*b3*c2-12*_a^3*a1*b1^3*c2^2-162*_a^3*a1*b1^2*b2*b3*c1-54*_a^
3*a1*b1^2*b2*c2^2-54*_a^3*a1*b1^2*b3*c1*c2+162*_a^3*a1*b1^2*b3*c2^2+78*_a^3*a1*b
1^2*c2^3+162*_a^3*a1*b1*b2*b3*c1*c2-144*_a^3*a1*b1*b2*c2^3+162*_a^3*a1*b1*b3^2*c
1^2-486*_a^3*a1*b1*b3^2*c1*c2-216*_a^3*a1*b1*b3*c1*c2^2+162*_a^3*a1*b1*b3*c2^3-6
*_a^3*a1*b1*c2^4+324*_a^3*a1*b2*b3*c1*c2^2+72*_a^3*a1*b2*c2^4+162*_a^3*a1*b3^2*c
1^2*c2-486*_a^3*a1*b3^2*c1*c2^2-18*_a^3*a1*b3*c1*c2^3-108*_a^3*a1*b3*c2^4-12*_a^
3*a1*c2^5+4*_a^3*a2^6-12*_a^3*a2^5*b1+24*_a^3*a2^5*c2-36*_a^3*a2^4*a3*c2-3*_a^3*
a2^4*b1^2-60*_a^3*a2^4*b1*c2+36*_a^3*a2^4*b3*c1+60*_a^3*a2^4*c2^2+126*_a^3*a2^3*
a3*b1*c2-108*_a^3*a2^3*a3*b2*c1-144*_a^3*a2^3*a3*c2^2+26*_a^3*a2^3*b1^3-12*_a^3*
a2^3*b1^2*c2-18*_a^3*a2^3*b1*b3*c1-120*_a^3*a2^3*b1*c2^2+144*_a^3*a2^3*b3*c1*c2+
80*_a^3*a2^3*c2^3+81*_a^3*a2^2*a3^2*c2^2-54*_a^3*a2^2*a3*b1^2*c2+162*_a^3*a2^2*a
3*b1*b2*c1+378*_a^3*a2^2*a3*b1*c2^2-324*_a^3*a2^2*a3*b2*c1*c2-162*_a^3*a2^2*a3*b
3*c1*c2-216*_a^3*a2^2*a3*c2^3-3*_a^3*a2^2*b1^4+78*_a^3*a2^2*b1^3*c2-108*_a^3*a2^
2*b1^2*b3*c1-18*_a^3*a2^2*b1^2*c2^2-54*_a^3*a2^2*b1*b3*c1*c2-120*_a^3*a2^2*b1*c2
^3+81*_a^3*a2^2*b3^2*c1^2+216*_a^3*a2^2*b3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*a2
*a3^2*b1*c2^2+486*_a^3*a2*a3^2*b2*c1*c2+162*_a^3*a2*a3^2*c2^3-144*_a^3*a2*a3*b1^
3*c2+162*_a^3*a2*a3*b1^2*b2*c1-108*_a^3*a2*a3*b1^2*c2^2+324*_a^3*a2*a3*b1*b2*c1*
c2+162*_a^3*a2*a3*b1*b3*c1*c2+378*_a^3*a2*a3*b1*c2^3-486*_a^3*a2*a3*b2*b3*c1^2-3
24*_a^3*a2*a3*b2*c1*c2^2-324*_a^3*a2*a3*b3*c1*c2^2-144*_a^3*a2*a3*c2^4-12*_a^3*a
2*b1^5-6*_a^3*a2*b1^4*c2-18*_a^3*a2*b1^3*b3*c1+78*_a^3*a2*b1^3*c2^2-216*_a^3*a2*
b1^2*b3*c1*c2-12*_a^3*a2*b1^2*c2^3+162*_a^3*a2*b1*b3^2*c1^2-54*_a^3*a2*b1*b3*c1*
c2^2-60*_a^3*a2*b1*c2^4+162*_a^3*a2*b3^2*c1^2*c2+144*_a^3*a2*b3*c1*c2^3+24*_a^3*
a2*c2^5+324*_a^3*a3^2*b1^2*c2^2-972*_a^3*a3^2*b1*b2*c1*c2-324*_a^3*a3^2*b1*c2^3+
729*_a^3*a3^2*b2^2*c1^2+486*_a^3*a3^2*b2*c1*c2^2+81*_a^3*a3^2*c2^4+72*_a^3*a3*b1
^4*c2-108*_a^3*a3*b1^3*b2*c1-144*_a^3*a3*b1^3*c2^2+162*_a^3*a3*b1^2*b2*c1*c2+324
*_a^3*a3*b1^2*b3*c1*c2-54*_a^3*a3*b1^2*c2^3-486*_a^3*a3*b1*b2*b3*c1^2+162*_a^3*a
3*b1*b2*c1*c2^2+162*_a^3*a3*b1*b3*c1*c2^2+126*_a^3*a3*b1*c2^4-486*_a^3*a3*b2*b3*
c1^2*c2-108*_a^3*a3*b2*c1*c2^3-162*_a^3*a3*b3*c1*c2^3-36*_a^3*a3*c2^5+4*_a^3*b1^
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4*_a*a1^4*a2*c2+243*_a*a1^4*a3*c2-405*_a*a1^4*b1^2+972*_a*a1^4*b1*b2+405*_a*a1^4
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29*_a*a1^3*a2*b2^2+1458*_a*a1^3*a2*b2*c2+486*_a*a1^3*a2*b3*c1+567*_a*a1^3*a2*c2^
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+729*_a*a1^2*a2^2*a3*c2-972*_a*a1^2*a2^2*b1^2+1458*_a*a1^2*a2^2*b1*b2+1701*_a*a1
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1701*_a*a1^2*a2*b1*c2^2-1458*_a*a1^2*a2*b2^2*c2-1458*_a*a1^2*a2*b2*b3*c1-1458*_a
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7*_a*a1^2*a3*b2^2*c2+1458*_a*a1^2*a3*b2*c2^2+1458*_a*a1^2*a3*b3*c1*c2+729*_a*a1^
2*a3*c2^3-405*_a*a1^2*b1^4+972*_a*a1^2*b1^3*b2+810*_a*a1^2*b1^3*c2-729*_a*a1^2*b
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29*_a*a1^2*b1*b2^2*c2+2916*_a*a1^2*b1*b2*b3*c1+1458*_a*a1^2*b1*b2*c2^2+1458*_a*a
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05*_a*a1*a2^4*c2-486*_a*a1*a2^3*a3*c2+567*_a*a1*a2^3*b1^2-486*_a*a1*a2^3*b1*b2-1
296*_a*a1*a2^3*b1*c2+972*_a*a1*a2^3*b2*c2+486*_a*a1*a2^3*b3*c1+810*_a*a1*a2^3*c2
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c1+1458*_a*a1*a2^2*b2*c2^2+1458*_a*a1*a2^2*b3*c1*c2+810*_a*a1*a2^2*c2^3+729*_a*a
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3*c1-1458*_a*a1*a2*b1*b2*c2^2-2916*_a*a1*a2*b1*b3*c1*c2-1296*_a*a1*a2*b1*c2^3+29
16*_a*a1*a2*b2*b3*c1*c2+972*_a*a1*a2*b2*c2^3+729*_a*a1*a2*b3^2*c1^2+1458*_a*a1*a
2*b3*c1*c2^2+405*_a*a1*a2*c2^4-1458*_a*a1*a3^2*b1*c2^2+2187*_a*a1*a3^2*b2*c2^2+7
29*_a*a1*a3^2*c2^3+972*_a*a1*a3*b1^3*c2-1458*_a*a1*a3*b1^2*b2*c2-1458*_a*a1*a3*b
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3-4374*_a*a1*a3*b2*b3*c1*c2-1458*_a*a1*a3*b2*c2^3-1458*_a*a1*a3*b3*c1*c2^2-486*_
a*a1*a3*c2^4-162*_a*a1*b1^5+243*_a*a1*b1^4*b2+405*_a*a1*b1^4*c2-486*_a*a1*b1^3*b
2*c2-972*_a*a1*b1^3*b3*c1-648*_a*a1*b1^3*c2^2+1458*_a*a1*b1^2*b2*b3*c1+729*_a*a1
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729*_a*a1*b3^2*c1^2*c2+486*_a*a1*b3*c1*c2^3+81*_a*a1*c2^5-27*_a*a2^6+81*_a*a2^5*
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b1^3*c2^2+1458*_a*a3*b1^2*b3*c1*c2+729*_a*a3*b1^2*c2^3-1458*_a*a3*b1*b3*c1*c2^2-
486*_a*a3*b1*c2^4+2187*_a*a3*b3^2*c1^2*c2+1458*_a*a3*b3*c1*c2^3+243*_a*a3*c2^5-2
7*_a*b1^6+81*_a*b1^5*c2-243*_a*b1^4*b3*c1-162*_a*b1^4*c2^2+486*_a*b1^3*b3*c1*c2+
189*_a*b1^3*c2^3-729*_a*b1^2*b3^2*c1^2-729*_a*b1^2*b3*c1*c2^2-162*_a*b1^2*c2^4+7
29*_a*b1*b3^2*c1^2*c2+486*_a*b1*b3*c1*c2^3+81*_a*b1*c2^5-729*_a*b3^3*c1^3-729*_a
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a1^5*b2-81*a1^5*c2+162*a1^4*a2^2-405*a1^4*a2*b1+486*a1^4*a2*b2+324*a1^4*a2*c2-24
3*a1^4*a3*c2+405*a1^4*b1^2-972*a1^4*b1*b2-405*a1^4*b1*c2+729*a1^4*b2^2+486*a1^4*
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8*a1^2*a2*c2^3+729*a1^2*a3^2*c2^2-1458*a1^2*a3*b1^2*c2+2916*a1^2*a3*b1*b2*c2+145
8*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*a1^2*a3*b2*c2^2-1458*a1^2*a3*b3*c1*c
2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1^3*b2-810*a1^2*b1^3*c2+729*a1^2*b1^2
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c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c
2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1
*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a
3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^
3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*
c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*
c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c
1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-8
1*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b
1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1
^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^
3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*
b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+97
2*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*
a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1
^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*
b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^
3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*
c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3
^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-2
43*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1
*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+2
7*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+7
29*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b
3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a
 = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c
2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a
1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*
c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^
3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1
*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c
2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*
x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*
x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1*b2*b3*c2*x^
2-9*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c
2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^
3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b
2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*
_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^
3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^
3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*
_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*
b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3
*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2
^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b
1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_
a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b
3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1
^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2
*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2
+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_
a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^
2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*
a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c
2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+32
4*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a
^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*
a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^
2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2
*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+
810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_
a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+8
1*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3
*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b
1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3
*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162
*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1
^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c
1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+
72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^
2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1
*a2^3*b3*c1-108*_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*
c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-
12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a
1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3*a1*a
2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a2^2*b
3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-
432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b2*c2-
216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-6
48*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+37
8*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a2*b1^
3*c2-108*_a^3*a1*a2*b1^2*b2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2*b3*c
2+234*_a^3*a1*a2*b1^2*c2^2+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*c2^2-
432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a1*a2*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3+648*_
a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*_a^3*a
1*a2*b3^2*c1*c2-54*_a^3*a1*a2*b3*c1*c2^2-324*_a^3*a1*a2*b3*c2^3-60*_a^3*a1*a2*c2
^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3+288*
_a^3*a1*a3*b1^3*c2-324*_a^3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*
a1*a3*b1^2*c2^2+486*_a^3*a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1
*a3*b1*b2*c2^2+648*_a^3*a1*a3*b1*b3*c1*c2-972*_a^3*a1*a3*b1*b3*c2^2-108*_a^3*a1*
a3*b1*c2^3-972*_a^3*a1*a3*b2^2*c1*c2-486*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b
2*b3*c1*c2+162*_a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1
*c2^2+486*_a^3*a1*a3*b3*c2^3+126*_a^3*a1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4
*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1^3*b2*c2+144*_a^3*a1*b1^3*b3*c1-108*_a^3*a1
*b1^3*b3*c2-12*_a^3*a1*b1^3*c2^2-162*_a^3*a1*b1^2*b2*b3*c1-54*_a^3*a1*b1^2*b2*c2
^2-54*_a^3*a1*b1^2*b3*c1*c2+162*_a^3*a1*b1^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+162*_a
^3*a1*b1*b2*b3*c1*c2-144*_a^3*a1*b1*b2*c2^3+162*_a^3*a1*b1*b3^2*c1^2-486*_a^3*a1
*b1*b3^2*c1*c2-216*_a^3*a1*b1*b3*c1*c2^2+162*_a^3*a1*b1*b3*c2^3-6*_a^3*a1*b1*c2^
4+324*_a^3*a1*b2*b3*c1*c2^2+72*_a^3*a1*b2*c2^4+162*_a^3*a1*b3^2*c1^2*c2-486*_a^3
*a1*b3^2*c1*c2^2-18*_a^3*a1*b3*c1*c2^3-108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5+4*_a^
3*a2^6-12*_a^3*a2^5*b1+24*_a^3*a2^5*c2-36*_a^3*a2^4*a3*c2-3*_a^3*a2^4*b1^2-60*_a
^3*a2^4*b1*c2+36*_a^3*a2^4*b3*c1+60*_a^3*a2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-108*_a
^3*a2^3*a3*b2*c1-144*_a^3*a2^3*a3*c2^2+26*_a^3*a2^3*b1^3-12*_a^3*a2^3*b1^2*c2-18
*_a^3*a2^3*b1*b3*c1-120*_a^3*a2^3*b1*c2^2+144*_a^3*a2^3*b3*c1*c2+80*_a^3*a2^3*c2
^3+81*_a^3*a2^2*a3^2*c2^2-54*_a^3*a2^2*a3*b1^2*c2+162*_a^3*a2^2*a3*b1*b2*c1+378*
_a^3*a2^2*a3*b1*c2^2-324*_a^3*a2^2*a3*b2*c1*c2-162*_a^3*a2^2*a3*b3*c1*c2-216*_a^
3*a2^2*a3*c2^3-3*_a^3*a2^2*b1^4+78*_a^3*a2^2*b1^3*c2-108*_a^3*a2^2*b1^2*b3*c1-18
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*b1^2*b2*c2+1458*a1^2*b1^2*b3*c1+972*a1^2*b1^2*c2^2-729*a1^2*b1*b2^2*c2-2916*a1^
2*b1*b2*b3*c1-1458*a1^2*b1*b2*c2^2-1458*a1^2*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a
1^2*b2^2*b3*c1+729*a1^2*b2^2*c2^2+1458*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^
2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*a1^2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a
2^4*b2-405*a1*a2^4*c2+486*a1*a2^3*a3*c2-567*a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*
a1*a2^3*b1*c2-972*a1*a2^3*b2*c2-486*a1*a2^3*b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*
a3*b1*c2+1458*a1*a2^2*a3*b2*c2+1458*a1*a2^2*a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2
*b1^2*b2-1701*a1*a2^2*b1^2*c2+1458*a1*a2^2*b1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a
1*a2^2*b1*c2^2-1458*a1*a2^2*b2*b3*c1-1458*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-
810*a1*a2^2*c2^3-729*a1*a2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c
2-2916*a1*a2*a3*b1*c2^2+2916*a1*a2*a3*b2*c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*
a3*c2^3-405*a1*a2*b1^4+486*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c
2-1458*a1*a2*b1^2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b
1*b2*c2^2+2916*a1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a
1*a2*b2*c2^3-729*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3
^2*b1*c2^2-2187*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1
^2*b2*c2+1458*a1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*
a1*a3*b1*c2^3+4374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+48
6*a1*a3*c2^4+162*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*
b1^3*b3*c1+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1
^2*b3*c1*c2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1
*b3^2*c1^2+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*
b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2
^6-81*a2^5*b1+162*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b
3*c1+405*a2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^
2*c2-486*a2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2
*a3^2*c2^2-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a
2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^
2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2
+405*a2^2*c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a
3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*
a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*
b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*
b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^
2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+4
86*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486
*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*
c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1
^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1
*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3
*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+
2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1
+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b
1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b
2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b
2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*
x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*
a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3
*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a2*a3*b2*c2*x^2-6*RootOf(-27*
Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*
b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a
^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a
2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2
+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*
_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a
^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1
*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a
1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-
108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3
*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3
*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^
2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1
^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*
a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^
3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*
a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b
3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+1
62*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*
_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2
*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*
b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b
3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c
2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3
*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1
^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a
3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^
3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^
2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c
2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3*c1+486*
_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3
*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b
3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-48
6*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3
*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4
*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a
2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*b3*c1-108
*_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*
a2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2
*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2
-216*_a^3*a1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324
*_a^3*a1*a2^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^
3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*
a3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*
a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a
3*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3
*c2^3-60*_a^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a2*b1^3*c2-108*_a^3*a
1*a2*b1^2*b2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a
2*b1^2*c2^2+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*
b1*b3*c1*c2+324*_a^3*a1*a2*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3
*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*_a^3*a1*a2*b3^2*c1*c2
-54*_a^3*a1*a2*b3*c1*c2^2-324*_a^3*a1*a2*b3*c2^3-60*_a^3*a1*a2*c2^4+648*_a^3*a1*
a3^2*b1*c2^2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3+288*_a^3*a1*a3*b1^3
*c2-324*_a^3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2
+486*_a^3*a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2*c2^2+
648*_a^3*a1*a3*b1*b3*c1*c2-972*_a^3*a1*a3*b1*b3*c2^2-108*_a^3*a1*a3*b1*c2^3-972*
_a^3*a1*a3*b2^2*c1*c2-486*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2+162*
_a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*
a1*a3*b3*c2^3+126*_a^3*a1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*
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2*a3*c2-810*a1^3*a2*b1^2+1458*a1^3*a2*b1*b2+1296*a1^3*a2*b1*c2-729*a1^3*a2*b2^2-
1458*a1^3*a2*b2*c2-486*a1^3*a2*b3*c1-567*a1^3*a2*c2^2-972*a1^3*a3*b1*c2+1458*a1^
3*a3*b2*c2+486*a1^3*a3*c2^2+540*a1^3*b1^3-1458*a1^3*b1^2*b2-810*a1^3*b1^2*c2+145
8*a1^3*b1*b2^2+1458*a1^3*b1*b2*c2+972*a1^3*b1*b3*c1+648*a1^3*b1*c2^2-729*a1^3*b2
^3-729*a1^3*b2^2*c2-1458*a1^3*b2*b3*c1-729*a1^3*b2*c2^2-486*a1^3*b3*c1*c2-189*a1
^3*c2^3+162*a1^2*a2^4-567*a1^2*a2^3*b1+486*a1^2*a2^3*b2+648*a1^2*a2^3*c2-729*a1^
2*a2^2*a3*c2+972*a1^2*a2^2*b1^2-1458*a1^2*a2^2*b1*b2-1701*a1^2*a2^2*b1*c2+729*a1
^2*a2^2*b2^2+1458*a1^2*a2^2*b2*c2+729*a1^2*a2^2*b3*c1+972*a1^2*a2^2*c2^2+1458*a1
^2*a2*a3*b1*c2-1458*a1^2*a2*a3*b2*c2-1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b1^3+1458*
a1^2*a2*b1^2*b2+1944*a1^2*a2*b1^2*c2-729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1
458*a1^2*a2*b1*b3*c1-1701*a1^2*a2*b1*c2^2+1458*a1^2*a2*b2^2*c2+1458*a1^2*a2*b2*b
3*c1+1458*a1^2*a2*b2*c2^2+1458*a1^2*a2*b3*c1*c2+648*a1^2*a2*c2^3+729*a1^2*a3^2*c
2^2-1458*a1^2*a3*b1^2*c2+2916*a1^2*a3*b1*b2*c2+1458*a1^2*a3*b1*c2^2-2187*a1^2*a3
*b2^2*c2-1458*a1^2*a3*b2*c2^2-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1
^4-972*a1^2*b1^3*b2-810*a1^2*b1^3*c2+729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*b2*c2+145
8*a1^2*b1^2*b3*c1+972*a1^2*b1^2*c2^2-729*a1^2*b1*b2^2*c2-2916*a1^2*b1*b2*b3*c1-1
458*a1^2*b1*b2*c2^2-1458*a1^2*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+
729*a1^2*b2^2*c2^2+1458*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729
*a1^2*b3*c1*c2^2+162*a1^2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2-405*a1*a
2^4*c2+486*a1*a2^3*a3*c2-567*a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^3*b1*c2-9
72*a1*a2^3*b2*c2-486*a1*a2^3*b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*c2+1458*a
1*a2^2*a3*b2*c2+1458*a1*a2^2*a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*b2-1701*a
1*a2^2*b1^2*c2+1458*a1*a2^2*b1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-
1458*a1*a2^2*b2*b3*c1-1458*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^
3-729*a1*a2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3
*b1*c2^2+2916*a1*a2*a3*b2*c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*
a2*b1^4+486*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1
^2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*
a1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-72
9*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187
*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a
1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4
374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+16
2*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*
a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567
*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458
*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*
a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+1
62*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c
2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b
1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*
a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162
*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*
b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-
729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+145
8*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a
2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+6
48*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2
*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729
*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2
-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-218
7*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*
c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*
c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*
c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*
a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a
3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a
1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1
^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c
2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^
2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2
-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b
2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2
-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a2*b1*b2*c2*x^2+9*RootOf(-27*Intat((a1^2-a1*
a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(
4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a
^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1
^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b
2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+
26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2
-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^
3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+16
2*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a
3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*
a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+
144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3
*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_
a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a
^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*
c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*
_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a
1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2
*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1
^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216
*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a
^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a
1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2
*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c
2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+4
86*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_
a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*
b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3
*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*
b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2
*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^
2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^
3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^
2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3
*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*
a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a
^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*b3*c1-108*_a^3*a1*a2^3*b
3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-3
24*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a
1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2
^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b
2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2
^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*
_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*
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86*_a^3*a3*b1*b2*b3*c1^2+162*_a^3*a3*b1*b2*c1*c2^2+162*_a^3*a3*b1*b3*c1*c2^2+126
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-12*_a^3*b1*c2^5+81*_a^3*b3^2*c1^2*c2^2+36*_a^3*b3*c1*c2^4+4*_a^3*c2^6-27*_a*a1^
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486*_a*a1^3*a3*c2^2-540*_a*a1^3*b1^3+1458*_a*a1^3*b1^2*b2+810*_a*a1^3*b1^2*c2-14
58*_a*a1^3*b1*b2^2-1458*_a*a1^3*b1*b2*c2-972*_a*a1^3*b1*b3*c1-648*_a*a1^3*b1*c2^
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+1458*_a*a1^2*a2^2*b1*b2+1701*_a*a1^2*a2^2*b1*c2-729*_a*a1^2*a2^2*b2^2-1458*_a*a
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4*_a*a1*a2^4*b1+243*_a*a1*a2^4*b2+405*_a*a1*a2^4*c2-486*_a*a1*a2^3*a3*c2+567*_a*
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96*_a*a1*a2*b1^3*c2+1458*_a*a1*a2*b1^2*b2*c2+1458*_a*a1*a2*b1^2*b3*c1+1701*_a*a1
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729*_a*a1*a2*b3^2*c1^2+1458*_a*a1*a2*b3*c1*c2^2+405*_a*a1*a2*c2^4-1458*_a*a1*a3^
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+405*_a*a1*b1^4*c2-486*_a*a1*b1^3*b2*c2-972*_a*a1*b1^3*b3*c1-648*_a*a1*b1^3*c2^2
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58*_a*a2*a3*b1*c2^3+2916*_a*a2*a3*b3*c1*c2^2+972*_a*a2*a3*c2^4+81*_a*a2*b1^5-324
*_a*a2*b1^4*c2+486*_a*a2*b1^3*b3*c1+567*_a*a2*b1^3*c2^2-1458*_a*a2*b1^2*b3*c1*c2
-648*_a*a2*b1^2*c2^3+729*_a*a2*b1*b3^2*c1^2+1458*_a*a2*b1*b3*c1*c2^2+405*_a*a2*b
1*c2^4-1458*_a*a2*b3^2*c1^2*c2-972*_a*a2*b3*c1*c2^3-162*_a*a2*c2^5+729*_a*a3^3*c
2^3-729*_a*a3^2*b1^2*c2^2+729*_a*a3^2*b1*c2^3-2187*_a*a3^2*b3*c1*c2^2-729*_a*a3^
2*c2^4+243*_a*a3*b1^4*c2-486*_a*a3*b1^3*c2^2+1458*_a*a3*b1^2*b3*c1*c2+729*_a*a3*
b1^2*c2^3-1458*_a*a3*b1*b3*c1*c2^2-486*_a*a3*b1*c2^4+2187*_a*a3*b3^2*c1^2*c2+145
8*_a*a3*b3*c1*c2^3+243*_a*a3*c2^5-27*_a*b1^6+81*_a*b1^5*c2-243*_a*b1^4*b3*c1-162
*_a*b1^4*c2^2+486*_a*b1^3*b3*c1*c2+189*_a*b1^3*c2^3-729*_a*b1^2*b3^2*c1^2-729*_a
*b1^2*b3*c1*c2^2-162*_a*b1^2*c2^4+729*_a*b1*b3^2*c1^2*c2+486*_a*b1*b3*c1*c2^3+81
*_a*b1*c2^5-729*_a*b3^3*c1^3-729*_a*b3^2*c1^2*c2^2-243*_a*b3*c1*c2^4-27*_a*c2^6+
27*a1^6-81*a1^5*a2+162*a1^5*b1-243*a1^5*b2-81*a1^5*c2+162*a1^4*a2^2-405*a1^4*a2*
b1+486*a1^4*a2*b2+324*a1^4*a2*c2-243*a1^4*a3*c2+405*a1^4*b1^2-972*a1^4*b1*b2-405
*a1^4*b1*c2+729*a1^4*b2^2+486*a1^4*b2*c2+243*a1^4*b3*c1+162*a1^4*c2^2-189*a1^3*a
2^3+648*a1^3*a2^2*b1-729*a1^3*a2^2*b2-567*a1^3*a2^2*c2+486*a1^3*a2*a3*c2-810*a1^
3*a2*b1^2+1458*a1^3*a2*b1*b2+1296*a1^3*a2*b1*c2-729*a1^3*a2*b2^2-1458*a1^3*a2*b2
*c2-486*a1^3*a2*b3*c1-567*a1^3*a2*c2^2-972*a1^3*a3*b1*c2+1458*a1^3*a3*b2*c2+486*
a1^3*a3*c2^2+540*a1^3*b1^3-1458*a1^3*b1^2*b2-810*a1^3*b1^2*c2+1458*a1^3*b1*b2^2+
1458*a1^3*b1*b2*c2+972*a1^3*b1*b3*c1+648*a1^3*b1*c2^2-729*a1^3*b2^3-729*a1^3*b2^
2*c2-1458*a1^3*b2*b3*c1-729*a1^3*b2*c2^2-486*a1^3*b3*c1*c2-189*a1^3*c2^3+162*a1^
2*a2^4-567*a1^2*a2^3*b1+486*a1^2*a2^3*b2+648*a1^2*a2^3*c2-729*a1^2*a2^2*a3*c2+97
2*a1^2*a2^2*b1^2-1458*a1^2*a2^2*b1*b2-1701*a1^2*a2^2*b1*c2+729*a1^2*a2^2*b2^2+14
58*a1^2*a2^2*b2*c2+729*a1^2*a2^2*b3*c1+972*a1^2*a2^2*c2^2+1458*a1^2*a2*a3*b1*c2-
1458*a1^2*a2*a3*b2*c2-1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b1^3+1458*a1^2*a2*b1^2*b2
+1944*a1^2*a2*b1^2*c2-729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1*
b3*c1-1701*a1^2*a2*b1*c2^2+1458*a1^2*a2*b2^2*c2+1458*a1^2*a2*b2*b3*c1+1458*a1^2*
a2*b2*c2^2+1458*a1^2*a2*b3*c1*c2+648*a1^2*a2*c2^3+729*a1^2*a3^2*c2^2-1458*a1^2*a
3*b1^2*c2+2916*a1^2*a3*b1*b2*c2+1458*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*a
1^2*a3*b2*c2^2-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1^
3*b2-810*a1^2*b1^3*c2+729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3*
c1+972*a1^2*b1^2*c2^2-729*a1^2*b1*b2^2*c2-2916*a1^2*b1*b2*b3*c1-1458*a1^2*b1*b2*
c2^2-1458*a1^2*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*c
2^2+1458*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^
2+162*a1^2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2-405*a1*a2^4*c2+486*a1*a
2^3*a3*c2-567*a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^3*b1*c2-972*a1*a2^3*b2*c
2-486*a1*a2^3*b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*b2*c2
+1458*a1*a2^2*a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^2*c2+
1458*a1*a2^2*b1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-1458*a1*a2^2*b2
*b3*c1-1458*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*a1*a2*a3^
2*c2^2+1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2916*a
1*a2*a3*b2*c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*a2*b1^4+486*a1*
a2*b1^3*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1701*a
1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b3*c1*
c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a2*b3^2*c1
^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2^
2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2-
1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b3
*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*a
1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-14
58*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+1
458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c2
^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*
a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243*
a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a3
*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2^
3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c2
+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567*
a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2
^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1*
c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c
1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b
1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3
-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+9
72*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2
187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b
3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*
c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^
2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^
2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c
1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1
*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c
2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c
2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1
*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2
*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*
x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2
*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2
*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1
*c2+a3*c1^2),x)+_C1)*a2*b2*b3*c1*x^2+18*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a
1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12
*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-6
0*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a
^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a
1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a
2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3
*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324
*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2
*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a
^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-1
20*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*
b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_
a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1
*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b
1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^
2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2
*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2
-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*
_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1
^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*
b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*
c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c
2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12
*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^
2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a
3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3
*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*
a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*
c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*
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4*c2-486*_a*a1*b1^3*b2*c2-972*_a*a1*b1^3*b3*c1-648*_a*a1*b1^3*c2^2+1458*_a*a1*b1
^2*b2*b3*c1+729*_a*a1*b1^2*b2*c2^2+1458*_a*a1*b1^2*b3*c1*c2+567*_a*a1*b1^2*c2^3-
1458*_a*a1*b1*b2*b3*c1*c2-486*_a*a1*b1*b2*c2^3-1458*_a*a1*b1*b3^2*c1^2-1458*_a*a
1*b1*b3*c1*c2^2-324*_a*a1*b1*c2^4+2187*_a*a1*b2*b3^2*c1^2+1458*_a*a1*b2*b3*c1*c2
^2+243*_a*a1*b2*c2^4+729*_a*a1*b3^2*c1^2*c2+486*_a*a1*b3*c1*c2^3+81*_a*a1*c2^5-2
7*_a*a2^6+81*_a*a2^5*b1-162*_a*a2^5*c2+243*_a*a2^4*a3*c2-162*_a*a2^4*b1^2+405*_a
*a2^4*b1*c2-243*_a*a2^4*b3*c1-405*_a*a2^4*c2^2-486*_a*a2^3*a3*b1*c2+972*_a*a2^3*
a3*c2^2+189*_a*a2^3*b1^3-648*_a*a2^3*b1^2*c2+486*_a*a2^3*b1*b3*c1+810*_a*a2^3*b1
*c2^2-972*_a*a2^3*b3*c1*c2-540*_a*a2^3*c2^3-729*_a*a2^2*a3^2*c2^2+729*_a*a2^2*a3
*b1^2*c2-1458*_a*a2^2*a3*b1*c2^2+1458*_a*a2^2*a3*b3*c1*c2+1458*_a*a2^2*a3*c2^3-1
62*_a*a2^2*b1^4+567*_a*a2^2*b1^3*c2-729*_a*a2^2*b1^2*b3*c1-972*_a*a2^2*b1^2*c2^2
+1458*_a*a2^2*b1*b3*c1*c2+810*_a*a2^2*b1*c2^3-729*_a*a2^2*b3^2*c1^2-1458*_a*a2^2
*b3*c1*c2^2-405*_a*a2^2*c2^4+729*_a*a2*a3^2*b1*c2^2-1458*_a*a2*a3^2*c2^3-486*_a*
a2*a3*b1^3*c2+1458*_a*a2*a3*b1^2*c2^2-1458*_a*a2*a3*b1*b3*c1*c2-1458*_a*a2*a3*b1
*c2^3+2916*_a*a2*a3*b3*c1*c2^2+972*_a*a2*a3*c2^4+81*_a*a2*b1^5-324*_a*a2*b1^4*c2
+486*_a*a2*b1^3*b3*c1+567*_a*a2*b1^3*c2^2-1458*_a*a2*b1^2*b3*c1*c2-648*_a*a2*b1^
2*c2^3+729*_a*a2*b1*b3^2*c1^2+1458*_a*a2*b1*b3*c1*c2^2+405*_a*a2*b1*c2^4-1458*_a
*a2*b3^2*c1^2*c2-972*_a*a2*b3*c1*c2^3-162*_a*a2*c2^5+729*_a*a3^3*c2^3-729*_a*a3^
2*b1^2*c2^2+729*_a*a3^2*b1*c2^3-2187*_a*a3^2*b3*c1*c2^2-729*_a*a3^2*c2^4+243*_a*
a3*b1^4*c2-486*_a*a3*b1^3*c2^2+1458*_a*a3*b1^2*b3*c1*c2+729*_a*a3*b1^2*c2^3-1458
*_a*a3*b1*b3*c1*c2^2-486*_a*a3*b1*c2^4+2187*_a*a3*b3^2*c1^2*c2+1458*_a*a3*b3*c1*
c2^3+243*_a*a3*c2^5-27*_a*b1^6+81*_a*b1^5*c2-243*_a*b1^4*b3*c1-162*_a*b1^4*c2^2+
486*_a*b1^3*b3*c1*c2+189*_a*b1^3*c2^3-729*_a*b1^2*b3^2*c1^2-729*_a*b1^2*b3*c1*c2
^2-162*_a*b1^2*c2^4+729*_a*b1*b3^2*c1^2*c2+486*_a*b1*b3*c1*c2^3+81*_a*b1*c2^5-72
9*_a*b3^3*c1^3-729*_a*b3^2*c1^2*c2^2-243*_a*b3*c1*c2^4-27*_a*c2^6+27*a1^6-81*a1^
5*a2+162*a1^5*b1-243*a1^5*b2-81*a1^5*c2+162*a1^4*a2^2-405*a1^4*a2*b1+486*a1^4*a2
*b2+324*a1^4*a2*c2-243*a1^4*a3*c2+405*a1^4*b1^2-972*a1^4*b1*b2-405*a1^4*b1*c2+72
9*a1^4*b2^2+486*a1^4*b2*c2+243*a1^4*b3*c1+162*a1^4*c2^2-189*a1^3*a2^3+648*a1^3*a
2^2*b1-729*a1^3*a2^2*b2-567*a1^3*a2^2*c2+486*a1^3*a2*a3*c2-810*a1^3*a2*b1^2+1458
*a1^3*a2*b1*b2+1296*a1^3*a2*b1*c2-729*a1^3*a2*b2^2-1458*a1^3*a2*b2*c2-486*a1^3*a
2*b3*c1-567*a1^3*a2*c2^2-972*a1^3*a3*b1*c2+1458*a1^3*a3*b2*c2+486*a1^3*a3*c2^2+5
40*a1^3*b1^3-1458*a1^3*b1^2*b2-810*a1^3*b1^2*c2+1458*a1^3*b1*b2^2+1458*a1^3*b1*b
2*c2+972*a1^3*b1*b3*c1+648*a1^3*b1*c2^2-729*a1^3*b2^3-729*a1^3*b2^2*c2-1458*a1^3
*b2*b3*c1-729*a1^3*b2*c2^2-486*a1^3*b3*c1*c2-189*a1^3*c2^3+162*a1^2*a2^4-567*a1^
2*a2^3*b1+486*a1^2*a2^3*b2+648*a1^2*a2^3*c2-729*a1^2*a2^2*a3*c2+972*a1^2*a2^2*b1
^2-1458*a1^2*a2^2*b1*b2-1701*a1^2*a2^2*b1*c2+729*a1^2*a2^2*b2^2+1458*a1^2*a2^2*b
2*c2+729*a1^2*a2^2*b3*c1+972*a1^2*a2^2*c2^2+1458*a1^2*a2*a3*b1*c2-1458*a1^2*a2*a
3*b2*c2-1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b1^3+1458*a1^2*a2*b1^2*b2+1944*a1^2*a2*
b1^2*c2-729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1*b3*c1-1701*a1^
2*a2*b1*c2^2+1458*a1^2*a2*b2^2*c2+1458*a1^2*a2*b2*b3*c1+1458*a1^2*a2*b2*c2^2+145
8*a1^2*a2*b3*c1*c2+648*a1^2*a2*c2^3+729*a1^2*a3^2*c2^2-1458*a1^2*a3*b1^2*c2+2916
*a1^2*a3*b1*b2*c2+1458*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*a1^2*a3*b2*c2^2
-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1^3*b2-810*a1^2*
b1^3*c2+729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3*c1+972*a1^2*b1
^2*c2^2-729*a1^2*b1*b2^2*c2-2916*a1^2*b1*b2*b3*c1-1458*a1^2*b1*b2*c2^2-1458*a1^2
*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*c2^2+1458*a1^2*
b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*a1^2*c2^
4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2-405*a1*a2^4*c2+486*a1*a2^3*a3*c2-567*
a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^3*b1*c2-972*a1*a2^3*b2*c2-486*a1*a2^3*
b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*b2*c2+1458*a1*a2^2*
a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^2*c2+1458*a1*a2^2*b
1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-1458*a1*a2^2*b2*b3*c1-1458*a1
*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*a1*a2*a3^2*c2^2+1458*a1
*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2916*a1*a2*a3*b2*c2^
2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*a2*b1^4+486*a1*a2*b1^3*b2+129
6*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1701*a1*a2*b1^2*c2^2
+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b3*c1*c2+1296*a1*a2*
b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a2*b3^2*c1^2-1458*a1*a2*
b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2^2-729*a1*a3^2*
c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2-1458*a1*a3*b1*
b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b3*c1*c2+1458*a1
*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*a1*b1^4*b2-405*
a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*
b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b
3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c
2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c
2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243*a2^4*a3*c2+162
*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^
3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*
a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*
b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+7
29*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729
*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a
3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a
3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*
b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^
2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2
^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1
*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3
*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*
c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*
c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*
b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b
3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*
c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+
3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b
1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*
b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*
x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x
^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+
2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a
2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x
)+_C1)*a3*b1*b2*c2*x^2+9*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2
-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+2
4*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*
b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-14
4*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a
^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^
3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_
a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b
2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*
a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c
2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1
^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a
^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*
c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1
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^2-648*_a*a1*a2^2*b1^3+729*_a*a1*a2^2*b1^2*b2+1701*_a*a1*a2^2*b1^2*c2-1458*_a*a1
*a2^2*b1*b2*c2-1458*_a*a1*a2^2*b1*b3*c1-1944*_a*a1*a2^2*b1*c2^2+1458*_a*a1*a2^2*
b2*b3*c1+1458*_a*a1*a2^2*b2*c2^2+1458*_a*a1*a2^2*b3*c1*c2+810*_a*a1*a2^2*c2^3+72
9*_a*a1*a2*a3^2*c2^2-1458*_a*a1*a2*a3*b1^2*c2+1458*_a*a1*a2*a3*b1*b2*c2+2916*_a*
a1*a2*a3*b1*c2^2-2916*_a*a1*a2*a3*b2*c2^2-1458*_a*a1*a2*a3*b3*c1*c2-1458*_a*a1*a
2*a3*c2^3+405*_a*a1*a2*b1^4-486*_a*a1*a2*b1^3*b2-1296*_a*a1*a2*b1^3*c2+1458*_a*a
1*a2*b1^2*b2*c2+1458*_a*a1*a2*b1^2*b3*c1+1701*_a*a1*a2*b1^2*c2^2-1458*_a*a1*a2*b
1*b2*b3*c1-1458*_a*a1*a2*b1*b2*c2^2-2916*_a*a1*a2*b1*b3*c1*c2-1296*_a*a1*a2*b1*c
2^3+2916*_a*a1*a2*b2*b3*c1*c2+972*_a*a1*a2*b2*c2^3+729*_a*a1*a2*b3^2*c1^2+1458*_
a*a1*a2*b3*c1*c2^2+405*_a*a1*a2*c2^4-1458*_a*a1*a3^2*b1*c2^2+2187*_a*a1*a3^2*b2*
c2^2+729*_a*a1*a3^2*c2^3+972*_a*a1*a3*b1^3*c2-1458*_a*a1*a3*b1^2*b2*c2-1458*_a*a
1*a3*b1^2*c2^2+1458*_a*a1*a3*b1*b2*c2^2+2916*_a*a1*a3*b1*b3*c1*c2+1458*_a*a1*a3*
b1*c2^3-4374*_a*a1*a3*b2*b3*c1*c2-1458*_a*a1*a3*b2*c2^3-1458*_a*a1*a3*b3*c1*c2^2
-486*_a*a1*a3*c2^4-162*_a*a1*b1^5+243*_a*a1*b1^4*b2+405*_a*a1*b1^4*c2-486*_a*a1*
b1^3*b2*c2-972*_a*a1*b1^3*b3*c1-648*_a*a1*b1^3*c2^2+1458*_a*a1*b1^2*b2*b3*c1+729
*_a*a1*b1^2*b2*c2^2+1458*_a*a1*b1^2*b3*c1*c2+567*_a*a1*b1^2*c2^3-1458*_a*a1*b1*b
2*b3*c1*c2-486*_a*a1*b1*b2*c2^3-1458*_a*a1*b1*b3^2*c1^2-1458*_a*a1*b1*b3*c1*c2^2
-324*_a*a1*b1*c2^4+2187*_a*a1*b2*b3^2*c1^2+1458*_a*a1*b2*b3*c1*c2^2+243*_a*a1*b2
*c2^4+729*_a*a1*b3^2*c1^2*c2+486*_a*a1*b3*c1*c2^3+81*_a*a1*c2^5-27*_a*a2^6+81*_a
*a2^5*b1-162*_a*a2^5*c2+243*_a*a2^4*a3*c2-162*_a*a2^4*b1^2+405*_a*a2^4*b1*c2-243
*_a*a2^4*b3*c1-405*_a*a2^4*c2^2-486*_a*a2^3*a3*b1*c2+972*_a*a2^3*a3*c2^2+189*_a*
a2^3*b1^3-648*_a*a2^3*b1^2*c2+486*_a*a2^3*b1*b3*c1+810*_a*a2^3*b1*c2^2-972*_a*a2
^3*b3*c1*c2-540*_a*a2^3*c2^3-729*_a*a2^2*a3^2*c2^2+729*_a*a2^2*a3*b1^2*c2-1458*_
a*a2^2*a3*b1*c2^2+1458*_a*a2^2*a3*b3*c1*c2+1458*_a*a2^2*a3*c2^3-162*_a*a2^2*b1^4
+567*_a*a2^2*b1^3*c2-729*_a*a2^2*b1^2*b3*c1-972*_a*a2^2*b1^2*c2^2+1458*_a*a2^2*b
1*b3*c1*c2+810*_a*a2^2*b1*c2^3-729*_a*a2^2*b3^2*c1^2-1458*_a*a2^2*b3*c1*c2^2-405
*_a*a2^2*c2^4+729*_a*a2*a3^2*b1*c2^2-1458*_a*a2*a3^2*c2^3-486*_a*a2*a3*b1^3*c2+1
458*_a*a2*a3*b1^2*c2^2-1458*_a*a2*a3*b1*b3*c1*c2-1458*_a*a2*a3*b1*c2^3+2916*_a*a
2*a3*b3*c1*c2^2+972*_a*a2*a3*c2^4+81*_a*a2*b1^5-324*_a*a2*b1^4*c2+486*_a*a2*b1^3
*b3*c1+567*_a*a2*b1^3*c2^2-1458*_a*a2*b1^2*b3*c1*c2-648*_a*a2*b1^2*c2^3+729*_a*a
2*b1*b3^2*c1^2+1458*_a*a2*b1*b3*c1*c2^2+405*_a*a2*b1*c2^4-1458*_a*a2*b3^2*c1^2*c
2-972*_a*a2*b3*c1*c2^3-162*_a*a2*c2^5+729*_a*a3^3*c2^3-729*_a*a3^2*b1^2*c2^2+729
*_a*a3^2*b1*c2^3-2187*_a*a3^2*b3*c1*c2^2-729*_a*a3^2*c2^4+243*_a*a3*b1^4*c2-486*
_a*a3*b1^3*c2^2+1458*_a*a3*b1^2*b3*c1*c2+729*_a*a3*b1^2*c2^3-1458*_a*a3*b1*b3*c1
*c2^2-486*_a*a3*b1*c2^4+2187*_a*a3*b3^2*c1^2*c2+1458*_a*a3*b3*c1*c2^3+243*_a*a3*
c2^5-27*_a*b1^6+81*_a*b1^5*c2-243*_a*b1^4*b3*c1-162*_a*b1^4*c2^2+486*_a*b1^3*b3*
c1*c2+189*_a*b1^3*c2^3-729*_a*b1^2*b3^2*c1^2-729*_a*b1^2*b3*c1*c2^2-162*_a*b1^2*
c2^4+729*_a*b1*b3^2*c1^2*c2+486*_a*b1*b3*c1*c2^3+81*_a*b1*c2^5-729*_a*b3^3*c1^3-
729*_a*b3^2*c1^2*c2^2-243*_a*b3*c1*c2^4-27*_a*c2^6+27*a1^6-81*a1^5*a2+162*a1^5*b
1-243*a1^5*b2-81*a1^5*c2+162*a1^4*a2^2-405*a1^4*a2*b1+486*a1^4*a2*b2+324*a1^4*a2
*c2-243*a1^4*a3*c2+405*a1^4*b1^2-972*a1^4*b1*b2-405*a1^4*b1*c2+729*a1^4*b2^2+486
*a1^4*b2*c2+243*a1^4*b3*c1+162*a1^4*c2^2-189*a1^3*a2^3+648*a1^3*a2^2*b1-729*a1^3
*a2^2*b2-567*a1^3*a2^2*c2+486*a1^3*a2*a3*c2-810*a1^3*a2*b1^2+1458*a1^3*a2*b1*b2+
1296*a1^3*a2*b1*c2-729*a1^3*a2*b2^2-1458*a1^3*a2*b2*c2-486*a1^3*a2*b3*c1-567*a1^
3*a2*c2^2-972*a1^3*a3*b1*c2+1458*a1^3*a3*b2*c2+486*a1^3*a3*c2^2+540*a1^3*b1^3-14
58*a1^3*b1^2*b2-810*a1^3*b1^2*c2+1458*a1^3*b1*b2^2+1458*a1^3*b1*b2*c2+972*a1^3*b
1*b3*c1+648*a1^3*b1*c2^2-729*a1^3*b2^3-729*a1^3*b2^2*c2-1458*a1^3*b2*b3*c1-729*a
1^3*b2*c2^2-486*a1^3*b3*c1*c2-189*a1^3*c2^3+162*a1^2*a2^4-567*a1^2*a2^3*b1+486*a
1^2*a2^3*b2+648*a1^2*a2^3*c2-729*a1^2*a2^2*a3*c2+972*a1^2*a2^2*b1^2-1458*a1^2*a2
^2*b1*b2-1701*a1^2*a2^2*b1*c2+729*a1^2*a2^2*b2^2+1458*a1^2*a2^2*b2*c2+729*a1^2*a
2^2*b3*c1+972*a1^2*a2^2*c2^2+1458*a1^2*a2*a3*b1*c2-1458*a1^2*a2*a3*b2*c2-1458*a1
^2*a2*a3*c2^2-810*a1^2*a2*b1^3+1458*a1^2*a2*b1^2*b2+1944*a1^2*a2*b1^2*c2-729*a1^
2*a2*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1*b3*c1-1701*a1^2*a2*b1*c2^2+14
58*a1^2*a2*b2^2*c2+1458*a1^2*a2*b2*b3*c1+1458*a1^2*a2*b2*c2^2+1458*a1^2*a2*b3*c1
*c2+648*a1^2*a2*c2^3+729*a1^2*a3^2*c2^2-1458*a1^2*a3*b1^2*c2+2916*a1^2*a3*b1*b2*
c2+1458*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*a1^2*a3*b2*c2^2-1458*a1^2*a3*b
3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1^3*b2-810*a1^2*b1^3*c2+729*a1^
2*b1^2*b2^2+1458*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3*c1+972*a1^2*b1^2*c2^2-729*a1^
2*b1*b2^2*c2-2916*a1^2*b1*b2*b3*c1-1458*a1^2*b1*b2*c2^2-1458*a1^2*b1*b3*c1*c2-56
7*a1^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*c2^2+1458*a1^2*b2*b3*c1*c2+486
*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*a1^2*c2^4-81*a1*a2^5+32
4*a1*a2^4*b1-243*a1*a2^4*b2-405*a1*a2^4*c2+486*a1*a2^3*a3*c2-567*a1*a2^3*b1^2+48
6*a1*a2^3*b1*b2+1296*a1*a2^3*b1*c2-972*a1*a2^3*b2*c2-486*a1*a2^3*b3*c1-810*a1*a2
^3*c2^2-1458*a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*b2*c2+1458*a1*a2^2*a3*c2^2+648*a1*
a2^2*b1^3-729*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^2*c2+1458*a1*a2^2*b1*b2*c2+1458*a1
*a2^2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-1458*a1*a2^2*b2*b3*c1-1458*a1*a2^2*b2*c2^2-1
458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*a1*a2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2-
1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2916*a1*a2*a3*b2*c2^2+1458*a1*a2*a3
*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*a2*b1^4+486*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c2
-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*
b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1
*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*
a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*
b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1
*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+145
8*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*
a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1
^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*
b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*
b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*
c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*
a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a
2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+5
40*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2
^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3
*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2
+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2
*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*
a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*
a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*
b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-
729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*
c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458
*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*
c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*
c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-48
6*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2
^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+
a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2
^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2
-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2
*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*
x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+
b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*
a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*
c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*b1*b2*b3
*c1*x^2+9*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-
3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-
36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^
4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*
b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-1
08*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a
^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^
2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1
^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+28
8*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3
*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*
a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c
2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^
3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_
a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^
3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2
*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2
-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a
^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3
*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*
b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3
*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+
162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216
*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1
^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3
*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*
c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^
2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^
3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-32
4*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*
a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2
*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2
^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_
a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^
2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2
^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2
^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_
a^3*a1*a2^3*b3*c1-108*_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*
a3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3
*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*
_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^
3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*
a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2
*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*
b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c
1*c2-648*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c
2^2+378*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*
a2*b1^3*c2-108*_a^3*a1*a2*b1^2*b2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^
2*b3*c2+234*_a^3*a1*a2*b1^2*c2^2+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2
*c2^2-432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a1*a2*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3
+648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*
_a^3*a1*a2*b3^2*c1*c2-54*_a^3*a1*a2*b3*c1*c2^2-324*_a^3*a1*a2*b3*c2^3-60*_a^3*a1
*a2*c2^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^
3+288*_a^3*a1*a3*b1^3*c2-324*_a^3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432
*_a^3*a1*a3*b1^2*c2^2+486*_a^3*a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_
a^3*a1*a3*b1*b2*c2^2+648*_a^3*a1*a3*b1*b3*c1*c2-972*_a^3*a1*a3*b1*b3*c2^2-108*_a
^3*a1*a3*b1*c2^3-972*_a^3*a1*a3*b2^2*c1*c2-486*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a
1*a3*b2*b3*c1*c2+162*_a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3
*b3*c1*c2^2+486*_a^3*a1*a3*b3*c2^3+126*_a^3*a1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a
1*b1^4*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1^3*b2*c2+144*_a^3*a1*b1^3*b3*c1-108*_
a^3*a1*b1^3*b3*c2-12*_a^3*a1*b1^3*c2^2-162*_a^3*a1*b1^2*b2*b3*c1-54*_a^3*a1*b1^2
*b2*c2^2-54*_a^3*a1*b1^2*b3*c1*c2+162*_a^3*a1*b1^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+
162*_a^3*a1*b1*b2*b3*c1*c2-144*_a^3*a1*b1*b2*c2^3+162*_a^3*a1*b1*b3^2*c1^2-486*_
a^3*a1*b1*b3^2*c1*c2-216*_a^3*a1*b1*b3*c1*c2^2+162*_a^3*a1*b1*b3*c2^3-6*_a^3*a1*
b1*c2^4+324*_a^3*a1*b2*b3*c1*c2^2+72*_a^3*a1*b2*c2^4+162*_a^3*a1*b3^2*c1^2*c2-48
6*_a^3*a1*b3^2*c1*c2^2-18*_a^3*a1*b3*c1*c2^3-108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5
+4*_a^3*a2^6-12*_a^3*a2^5*b1+24*_a^3*a2^5*c2-36*_a^3*a2^4*a3*c2-3*_a^3*a2^4*b1^2
-60*_a^3*a2^4*b1*c2+36*_a^3*a2^4*b3*c1+60*_a^3*a2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-
108*_a^3*a2^3*a3*b2*c1-144*_a^3*a2^3*a3*c2^2+26*_a^3*a2^3*b1^3-12*_a^3*a2^3*b1^2
*c2-18*_a^3*a2^3*b1*b3*c1-120*_a^3*a2^3*b1*c2^2+144*_a^3*a2^3*b3*c1*c2+80*_a^3*a
2^3*c2^3+81*_a^3*a2^2*a3^2*c2^2-54*_a^3*a2^2*a3*b1^2*c2+162*_a^3*a2^2*a3*b1*b2*c
1+378*_a^3*a2^2*a3*b1*c2^2-324*_a^3*a2^2*a3*b2*c1*c2-162*_a^3*a2^2*a3*b3*c1*c2-2
16*_a^3*a2^2*a3*c2^3-3*_a^3*a2^2*b1^4+78*_a^3*a2^2*b1^3*c2-108*_a^3*a2^2*b1^2*b3
*c1-18*_a^3*a2^2*b1^2*c2^2-54*_a^3*a2^2*b1*b3*c1*c2-120*_a^3*a2^2*b1*c2^3+81*_a^
3*a2^2*b3^2*c1^2+216*_a^3*a2^2*b3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*a2*a3^2*b1*
c2^2+486*_a^3*a2*a3^2*b2*c1*c2+162*_a^3*a2*a3^2*c2^3-144*_a^3*a2*a3*b1^3*c2+162*
_a^3*a2*a3*b1^2*b2*c1-108*_a^3*a2*a3*b1^2*c2^2+324*_a^3*a2*a3*b1*b2*c1*c2+162*_a
^3*a2*a3*b1*b3*c1*c2+378*_a^3*a2*a3*b1*c2^3-486*_a^3*a2*a3*b2*b3*c1^2-324*_a^3*a
2*a3*b2*c1*c2^2-324*_a^3*a2*a3*b3*c1*c2^2-144*_a^3*a2*a3*c2^4-12*_a^3*a2*b1^5-6*
_a^3*a2*b1^4*c2-18*_a^3*a2*b1^3*b3*c1+78*_a^3*a2*b1^3*c2^2-216*_a^3*a2*b1^2*b3*c
1*c2-12*_a^3*a2*b1^2*c2^3+162*_a^3*a2*b1*b3^2*c1^2-54*_a^3*a2*b1*b3*c1*c2^2-60*_
a^3*a2*b1*c2^4+162*_a^3*a2*b3^2*c1^2*c2+144*_a^3*a2*b3*c1*c2^3+24*_a^3*a2*c2^5+3
24*_a^3*a3^2*b1^2*c2^2-972*_a^3*a3^2*b1*b2*c1*c2-324*_a^3*a3^2*b1*c2^3+729*_a^3*
a3^2*b2^2*c1^2+486*_a^3*a3^2*b2*c1*c2^2+81*_a^3*a3^2*c2^4+72*_a^3*a3*b1^4*c2-108
*_a^3*a3*b1^3*b2*c1-144*_a^3*a3*b1^3*c2^2+162*_a^3*a3*b1^2*b2*c1*c2+324*_a^3*a3*
b1^2*b3*c1*c2-54*_a^3*a3*b1^2*c2^3-486*_a^3*a3*b1*b2*b3*c1^2+162*_a^3*a3*b1*b2*c
1*c2^2+162*_a^3*a3*b1*b3*c1*c2^2+126*_a^3*a3*b1*c2^4-486*_a^3*a3*b2*b3*c1^2*c2-1
08*_a^3*a3*b2*c1*c2^3-162*_a^3*a3*b3*c1*c2^3-36*_a^3*a3*c2^5+4*_a^3*b1^6-12*_a^3
*b1^5*c2+36*_a^3*b1^4*b3*c1-3*_a^3*b1^4*c2^2-18*_a^3*b1^3*b3*c1*c2+26*_a^3*b1^3*
c2^3+81*_a^3*b1^2*b3^2*c1^2-108*_a^3*b1^2*b3*c1*c2^2-3*_a^3*b1^2*c2^4+162*_a^3*b
1*b3^2*c1^2*c2-18*_a^3*b1*b3*c1*c2^3-12*_a^3*b1*c2^5+81*_a^3*b3^2*c1^2*c2^2+36*_
a^3*b3*c1*c2^4+4*_a^3*c2^6-27*_a*a1^6+81*_a*a1^5*a2-162*_a*a1^5*b1+243*_a*a1^5*b
2+81*_a*a1^5*c2-162*_a*a1^4*a2^2+405*_a*a1^4*a2*b1-486*_a*a1^4*a2*b2-324*_a*a1^4
*a2*c2+243*_a*a1^4*a3*c2-405*_a*a1^4*b1^2+972*_a*a1^4*b1*b2+405*_a*a1^4*b1*c2-72
9*_a*a1^4*b2^2-486*_a*a1^4*b2*c2-243*_a*a1^4*b3*c1-162*_a*a1^4*c2^2+189*_a*a1^3*
a2^3-648*_a*a1^3*a2^2*b1+729*_a*a1^3*a2^2*b2+567*_a*a1^3*a2^2*c2-486*_a*a1^3*a2*
a3*c2+810*_a*a1^3*a2*b1^2-1458*_a*a1^3*a2*b1*b2-1296*_a*a1^3*a2*b1*c2+729*_a*a1^
3*a2*b2^2+1458*_a*a1^3*a2*b2*c2+486*_a*a1^3*a2*b3*c1+567*_a*a1^3*a2*c2^2+972*_a*
a1^3*a3*b1*c2-1458*_a*a1^3*a3*b2*c2-486*_a*a1^3*a3*c2^2-540*_a*a1^3*b1^3+1458*_a
*a1^3*b1^2*b2+810*_a*a1^3*b1^2*c2-1458*_a*a1^3*b1*b2^2-1458*_a*a1^3*b1*b2*c2-972
*_a*a1^3*b1*b3*c1-648*_a*a1^3*b1*c2^2+729*_a*a1^3*b2^3+729*_a*a1^3*b2^2*c2+1458*
_a*a1^3*b2*b3*c1+729*_a*a1^3*b2*c2^2+486*_a*a1^3*b3*c1*c2+189*_a*a1^3*c2^3-162*_
a*a1^2*a2^4+567*_a*a1^2*a2^3*b1-486*_a*a1^2*a2^3*b2-648*_a*a1^2*a2^3*c2+729*_a*a
1^2*a2^2*a3*c2-972*_a*a1^2*a2^2*b1^2+1458*_a*a1^2*a2^2*b1*b2+1701*_a*a1^2*a2^2*b
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+972*_a*a2*a3*c2^4+81*_a*a2*b1^5-324*_a*a2*b1^4*c2+486*_a*a2*b1^3*b3*c1+567*_a*a
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10*a1^2*a2*b1^3+1458*a1^2*a2*b1^2*b2+1944*a1^2*a2*b1^2*c2-729*a1^2*a2*b1*b2^2-29
16*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1*b3*c1-1701*a1^2*a2*b1*c2^2+1458*a1^2*a2*b2^2
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8*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3*c1+972*a1^2*b1^2*c2^2-729*a1^2*b1*b2^2*c2-29
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2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*c2^2+1458*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+7
29*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*a1^2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-24
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8*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^
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58*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-4
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+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3
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8*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*
b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_
a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3
*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-
54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3
*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*
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1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^
2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^
3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1
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2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b
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2*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_
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a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*
a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1
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2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3*c
1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+32
4*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^
2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c
1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+16
2*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a
1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^
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c1-108*_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*_a
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1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1
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24*_a^3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*
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a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a
1*a2*a3*b2*c2^2+162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1
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*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*_a^3*a1*a2*b3^2
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3*b1^3*c2-324*_a^3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^
2*c2^2+486*_a^3*a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2
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3-972*_a^3*a1*a3*b2^2*c1*c2-486*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c
2+162*_a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486
*_a^3*a1*a3*b3*c2^3+126*_a^3*a1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a
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3*a1*b1^2*b3*c1*c2+162*_a^3*a1*b1^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+162*_a^3*a1*b1*
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1*c2+36*_a^3*a2^4*b3*c1+60*_a^3*a2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-108*_a^3*a2^3*a
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-324*_a^3*a2*a3*b3*c1*c2^2-144*_a^3*a2*a3*c2^4-12*_a^3*a2*b1^5-6*_a^3*a2*b1^4*c2
-18*_a^3*a2*b1^3*b3*c1+78*_a^3*a2*b1^3*c2^2-216*_a^3*a2*b1^2*b3*c1*c2-12*_a^3*a2
*b1^2*c2^3+162*_a^3*a2*b1*b3^2*c1^2-54*_a^3*a2*b1*b3*c1*c2^2-60*_a^3*a2*b1*c2^4+
162*_a^3*a2*b3^2*c1^2*c2+144*_a^3*a2*b3*c1*c2^3+24*_a^3*a2*c2^5+324*_a^3*a3^2*b1
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486*_a^3*a3^2*b2*c1*c2^2+81*_a^3*a3^2*c2^4+72*_a^3*a3*b1^4*c2-108*_a^3*a3*b1^3*b
2*c1-144*_a^3*a3*b1^3*c2^2+162*_a^3*a3*b1^2*b2*c1*c2+324*_a^3*a3*b1^2*b3*c1*c2-5
4*_a^3*a3*b1^2*c2^3-486*_a^3*a3*b1*b2*b3*c1^2+162*_a^3*a3*b1*b2*c1*c2^2+162*_a^3
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1*c2^3-162*_a^3*a3*b3*c1*c2^3-36*_a^3*a3*c2^5+4*_a^3*b1^6-12*_a^3*b1^5*c2+36*_a^
3*b1^4*b3*c1-3*_a^3*b1^4*c2^2-18*_a^3*b1^3*b3*c1*c2+26*_a^3*b1^3*c2^3+81*_a^3*b1
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458*_a*a1^3*a3*b2*c2-486*_a*a1^3*a3*c2^2-540*_a*a1^3*b1^3+1458*_a*a1^3*b1^2*b2+8
10*_a*a1^3*b1^2*c2-1458*_a*a1^3*b1*b2^2-1458*_a*a1^3*b1*b2*c2-972*_a*a1^3*b1*b3*
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c2^4+81*_a*a1*a2^5-324*_a*a1*a2^4*b1+243*_a*a1*a2^4*b2+405*_a*a1*a2^4*c2-486*_a*
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972*_a*a1*a2*b2*c2^3+729*_a*a1*a2*b3^2*c1^2+1458*_a*a1*a2*b3*c1*c2^2+405*_a*a1*a
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86*_a*a1*b3*c1*c2^3+81*_a*a1*c2^5-27*_a*a2^6+81*_a*a2^5*b1-162*_a*a2^5*c2+243*_a
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486*_a*a2^3*b1*b3*c1+810*_a*a2^3*b1*c2^2-972*_a*a2^3*b3*c1*c2-540*_a*a2^3*c2^3-7
29*_a*a2^2*a3^2*c2^2+729*_a*a2^2*a3*b1^2*c2-1458*_a*a2^2*a3*b1*c2^2+1458*_a*a2^2
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1*c2^2-1458*_a*a2*a3^2*c2^3-486*_a*a2*a3*b1^3*c2+1458*_a*a2*a3*b1^2*c2^2-1458*_a
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2^4+81*_a*a2*b1^5-324*_a*a2*b1^4*c2+486*_a*a2*b1^3*b3*c1+567*_a*a2*b1^3*c2^2-145
8*_a*a2*b1^2*b3*c1*c2-648*_a*a2*b1^2*c2^3+729*_a*a2*b1*b3^2*c1^2+1458*_a*a2*b1*b
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243*_a*b1^4*b3*c1-162*_a*b1^4*c2^2+486*_a*b1^3*b3*c1*c2+189*_a*b1^3*c2^3-729*_a*
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6*_a*b1*b3*c1*c2^3+81*_a*b1*c2^5-729*_a*b3^3*c1^3-729*_a*b3^2*c1^2*c2^2-243*_a*b
3*c1*c2^4-27*_a*c2^6+27*a1^6-81*a1^5*a2+162*a1^5*b1-243*a1^5*b2-81*a1^5*c2+162*a
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29*a1^2*a2^2*a3*c2+972*a1^2*a2^2*b1^2-1458*a1^2*a2^2*b1*b2-1701*a1^2*a2^2*b1*c2+
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458*a1^2*a2*a3*b1*c2-1458*a1^2*a2*a3*b2*c2-1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b1^3
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2^4+162*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c
1+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*
c2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^
2+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^
2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^
5*b1+162*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*
a2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*
a2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^
2-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2
^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2
^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2
*c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2
^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^
4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c
1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1
458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2
^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^
3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2
^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1
^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1
^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729
*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2
*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2
*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*
c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3
*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^
3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-
a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2
^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*
x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a
1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1*a2*a3*c2*x+18*RootOf(-27*Intat((a1^
2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2
)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2
-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a
^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a
1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*
c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2
^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^
3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*
c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a
1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*
_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b
2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3
*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2
-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+
78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^
2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2
+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_
a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1
^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*
a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^
2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+2
34*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_
a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3
*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b
1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c
2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+
324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*
a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378
*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*
a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3*c1+486*_a^3*a1^2*
b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b
3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-97
2*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^
2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c
2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^
3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-
24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*b3*c1-108*_a^3*a1*a
2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*a2^2*a3*b2
*c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_
a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*
a1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a
2^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*
b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2
+324*_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2
-972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a3*b2*c2^2+
162*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3*c2^3-60*_
a^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a2*b1^3*c2-108*_a^3*a1*a2*b1^2*
b2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a2*b1^2*c2^
2+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*b1*b3*c1*c
2+324*_a^3*a1*a2*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3*c1*c2+288
*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*_a^3*a1*a2*b3^2*c1*c2-54*_a^3*a
1*a2*b3*c1*c2^2-324*_a^3*a1*a2*b3*c2^3-60*_a^3*a1*a2*c2^4+648*_a^3*a1*a3^2*b1*c2
^2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3+288*_a^3*a1*a3*b1^3*c2-324*_a
^3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2+486*_a^3*
a1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2*c2^2+648*_a^3*a
1*a3*b1*b3*c1*c2-972*_a^3*a1*a3*b1*b3*c2^2-108*_a^3*a1*a3*b1*c2^3-972*_a^3*a1*a3
*b2^2*c1*c2-486*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2+162*_a^3*a1*a3
*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*a1*a3*b3*c
2^3+126*_a^3*a1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*b1^4*c2+12
6*_a^3*a1*b1^3*b2*c2+144*_a^3*a1*b1^3*b3*c1-108*_a^3*a1*b1^3*b3*c2-12*_a^3*a1*b1
^3*c2^2-162*_a^3*a1*b1^2*b2*b3*c1-54*_a^3*a1*b1^2*b2*c2^2-54*_a^3*a1*b1^2*b3*c1*
c2+162*_a^3*a1*b1^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+162*_a^3*a1*b1*b2*b3*c1*c2-144*
_a^3*a1*b1*b2*c2^3+162*_a^3*a1*b1*b3^2*c1^2-486*_a^3*a1*b1*b3^2*c1*c2-216*_a^3*a
1*b1*b3*c1*c2^2+162*_a^3*a1*b1*b3*c2^3-6*_a^3*a1*b1*c2^4+324*_a^3*a1*b2*b3*c1*c2
^2+72*_a^3*a1*b2*c2^4+162*_a^3*a1*b3^2*c1^2*c2-486*_a^3*a1*b3^2*c1*c2^2-18*_a^3*
a1*b3*c1*c2^3-108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5+4*_a^3*a2^6-12*_a^3*a2^5*b1+24
*_a^3*a2^5*c2-36*_a^3*a2^4*a3*c2-3*_a^3*a2^4*b1^2-60*_a^3*a2^4*b1*c2+36*_a^3*a2^
4*b3*c1+60*_a^3*a2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-108*_a^3*a2^3*a3*b2*c1-144*_a^3
*a2^3*a3*c2^2+26*_a^3*a2^3*b1^3-12*_a^3*a2^3*b1^2*c2-18*_a^3*a2^3*b1*b3*c1-120*_
a^3*a2^3*b1*c2^2+144*_a^3*a2^3*b3*c1*c2+80*_a^3*a2^3*c2^3+81*_a^3*a2^2*a3^2*c2^2
-54*_a^3*a2^2*a3*b1^2*c2+162*_a^3*a2^2*a3*b1*b2*c1+378*_a^3*a2^2*a3*b1*c2^2-324*
_a^3*a2^2*a3*b2*c1*c2-162*_a^3*a2^2*a3*b3*c1*c2-216*_a^3*a2^2*a3*c2^3-3*_a^3*a2^
2*b1^4+78*_a^3*a2^2*b1^3*c2-108*_a^3*a2^2*b1^2*b3*c1-18*_a^3*a2^2*b1^2*c2^2-54*_
a^3*a2^2*b1*b3*c1*c2-120*_a^3*a2^2*b1*c2^3+81*_a^3*a2^2*b3^2*c1^2+216*_a^3*a2^2*
b3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*a2*a3^2*b1*c2^2+486*_a^3*a2*a3^2*b2*c1*c2+
162*_a^3*a2*a3^2*c2^3-144*_a^3*a2*a3*b1^3*c2+162*_a^3*a2*a3*b1^2*b2*c1-108*_a^3*
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*b2*c2-486*a1*a2^3*b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*
b2*c2+1458*a1*a2^2*a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^
2*c2+1458*a1*a2^2*b1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-1458*a1*a2
^2*b2*b3*c1-1458*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*a1*a
2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2
916*a1*a2*a3*b2*c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*a2*b1^4+48
6*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1
701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b
3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a2*b3
^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b
2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*
c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*
b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-
243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2
^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c
2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*
c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4
-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2
-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2
^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-81
0*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1
^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4
-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-8
10*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2*a3^
2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1
*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324
*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2
*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2
*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c
2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b
1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*
c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^
4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+16
2*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b
3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*
a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b
1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1
*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2
)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1
^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b
1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*
x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*
c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-
a1*c1*c2+a3*c1^2),x)+_C1)*a1*a2*b1*b2*x-12*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-
3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6
-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^
2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60
*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^
3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^
3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a
1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-
324*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3
*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324
*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b
2-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1
^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-16
2*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3
*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^
3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*
a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a
2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3
*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+8
10*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3
*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*
a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*
b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b
3*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2
-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*
a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^
2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3
*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a
^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*
b2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-3
24*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*
_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a
1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b
3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729
*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*
c2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126
*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*
b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*b3*c1-108*_a^3*a1*a2^3*b3*c2-120*_a
^3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a1*
a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2
*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b3*c1
+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1+432
*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*_a^3
*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a2*
a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*
a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*a2*a
3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1^4+1
26*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a2*b1^3*c2-108*_a^3*a1*a2*b1^2*b2*c2-54*_a^3*a1
*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a2*b1^2*c2^2+162*_a^3*a1*a2
*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a1*a2
*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c
2^3+162*_a^3*a1*a2*b3^2*c1^2-486*_a^3*a1*a2*b3^2*c1*c2-54*_a^3*a1*a2*b3*c1*c2^2-
324*_a^3*a1*a2*b3*c2^3-60*_a^3*a1*a2*c2^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*a1*a
3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3+288*_a^3*a1*a3*b1^3*c2-324*_a^3*a1*a3*b1^2*b2
*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2+486*_a^3*a1*a3*b1*b2^2*c1
+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2*c2^2+648*_a^3*a1*a3*b1*b3*c1*c2
-972*_a^3*a1*a3*b1*b3*c2^2-108*_a^3*a1*a3*b1*c2^3-972*_a^3*a1*a3*b2^2*c1*c2-486*
_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2+162*_a^3*a1*a3*b2*c1*c2^2-324*
_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*a1*a3*b3*c2^3+126*_a^3*a1*
a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1^3*b
2*c2+144*_a^3*a1*b1^3*b3*c1-108*_a^3*a1*b1^3*b3*c2-12*_a^3*a1*b1^3*c2^2-162*_a^3
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1^3*b2*b3*c1-729*a1^3*b2*c2^2-486*a1^3*b3*c1*c2-189*a1^3*c2^3+162*a1^2*a2^4-567*
a1^2*a2^3*b1+486*a1^2*a2^3*b2+648*a1^2*a2^3*c2-729*a1^2*a2^2*a3*c2+972*a1^2*a2^2
*b1^2-1458*a1^2*a2^2*b1*b2-1701*a1^2*a2^2*b1*c2+729*a1^2*a2^2*b2^2+1458*a1^2*a2^
2*b2*c2+729*a1^2*a2^2*b3*c1+972*a1^2*a2^2*c2^2+1458*a1^2*a2*a3*b1*c2-1458*a1^2*a
2*a3*b2*c2-1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b1^3+1458*a1^2*a2*b1^2*b2+1944*a1^2*
a2*b1^2*c2-729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1*b3*c1-1701*
a1^2*a2*b1*c2^2+1458*a1^2*a2*b2^2*c2+1458*a1^2*a2*b2*b3*c1+1458*a1^2*a2*b2*c2^2+
1458*a1^2*a2*b3*c1*c2+648*a1^2*a2*c2^3+729*a1^2*a3^2*c2^2-1458*a1^2*a3*b1^2*c2+2
916*a1^2*a3*b1*b2*c2+1458*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*a1^2*a3*b2*c
2^2-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1^3*b2-810*a1
^2*b1^3*c2+729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3*c1+972*a1^2
*b1^2*c2^2-729*a1^2*b1*b2^2*c2-2916*a1^2*b1*b2*b3*c1-1458*a1^2*b1*b2*c2^2-1458*a
1^2*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*c2^2+1458*a1
^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*a1^2*
c2^4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2-405*a1*a2^4*c2+486*a1*a2^3*a3*c2-5
67*a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^3*b1*c2-972*a1*a2^3*b2*c2-486*a1*a2
^3*b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*b2*c2+1458*a1*a2
^2*a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^2*c2+1458*a1*a2^
2*b1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-1458*a1*a2^2*b2*b3*c1-1458
*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*a1*a2*a3^2*c2^2+1458
*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2916*a1*a2*a3*b2*
c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*a2*b1^4+486*a1*a2*b1^3*b2+
1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1701*a1*a2*b1^2*c
2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b3*c1*c2+1296*a1*
a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a2*b3^2*c1^2-1458*a1*
a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2^2-729*a1*a3
^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2-1458*a1*a3*
b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b3*c1*c2+1458
*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*a1*b1^4*b2-4
05*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-1458*a1*b1^2*
b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+1458*a1*b1*b
2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c2^2+324*a1*b
1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^
2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243*a2^4*a3*c2+
162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a3*b1*c2-972*
a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2^3*b1*c2^2+9
72*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c2+1458*a2^2*
a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c
2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+
729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1*c2^2+1458*a
2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a
2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-486*
a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*
b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1
*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3
*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729
*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*
b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*
b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*
b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+24
3*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*
b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2
*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a
2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-
a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*
c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c
1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x
^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*
x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2
),x)+_C1)*a1*a2*b1*c2*x+9*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^
2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+
24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2
*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-1
44*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_
a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1
^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*
_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*
b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3
*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*
c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b
1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_
a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3
*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a
1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^
2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-10
8*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3
*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*
a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a
3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-
36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a
^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*
a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^
2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*
c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-
648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*
_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^
3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-1
20*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1
^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b
2^2*c2-324*_a^3*a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c
2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_
a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a
1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c
2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c2^4-12*_a^3*a1*a
2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*
c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b1*c2+288*_a^3*a1
*a2^3*b2*c2-18*_a^3*a1*a2^3*b3*c1-108*_a^3*a1*a2^3*b3*c2-120*_a^3*a1*a2^3*c2^2-1
08*_a^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a1*a2^2*a3*b2*c2+378
*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a
2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2
*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*
c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324
*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a2*a3*b1*b2*c1+810*_
a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*a3*b2^2*c1+324*_a
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9*_a*a3^2*b1*c2^3-2187*_a*a3^2*b3*c1*c2^2-729*_a*a3^2*c2^4+243*_a*a3*b1^4*c2-486
*_a*a3*b1^3*c2^2+1458*_a*a3*b1^2*b3*c1*c2+729*_a*a3*b1^2*c2^3-1458*_a*a3*b1*b3*c
1*c2^2-486*_a*a3*b1*c2^4+2187*_a*a3*b3^2*c1^2*c2+1458*_a*a3*b3*c1*c2^3+243*_a*a3
*c2^5-27*_a*b1^6+81*_a*b1^5*c2-243*_a*b1^4*b3*c1-162*_a*b1^4*c2^2+486*_a*b1^3*b3
*c1*c2+189*_a*b1^3*c2^3-729*_a*b1^2*b3^2*c1^2-729*_a*b1^2*b3*c1*c2^2-162*_a*b1^2
*c2^4+729*_a*b1*b3^2*c1^2*c2+486*_a*b1*b3*c1*c2^3+81*_a*b1*c2^5-729*_a*b3^3*c1^3
-729*_a*b3^2*c1^2*c2^2-243*_a*b3*c1*c2^4-27*_a*c2^6+27*a1^6-81*a1^5*a2+162*a1^5*
b1-243*a1^5*b2-81*a1^5*c2+162*a1^4*a2^2-405*a1^4*a2*b1+486*a1^4*a2*b2+324*a1^4*a
2*c2-243*a1^4*a3*c2+405*a1^4*b1^2-972*a1^4*b1*b2-405*a1^4*b1*c2+729*a1^4*b2^2+48
6*a1^4*b2*c2+243*a1^4*b3*c1+162*a1^4*c2^2-189*a1^3*a2^3+648*a1^3*a2^2*b1-729*a1^
3*a2^2*b2-567*a1^3*a2^2*c2+486*a1^3*a2*a3*c2-810*a1^3*a2*b1^2+1458*a1^3*a2*b1*b2
+1296*a1^3*a2*b1*c2-729*a1^3*a2*b2^2-1458*a1^3*a2*b2*c2-486*a1^3*a2*b3*c1-567*a1
^3*a2*c2^2-972*a1^3*a3*b1*c2+1458*a1^3*a3*b2*c2+486*a1^3*a3*c2^2+540*a1^3*b1^3-1
458*a1^3*b1^2*b2-810*a1^3*b1^2*c2+1458*a1^3*b1*b2^2+1458*a1^3*b1*b2*c2+972*a1^3*
b1*b3*c1+648*a1^3*b1*c2^2-729*a1^3*b2^3-729*a1^3*b2^2*c2-1458*a1^3*b2*b3*c1-729*
a1^3*b2*c2^2-486*a1^3*b3*c1*c2-189*a1^3*c2^3+162*a1^2*a2^4-567*a1^2*a2^3*b1+486*
a1^2*a2^3*b2+648*a1^2*a2^3*c2-729*a1^2*a2^2*a3*c2+972*a1^2*a2^2*b1^2-1458*a1^2*a
2^2*b1*b2-1701*a1^2*a2^2*b1*c2+729*a1^2*a2^2*b2^2+1458*a1^2*a2^2*b2*c2+729*a1^2*
a2^2*b3*c1+972*a1^2*a2^2*c2^2+1458*a1^2*a2*a3*b1*c2-1458*a1^2*a2*a3*b2*c2-1458*a
1^2*a2*a3*c2^2-810*a1^2*a2*b1^3+1458*a1^2*a2*b1^2*b2+1944*a1^2*a2*b1^2*c2-729*a1
^2*a2*b1*b2^2-2916*a1^2*a2*b1*b2*c2-1458*a1^2*a2*b1*b3*c1-1701*a1^2*a2*b1*c2^2+1
458*a1^2*a2*b2^2*c2+1458*a1^2*a2*b2*b3*c1+1458*a1^2*a2*b2*c2^2+1458*a1^2*a2*b3*c
1*c2+648*a1^2*a2*c2^3+729*a1^2*a3^2*c2^2-1458*a1^2*a3*b1^2*c2+2916*a1^2*a3*b1*b2
*c2+1458*a1^2*a3*b1*c2^2-2187*a1^2*a3*b2^2*c2-1458*a1^2*a3*b2*c2^2-1458*a1^2*a3*
b3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2*b1^3*b2-810*a1^2*b1^3*c2+729*a1
^2*b1^2*b2^2+1458*a1^2*b1^2*b2*c2+1458*a1^2*b1^2*b3*c1+972*a1^2*b1^2*c2^2-729*a1
^2*b1*b2^2*c2-2916*a1^2*b1*b2*b3*c1-1458*a1^2*b1*b2*c2^2-1458*a1^2*b1*b3*c1*c2-5
67*a1^2*b1*c2^3+2187*a1^2*b2^2*b3*c1+729*a1^2*b2^2*c2^2+1458*a1^2*b2*b3*c1*c2+48
6*a1^2*b2*c2^3+729*a1^2*b3^2*c1^2+729*a1^2*b3*c1*c2^2+162*a1^2*c2^4-81*a1*a2^5+3
24*a1*a2^4*b1-243*a1*a2^4*b2-405*a1*a2^4*c2+486*a1*a2^3*a3*c2-567*a1*a2^3*b1^2+4
86*a1*a2^3*b1*b2+1296*a1*a2^3*b1*c2-972*a1*a2^3*b2*c2-486*a1*a2^3*b3*c1-810*a1*a
2^3*c2^2-1458*a1*a2^2*a3*b1*c2+1458*a1*a2^2*a3*b2*c2+1458*a1*a2^2*a3*c2^2+648*a1
*a2^2*b1^3-729*a1*a2^2*b1^2*b2-1701*a1*a2^2*b1^2*c2+1458*a1*a2^2*b1*b2*c2+1458*a
1*a2^2*b1*b3*c1+1944*a1*a2^2*b1*c2^2-1458*a1*a2^2*b2*b3*c1-1458*a1*a2^2*b2*c2^2-
1458*a1*a2^2*b3*c1*c2-810*a1*a2^2*c2^3-729*a1*a2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2
-1458*a1*a2*a3*b1*b2*c2-2916*a1*a2*a3*b1*c2^2+2916*a1*a2*a3*b2*c2^2+1458*a1*a2*a
3*b3*c1*c2+1458*a1*a2*a3*c2^3-405*a1*a2*b1^4+486*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c
2-1458*a1*a2*b1^2*b2*c2-1458*a1*a2*b1^2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1
*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+2916*a1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a
1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2^3-729*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405
*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2-2187*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3
*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1458*a1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a
1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c2^3+4374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+14
58*a1*a3*b3*c1*c2^2+486*a1*a3*c2^4+162*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486
*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b
1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1
*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2
*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1
*c2^3-81*a1*c2^5+27*a2^6-81*a2^5*b1+162*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405
*a2^4*b1*c2+243*a2^4*b3*c1+405*a2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*
a2^3*b1^3+648*a2^3*b1^2*c2-486*a2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+
540*a2^3*c2^3+729*a2^2*a3^2*c2^2-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a
2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b
3*c1+972*a2^2*b1^2*c2^2-1458*a2^2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^
2+1458*a2^2*b3*c1*c2^2+405*a2^2*c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a
2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916
*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567
*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2
*b1*b3*c1*c2^2-405*a2*b1*c2^4+1458*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5
-729*a3^3*c2^3+729*a3^2*b1^2*c2^2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2
*c2^4-243*a3*b1^4*c2+486*a3*b1^3*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+145
8*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3
*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3
*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-4
86*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c
2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x
+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c
2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c
2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b
2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2
*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2
+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1
*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3
*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1*a2*b
3*c1*x+36*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-
3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-
36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^
4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*
b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-1
08*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a
^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^
2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-324*_a^3*a1^3*a2*b2^2-108*_a^3*a1
^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+28
8*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3
*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2-120*_a^3*a1^3*b1^2*c2+162*_a^3*
a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c
2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^
3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_
a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^
3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2
*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2
-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a
^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3
*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*
b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3
*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+
162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3*c2-432*_a^3*a1^2*a2*b2*c2^2-216
*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-12*_a^3*a1^2*a2*c2^3+324*_a^3*a1
^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3
*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*
c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^
2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^
3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b2*c2+216*_a^3*a1^2*b1^2*b3*c1-32
4*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-324*_a^3*a1^2*b1*b2^2*c2-324*_a^3*
a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2
*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2
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+648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c2^3+162*_a^3*a1*a2*b3^2*c1^2-486*
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1*b1^4*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1^3*b2*c2+144*_a^3*a1*b1^3*b3*c1-108*_
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162*_a^3*a1*b1*b2*b3*c1*c2-144*_a^3*a1*b1*b2*c2^3+162*_a^3*a1*b1*b3^2*c1^2-486*_
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6*_a^3*a1*b3^2*c1*c2^2-18*_a^3*a1*b3*c1*c2^3-108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5
+4*_a^3*a2^6-12*_a^3*a2^5*b1+24*_a^3*a2^5*c2-36*_a^3*a2^4*a3*c2-3*_a^3*a2^4*b1^2
-60*_a^3*a2^4*b1*c2+36*_a^3*a2^4*b3*c1+60*_a^3*a2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-
108*_a^3*a2^3*a3*b2*c1-144*_a^3*a2^3*a3*c2^2+26*_a^3*a2^3*b1^3-12*_a^3*a2^3*b1^2
*c2-18*_a^3*a2^3*b1*b3*c1-120*_a^3*a2^3*b1*c2^2+144*_a^3*a2^3*b3*c1*c2+80*_a^3*a
2^3*c2^3+81*_a^3*a2^2*a3^2*c2^2-54*_a^3*a2^2*a3*b1^2*c2+162*_a^3*a2^2*a3*b1*b2*c
1+378*_a^3*a2^2*a3*b1*c2^2-324*_a^3*a2^2*a3*b2*c1*c2-162*_a^3*a2^2*a3*b3*c1*c2-2
16*_a^3*a2^2*a3*c2^3-3*_a^3*a2^2*b1^4+78*_a^3*a2^2*b1^3*c2-108*_a^3*a2^2*b1^2*b3
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3*a2^2*b3^2*c1^2+216*_a^3*a2^2*b3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*a2*a3^2*b1*
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1*c2-12*_a^3*a2*b1^2*c2^3+162*_a^3*a2*b1*b3^2*c1^2-54*_a^3*a2*b1*b3*c1*c2^2-60*_
a^3*a2*b1*c2^4+162*_a^3*a2*b3^2*c1^2*c2+144*_a^3*a2*b3*c1*c2^3+24*_a^3*a2*c2^5+3
24*_a^3*a3^2*b1^2*c2^2-972*_a^3*a3^2*b1*b2*c1*c2-324*_a^3*a3^2*b1*c2^3+729*_a^3*
a3^2*b2^2*c1^2+486*_a^3*a3^2*b2*c1*c2^2+81*_a^3*a3^2*c2^4+72*_a^3*a3*b1^4*c2-108
*_a^3*a3*b1^3*b2*c1-144*_a^3*a3*b1^3*c2^2+162*_a^3*a3*b1^2*b2*c1*c2+324*_a^3*a3*
b1^2*b3*c1*c2-54*_a^3*a3*b1^2*c2^3-486*_a^3*a3*b1*b2*b3*c1^2+162*_a^3*a3*b1*b2*c
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08*_a^3*a3*b2*c1*c2^3-162*_a^3*a3*b3*c1*c2^3-36*_a^3*a3*c2^5+4*_a^3*b1^6-12*_a^3
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1*b3^2*c1^2*c2-18*_a^3*b1*b3*c1*c2^3-12*_a^3*b1*c2^5+81*_a^3*b3^2*c1^2*c2^2+36*_
a^3*b3*c1*c2^4+4*_a^3*c2^6-27*_a*a1^6+81*_a*a1^5*a2-162*_a*a1^5*b1+243*_a*a1^5*b
2+81*_a*a1^5*c2-162*_a*a1^4*a2^2+405*_a*a1^4*a2*b1-486*_a*a1^4*a2*b2-324*_a*a1^4
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9*_a*a1^4*b2^2-486*_a*a1^4*b2*c2-243*_a*a1^4*b3*c1-162*_a*a1^4*c2^2+189*_a*a1^3*
a2^3-648*_a*a1^3*a2^2*b1+729*_a*a1^3*a2^2*b2+567*_a*a1^3*a2^2*c2-486*_a*a1^3*a2*
a3*c2+810*_a*a1^3*a2*b1^2-1458*_a*a1^3*a2*b1*b2-1296*_a*a1^3*a2*b1*c2+729*_a*a1^
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9*_a*a1^2*a2*b1*b2^2+2916*_a*a1^2*a2*b1*b2*c2+1458*_a*a1^2*a2*b1*b3*c1+1701*_a*a
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b2*c2^2-1458*_a*a1^2*a2*b3*c1*c2-648*_a*a1^2*a2*c2^3-729*_a*a1^2*a3^2*c2^2+1458*
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-405*_a*a1^2*b1^4+972*_a*a1^2*b1^3*b2+810*_a*a1^2*b1^3*c2-729*_a*a1^2*b1^2*b2^2-
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-120*_a^3*a1^2*a2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3
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4*_a^3*a1*a2^2*b3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a
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-972*_a^3*a1*a3*b2^2*c1*c2-486*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2
+162*_a^3*a1*a3*b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*
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1*c2^2-18*_a^3*a1*b3*c1*c2^3-108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5+4*_a^3*a2^6-12*
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+216*_a^3*a2^2*b3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*a2*a3^2*b1*c2^2+486*_a^3*a2
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b2*c1-108*_a^3*a2*a3*b1^2*c2^2+324*_a^3*a2*a3*b1*b2*c1*c2+162*_a^3*a2*a3*b1*b3*c
1*c2+378*_a^3*a2*a3*b1*c2^3-486*_a^3*a2*a3*b2*b3*c1^2-324*_a^3*a2*a3*b2*c1*c2^2-
324*_a^3*a2*a3*b3*c1*c2^2-144*_a^3*a2*a3*c2^4-12*_a^3*a2*b1^5-6*_a^3*a2*b1^4*c2-
18*_a^3*a2*b1^3*b3*c1+78*_a^3*a2*b1^3*c2^2-216*_a^3*a2*b1^2*b3*c1*c2-12*_a^3*a2*
b1^2*c2^3+162*_a^3*a2*b1*b3^2*c1^2-54*_a^3*a2*b1*b3*c1*c2^2-60*_a^3*a2*b1*c2^4+1
62*_a^3*a2*b3^2*c1^2*c2+144*_a^3*a2*b3*c1*c2^3+24*_a^3*a2*c2^5+324*_a^3*a3^2*b1^
2*c2^2-972*_a^3*a3^2*b1*b2*c1*c2-324*_a^3*a3^2*b1*c2^3+729*_a^3*a3^2*b2^2*c1^2+4
86*_a^3*a3^2*b2*c1*c2^2+81*_a^3*a3^2*c2^4+72*_a^3*a3*b1^4*c2-108*_a^3*a3*b1^3*b2
*c1-144*_a^3*a3*b1^3*c2^2+162*_a^3*a3*b1^2*b2*c1*c2+324*_a^3*a3*b1^2*b3*c1*c2-54
*_a^3*a3*b1^2*c2^3-486*_a^3*a3*b1*b2*b3*c1^2+162*_a^3*a3*b1*b2*c1*c2^2+162*_a^3*
a3*b1*b3*c1*c2^2+126*_a^3*a3*b1*c2^4-486*_a^3*a3*b2*b3*c1^2*c2-108*_a^3*a3*b2*c1
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*b1^4*b3*c1-3*_a^3*b1^4*c2^2-18*_a^3*b1^3*b3*c1*c2+26*_a^3*b1^3*c2^3+81*_a^3*b1^
2*b3^2*c1^2-108*_a^3*b1^2*b3*c1*c2^2-3*_a^3*b1^2*c2^4+162*_a^3*b1*b3^2*c1^2*c2-1
8*_a^3*b1*b3*c1*c2^3-12*_a^3*b1*c2^5+81*_a^3*b3^2*c1^2*c2^2+36*_a^3*b3*c1*c2^4+4
*_a^3*c2^6-27*_a*a1^6+81*_a*a1^5*a2-162*_a*a1^5*b1+243*_a*a1^5*b2+81*_a*a1^5*c2-
162*_a*a1^4*a2^2+405*_a*a1^4*a2*b1-486*_a*a1^4*a2*b2-324*_a*a1^4*a2*c2+243*_a*a1
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86*_a*a1^4*b2*c2-243*_a*a1^4*b3*c1-162*_a*a1^4*c2^2+189*_a*a1^3*a2^3-648*_a*a1^3
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58*_a*a1^3*a3*b2*c2-486*_a*a1^3*a3*c2^2-540*_a*a1^3*b1^3+1458*_a*a1^3*b1^2*b2+81
0*_a*a1^3*b1^2*c2-1458*_a*a1^3*b1*b2^2-1458*_a*a1^3*b1*b2*c2-972*_a*a1^3*b1*b3*c
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+729*_a*a1^3*b2*c2^2+486*_a*a1^3*b3*c1*c2+189*_a*a1^3*c2^3-162*_a*a1^2*a2^4+567*
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72*_a*a1^2*a2^2*b1^2+1458*_a*a1^2*a2^2*b1*b2+1701*_a*a1^2*a2^2*b1*c2-729*_a*a1^2
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1458*_a*a1^2*a2*a3*b1*c2+1458*_a*a1^2*a2*a3*b2*c2+1458*_a*a1^2*a2*a3*c2^2+810*_a
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458*_a*a1^2*a2*b2^2*c2-1458*_a*a1^2*a2*b2*b3*c1-1458*_a*a1^2*a2*b2*c2^2-1458*_a*
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2-486*_a*a1^2*b2*c2^3-729*_a*a1^2*b3^2*c1^2-729*_a*a1^2*b3*c1*c2^2-162*_a*a1^2*c
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c2-1458*_a*a1*a2^2*a3*b2*c2-1458*_a*a1*a2^2*a3*c2^2-648*_a*a1*a2^2*b1^3+729*_a*a
1*a2^2*b1^2*b2+1701*_a*a1*a2^2*b1^2*c2-1458*_a*a1*a2^2*b1*b2*c2-1458*_a*a1*a2^2*
b1*b3*c1-1944*_a*a1*a2^2*b1*c2^2+1458*_a*a1*a2^2*b2*b3*c1+1458*_a*a1*a2^2*b2*c2^
2+1458*_a*a1*a2^2*b3*c1*c2+810*_a*a1*a2^2*c2^3+729*_a*a1*a2*a3^2*c2^2-1458*_a*a1
*a2*a3*b1^2*c2+1458*_a*a1*a2*a3*b1*b2*c2+2916*_a*a1*a2*a3*b1*c2^2-2916*_a*a1*a2*
a3*b2*c2^2-1458*_a*a1*a2*a3*b3*c1*c2-1458*_a*a1*a2*a3*c2^3+405*_a*a1*a2*b1^4-486
*_a*a1*a2*b1^3*b2-1296*_a*a1*a2*b1^3*c2+1458*_a*a1*a2*b1^2*b2*c2+1458*_a*a1*a2*b
1^2*b3*c1+1701*_a*a1*a2*b1^2*c2^2-1458*_a*a1*a2*b1*b2*b3*c1-1458*_a*a1*a2*b1*b2*
c2^2-2916*_a*a1*a2*b1*b3*c1*c2-1296*_a*a1*a2*b1*c2^3+2916*_a*a1*a2*b2*b3*c1*c2+9
72*_a*a1*a2*b2*c2^3+729*_a*a1*a2*b3^2*c1^2+1458*_a*a1*a2*b3*c1*c2^2+405*_a*a1*a2
*c2^4-1458*_a*a1*a3^2*b1*c2^2+2187*_a*a1*a3^2*b2*c2^2+729*_a*a1*a3^2*c2^3+972*_a
*a1*a3*b1^3*c2-1458*_a*a1*a3*b1^2*b2*c2-1458*_a*a1*a3*b1^2*c2^2+1458*_a*a1*a3*b1
*b2*c2^2+2916*_a*a1*a3*b1*b3*c1*c2+1458*_a*a1*a3*b1*c2^3-4374*_a*a1*a3*b2*b3*c1*
c2-1458*_a*a1*a3*b2*c2^3-1458*_a*a1*a3*b3*c1*c2^2-486*_a*a1*a3*c2^4-162*_a*a1*b1
^5+243*_a*a1*b1^4*b2+405*_a*a1*b1^4*c2-486*_a*a1*b1^3*b2*c2-972*_a*a1*b1^3*b3*c1
-648*_a*a1*b1^3*c2^2+1458*_a*a1*b1^2*b2*b3*c1+729*_a*a1*b1^2*b2*c2^2+1458*_a*a1*
b1^2*b3*c1*c2+567*_a*a1*b1^2*c2^3-1458*_a*a1*b1*b2*b3*c1*c2-486*_a*a1*b1*b2*c2^3
-1458*_a*a1*b1*b3^2*c1^2-1458*_a*a1*b1*b3*c1*c2^2-324*_a*a1*b1*c2^4+2187*_a*a1*b
2*b3^2*c1^2+1458*_a*a1*b2*b3*c1*c2^2+243*_a*a1*b2*c2^4+729*_a*a1*b3^2*c1^2*c2+48
6*_a*a1*b3*c1*c2^3+81*_a*a1*c2^5-27*_a*a2^6+81*_a*a2^5*b1-162*_a*a2^5*c2+243*_a*
a2^4*a3*c2-162*_a*a2^4*b1^2+405*_a*a2^4*b1*c2-243*_a*a2^4*b3*c1-405*_a*a2^4*c2^2
-486*_a*a2^3*a3*b1*c2+972*_a*a2^3*a3*c2^2+189*_a*a2^3*b1^3-648*_a*a2^3*b1^2*c2+4
86*_a*a2^3*b1*b3*c1+810*_a*a2^3*b1*c2^2-972*_a*a2^3*b3*c1*c2-540*_a*a2^3*c2^3-72
9*_a*a2^2*a3^2*c2^2+729*_a*a2^2*a3*b1^2*c2-1458*_a*a2^2*a3*b1*c2^2+1458*_a*a2^2*
a3*b3*c1*c2+1458*_a*a2^2*a3*c2^3-162*_a*a2^2*b1^4+567*_a*a2^2*b1^3*c2-729*_a*a2^
2*b1^2*b3*c1-972*_a*a2^2*b1^2*c2^2+1458*_a*a2^2*b1*b3*c1*c2+810*_a*a2^2*b1*c2^3-
729*_a*a2^2*b3^2*c1^2-1458*_a*a2^2*b3*c1*c2^2-405*_a*a2^2*c2^4+729*_a*a2*a3^2*b1
*c2^2-1458*_a*a2*a3^2*c2^3-486*_a*a2*a3*b1^3*c2+1458*_a*a2*a3*b1^2*c2^2-1458*_a*
a2*a3*b1*b3*c1*c2-1458*_a*a2*a3*b1*c2^3+2916*_a*a2*a3*b3*c1*c2^2+972*_a*a2*a3*c2
^4+81*_a*a2*b1^5-324*_a*a2*b1^4*c2+486*_a*a2*b1^3*b3*c1+567*_a*a2*b1^3*c2^2-1458
*_a*a2*b1^2*b3*c1*c2-648*_a*a2*b1^2*c2^3+729*_a*a2*b1*b3^2*c1^2+1458*_a*a2*b1*b3
*c1*c2^2+405*_a*a2*b1*c2^4-1458*_a*a2*b3^2*c1^2*c2-972*_a*a2*b3*c1*c2^3-162*_a*a
2*c2^5+729*_a*a3^3*c2^3-729*_a*a3^2*b1^2*c2^2+729*_a*a3^2*b1*c2^3-2187*_a*a3^2*b
3*c1*c2^2-729*_a*a3^2*c2^4+243*_a*a3*b1^4*c2-486*_a*a3*b1^3*c2^2+1458*_a*a3*b1^2
*b3*c1*c2+729*_a*a3*b1^2*c2^3-1458*_a*a3*b1*b3*c1*c2^2-486*_a*a3*b1*c2^4+2187*_a
*a3*b3^2*c1^2*c2+1458*_a*a3*b3*c1*c2^3+243*_a*a3*c2^5-27*_a*b1^6+81*_a*b1^5*c2-2
43*_a*b1^4*b3*c1-162*_a*b1^4*c2^2+486*_a*b1^3*b3*c1*c2+189*_a*b1^3*c2^3-729*_a*b
1^2*b3^2*c1^2-729*_a*b1^2*b3*c1*c2^2-162*_a*b1^2*c2^4+729*_a*b1*b3^2*c1^2*c2+486
*_a*b1*b3*c1*c2^3+81*_a*b1*c2^5-729*_a*b3^3*c1^3-729*_a*b3^2*c1^2*c2^2-243*_a*b3
*c1*c2^4-27*_a*c2^6+27*a1^6-81*a1^5*a2+162*a1^5*b1-243*a1^5*b2-81*a1^5*c2+162*a1
^4*a2^2-405*a1^4*a2*b1+486*a1^4*a2*b2+324*a1^4*a2*c2-243*a1^4*a3*c2+405*a1^4*b1^
2-972*a1^4*b1*b2-405*a1^4*b1*c2+729*a1^4*b2^2+486*a1^4*b2*c2+243*a1^4*b3*c1+162*
a1^4*c2^2-189*a1^3*a2^3+648*a1^3*a2^2*b1-729*a1^3*a2^2*b2-567*a1^3*a2^2*c2+486*a
1^3*a2*a3*c2-810*a1^3*a2*b1^2+1458*a1^3*a2*b1*b2+1296*a1^3*a2*b1*c2-729*a1^3*a2*
b2^2-1458*a1^3*a2*b2*c2-486*a1^3*a2*b3*c1-567*a1^3*a2*c2^2-972*a1^3*a3*b1*c2+145
8*a1^3*a3*b2*c2+486*a1^3*a3*c2^2+540*a1^3*b1^3-1458*a1^3*b1^2*b2-810*a1^3*b1^2*c
2+1458*a1^3*b1*b2^2+1458*a1^3*b1*b2*c2+972*a1^3*b1*b3*c1+648*a1^3*b1*c2^2-729*a1
^3*b2^3-729*a1^3*b2^2*c2-1458*a1^3*b2*b3*c1-729*a1^3*b2*c2^2-486*a1^3*b3*c1*c2-1
89*a1^3*c2^3+162*a1^2*a2^4-567*a1^2*a2^3*b1+486*a1^2*a2^3*b2+648*a1^2*a2^3*c2-72
9*a1^2*a2^2*a3*c2+972*a1^2*a2^2*b1^2-1458*a1^2*a2^2*b1*b2-1701*a1^2*a2^2*b1*c2+7
29*a1^2*a2^2*b2^2+1458*a1^2*a2^2*b2*c2+729*a1^2*a2^2*b3*c1+972*a1^2*a2^2*c2^2+14
58*a1^2*a2*a3*b1*c2-1458*a1^2*a2*a3*b2*c2-1458*a1^2*a2*a3*c2^2-810*a1^2*a2*b1^3+
1458*a1^2*a2*b1^2*b2+1944*a1^2*a2*b1^2*c2-729*a1^2*a2*b1*b2^2-2916*a1^2*a2*b1*b2
*c2-1458*a1^2*a2*b1*b3*c1-1701*a1^2*a2*b1*c2^2+1458*a1^2*a2*b2^2*c2+1458*a1^2*a2
*b2*b3*c1+1458*a1^2*a2*b2*c2^2+1458*a1^2*a2*b3*c1*c2+648*a1^2*a2*c2^3+729*a1^2*a
3^2*c2^2-1458*a1^2*a3*b1^2*c2+2916*a1^2*a3*b1*b2*c2+1458*a1^2*a3*b1*c2^2-2187*a1
^2*a3*b2^2*c2-1458*a1^2*a3*b2*c2^2-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405*a1
^2*b1^4-972*a1^2*b1^3*b2-810*a1^2*b1^3*c2+729*a1^2*b1^2*b2^2+1458*a1^2*b1^2*b2*c
2+1458*a1^2*b1^2*b3*c1+972*a1^2*b1^2*c2^2-729*a1^2*b1*b2^2*c2-2916*a1^2*b1*b2*b3
*c1-1458*a1^2*b1*b2*c2^2-1458*a1^2*b1*b3*c1*c2-567*a1^2*b1*c2^3+2187*a1^2*b2^2*b
3*c1+729*a1^2*b2^2*c2^2+1458*a1^2*b2*b3*c1*c2+486*a1^2*b2*c2^3+729*a1^2*b3^2*c1^
2+729*a1^2*b3*c1*c2^2+162*a1^2*c2^4-81*a1*a2^5+324*a1*a2^4*b1-243*a1*a2^4*b2-405
*a1*a2^4*c2+486*a1*a2^3*a3*c2-567*a1*a2^3*b1^2+486*a1*a2^3*b1*b2+1296*a1*a2^3*b1
*c2-972*a1*a2^3*b2*c2-486*a1*a2^3*b3*c1-810*a1*a2^3*c2^2-1458*a1*a2^2*a3*b1*c2+1
458*a1*a2^2*a3*b2*c2+1458*a1*a2^2*a3*c2^2+648*a1*a2^2*b1^3-729*a1*a2^2*b1^2*b2-1
701*a1*a2^2*b1^2*c2+1458*a1*a2^2*b1*b2*c2+1458*a1*a2^2*b1*b3*c1+1944*a1*a2^2*b1*
c2^2-1458*a1*a2^2*b2*b3*c1-1458*a1*a2^2*b2*c2^2-1458*a1*a2^2*b3*c1*c2-810*a1*a2^
2*c2^3-729*a1*a2*a3^2*c2^2+1458*a1*a2*a3*b1^2*c2-1458*a1*a2*a3*b1*b2*c2-2916*a1*
a2*a3*b1*c2^2+2916*a1*a2*a3*b2*c2^2+1458*a1*a2*a3*b3*c1*c2+1458*a1*a2*a3*c2^3-40
5*a1*a2*b1^4+486*a1*a2*b1^3*b2+1296*a1*a2*b1^3*c2-1458*a1*a2*b1^2*b2*c2-1458*a1*
a2*b1^2*b3*c1-1701*a1*a2*b1^2*c2^2+1458*a1*a2*b1*b2*b3*c1+1458*a1*a2*b1*b2*c2^2+
2916*a1*a2*b1*b3*c1*c2+1296*a1*a2*b1*c2^3-2916*a1*a2*b2*b3*c1*c2-972*a1*a2*b2*c2
^3-729*a1*a2*b3^2*c1^2-1458*a1*a2*b3*c1*c2^2-405*a1*a2*c2^4+1458*a1*a3^2*b1*c2^2
-2187*a1*a3^2*b2*c2^2-729*a1*a3^2*c2^3-972*a1*a3*b1^3*c2+1458*a1*a3*b1^2*b2*c2+1
458*a1*a3*b1^2*c2^2-1458*a1*a3*b1*b2*c2^2-2916*a1*a3*b1*b3*c1*c2-1458*a1*a3*b1*c
2^3+4374*a1*a3*b2*b3*c1*c2+1458*a1*a3*b2*c2^3+1458*a1*a3*b3*c1*c2^2+486*a1*a3*c2
^4+162*a1*b1^5-243*a1*b1^4*b2-405*a1*b1^4*c2+486*a1*b1^3*b2*c2+972*a1*b1^3*b3*c1
+648*a1*b1^3*c2^2-1458*a1*b1^2*b2*b3*c1-729*a1*b1^2*b2*c2^2-1458*a1*b1^2*b3*c1*c
2-567*a1*b1^2*c2^3+1458*a1*b1*b2*b3*c1*c2+486*a1*b1*b2*c2^3+1458*a1*b1*b3^2*c1^2
+1458*a1*b1*b3*c1*c2^2+324*a1*b1*c2^4-2187*a1*b2*b3^2*c1^2-1458*a1*b2*b3*c1*c2^2
-243*a1*b2*c2^4-729*a1*b3^2*c1^2*c2-486*a1*b3*c1*c2^3-81*a1*c2^5+27*a2^6-81*a2^5
*b1+162*a2^5*c2-243*a2^4*a3*c2+162*a2^4*b1^2-405*a2^4*b1*c2+243*a2^4*b3*c1+405*a
2^4*c2^2+486*a2^3*a3*b1*c2-972*a2^3*a3*c2^2-189*a2^3*b1^3+648*a2^3*b1^2*c2-486*a
2^3*b1*b3*c1-810*a2^3*b1*c2^2+972*a2^3*b3*c1*c2+540*a2^3*c2^3+729*a2^2*a3^2*c2^2
-729*a2^2*a3*b1^2*c2+1458*a2^2*a3*b1*c2^2-1458*a2^2*a3*b3*c1*c2-1458*a2^2*a3*c2^
3+162*a2^2*b1^4-567*a2^2*b1^3*c2+729*a2^2*b1^2*b3*c1+972*a2^2*b1^2*c2^2-1458*a2^
2*b1*b3*c1*c2-810*a2^2*b1*c2^3+729*a2^2*b3^2*c1^2+1458*a2^2*b3*c1*c2^2+405*a2^2*
c2^4-729*a2*a3^2*b1*c2^2+1458*a2*a3^2*c2^3+486*a2*a3*b1^3*c2-1458*a2*a3*b1^2*c2^
2+1458*a2*a3*b1*b3*c1*c2+1458*a2*a3*b1*c2^3-2916*a2*a3*b3*c1*c2^2-972*a2*a3*c2^4
-81*a2*b1^5+324*a2*b1^4*c2-486*a2*b1^3*b3*c1-567*a2*b1^3*c2^2+1458*a2*b1^2*b3*c1
*c2+648*a2*b1^2*c2^3-729*a2*b1*b3^2*c1^2-1458*a2*b1*b3*c1*c2^2-405*a2*b1*c2^4+14
58*a2*b3^2*c1^2*c2+972*a2*b3*c1*c2^3+162*a2*c2^5-729*a3^3*c2^3+729*a3^2*b1^2*c2^
2-729*a3^2*b1*c2^3+2187*a3^2*b3*c1*c2^2+729*a3^2*c2^4-243*a3*b1^4*c2+486*a3*b1^3
*c2^2-1458*a3*b1^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^
4-2187*a3*b3^2*c1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^
4*b3*c1+162*b1^4*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^
2*b3*c1*c2^2+162*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*
b3^3*c1^3+729*b3^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*
x-a1*a2*c2*x+2*a1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*
x-3*a3*c2^2*x+b1^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c
1-3*a1*b2*c1-a1*c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*
b3*c1^2+c1*c2^2)/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3
+b3*c2^2*x^3+a1^2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a
1*c2^2*x^2-a2*b1*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^
2*x^2-b2*c1*c2*x^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x
-a1*b2*c1*x-a1*c1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1
^2*c2-a1*a2*c1-a1*c1*c2+a3*c1^2),x)+_C1)*a1*a3*b2*c1*x+18*RootOf(-27*Intat((a1^2
-a1*a2+2*a1*b1-3*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)
^3/(4*_a^3*a1^6-12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-
3*_a^3*a1^4*a2^2-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^
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1+162*_a^3*a1^3*a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1
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18*_a^3*a1^3*b3*c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+7
8*_a^3*a1^2*a2^3*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2
*a3*c2-18*_a^3*a1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+
324*_a^3*a1^2*a2^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a
^3*a1^2*a2^2*b3*c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^
2*a2*a3*b2*c1+810*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a
2*b1^3+378*_a^3*a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2
-216*_a^3*a1^2*a2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+23
4*_a^3*a1^2*a2*b1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a
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^2+486*_a^3*a1^2*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+3
24*_a^3*a1^2*a3*b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a
1^2*b1^4-144*_a^3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*
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1*b2*b3*c2-108*_a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3
*c2^2+78*_a^3*a1^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972
*_a^3*a1^2*b2*b3*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2
*b3^2*c1*c2+729*_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2
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*a1*a2^4*c2+126*_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-2
4*_a^3*a1*a2^3*b1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*b3*c1-108*_a^3*a1*a2
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c1-324*_a^3*a1*a2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a
^3*a1*a2^2*b1^2*b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a
1*a2^2*b1*b3*c1+162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2
^2*b2*b3*c1+432*_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b
3*c2^2-120*_a^3*a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+
324*_a^3*a1*a2*a3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-
972*_a^3*a1*a2*a3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a3*b2*c2^2+1
62*_a^3*a1*a2*a3*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3*c2^3-60*_a
^3*a1*a2*b1^4+126*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a2*b1^3*c2-108*_a^3*a1*a2*b1^2*b
2*c2-54*_a^3*a1*a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a2*b1^2*c2^2
+162*_a^3*a1*a2*b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*b1*b3*c1*c2
+324*_a^3*a1*a2*b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3*c1*c2+288*
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2-972*_a^3*a1*a3^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3+288*_a^3*a1*a3*b1^3*c2-324*_a^
3*a1*a3*b1^2*b2*c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2+486*_a^3*a
1*a3*b1*b2^2*c1+324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2*c2^2+648*_a^3*a1
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b2^2*c1*c2-486*_a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2+162*_a^3*a1*a3*
b2*c1*c2^2-324*_a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*a1*a3*b3*c2
^3+126*_a^3*a1*a3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*b1^4*c2+126
*_a^3*a1*b1^3*b2*c2+144*_a^3*a1*b1^3*b3*c1-108*_a^3*a1*b1^3*b3*c2-12*_a^3*a1*b1^
3*c2^2-162*_a^3*a1*b1^2*b2*b3*c1-54*_a^3*a1*b1^2*b2*c2^2-54*_a^3*a1*b1^2*b3*c1*c
2+162*_a^3*a1*b1^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+162*_a^3*a1*b1*b2*b3*c1*c2-144*_
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2+72*_a^3*a1*b2*c2^4+162*_a^3*a1*b3^2*c1^2*c2-486*_a^3*a1*b3^2*c1*c2^2-18*_a^3*a
1*b3*c1*c2^3-108*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5+4*_a^3*a2^6-12*_a^3*a2^5*b1+24*
_a^3*a2^5*c2-36*_a^3*a2^4*a3*c2-3*_a^3*a2^4*b1^2-60*_a^3*a2^4*b1*c2+36*_a^3*a2^4
*b3*c1+60*_a^3*a2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-108*_a^3*a2^3*a3*b2*c1-144*_a^3*
a2^3*a3*c2^2+26*_a^3*a2^3*b1^3-12*_a^3*a2^3*b1^2*c2-18*_a^3*a2^3*b1*b3*c1-120*_a
^3*a2^3*b1*c2^2+144*_a^3*a2^3*b3*c1*c2+80*_a^3*a2^3*c2^3+81*_a^3*a2^2*a3^2*c2^2-
54*_a^3*a2^2*a3*b1^2*c2+162*_a^3*a2^2*a3*b1*b2*c1+378*_a^3*a2^2*a3*b1*c2^2-324*_
a^3*a2^2*a3*b2*c1*c2-162*_a^3*a2^2*a3*b3*c1*c2-216*_a^3*a2^2*a3*c2^3-3*_a^3*a2^2
*b1^4+78*_a^3*a2^2*b1^3*c2-108*_a^3*a2^2*b1^2*b3*c1-18*_a^3*a2^2*b1^2*c2^2-54*_a
^3*a2^2*b1*b3*c1*c2-120*_a^3*a2^2*b1*c2^3+81*_a^3*a2^2*b3^2*c1^2+216*_a^3*a2^2*b
3*c1*c2^2+60*_a^3*a2^2*c2^4-324*_a^3*a2*a3^2*b1*c2^2+486*_a^3*a2*a3^2*b2*c1*c2+1
62*_a^3*a2*a3^2*c2^3-144*_a^3*a2*a3*b1^3*c2+162*_a^3*a2*a3*b1^2*b2*c1-108*_a^3*a
2*a3*b1^2*c2^2+324*_a^3*a2*a3*b1*b2*c1*c2+162*_a^3*a2*a3*b1*b3*c1*c2+378*_a^3*a2
*a3*b1*c2^3-486*_a^3*a2*a3*b2*b3*c1^2-324*_a^3*a2*a3*b2*c1*c2^2-324*_a^3*a2*a3*b
3*c1*c2^2-144*_a^3*a2*a3*c2^4-12*_a^3*a2*b1^5-6*_a^3*a2*b1^4*c2-18*_a^3*a2*b1^3*
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a3^2*b1*b2*c1*c2-324*_a^3*a3^2*b1*c2^3+729*_a^3*a3^2*b2^2*c1^2+486*_a^3*a3^2*b2*
c1*c2^2+81*_a^3*a3^2*c2^4+72*_a^3*a3*b1^4*c2-108*_a^3*a3*b1^3*b2*c1-144*_a^3*a3*
b1^3*c2^2+162*_a^3*a3*b1^2*b2*c1*c2+324*_a^3*a3*b1^2*b3*c1*c2-54*_a^3*a3*b1^2*c2
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+126*_a^3*a3*b1*c2^4-486*_a^3*a3*b2*b3*c1^2*c2-108*_a^3*a3*b2*c1*c2^3-162*_a^3*a
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+405*_a*a1^4*a2*b1-486*_a*a1^4*a2*b2-324*_a*a1^4*a2*c2+243*_a*a1^4*a3*c2-405*_a*
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-243*_a*a1^4*b3*c1-162*_a*a1^4*c2^2+189*_a*a1^3*a2^3-648*_a*a1^3*a2^2*b1+729*_a*
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2-1458*_a*a1^3*b1*b2^2-1458*_a*a1^3*b1*b2*c2-972*_a*a1^3*b1*b3*c1-648*_a*a1^3*b1
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58*_a*a1^2*a2*b1^2*b2-1944*_a*a1^2*a2*b1^2*c2+729*_a*a1^2*a2*b1*b2^2+2916*_a*a1^
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9*_a*b1^2*b3*c1*c2^2-162*_a*b1^2*c2^4+729*_a*b1*b3^2*c1^2*c2+486*_a*b1*b3*c1*c2^
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58*a1^2*a3*b2*c2^2-1458*a1^2*a3*b3*c1*c2-729*a1^2*a3*c2^3+405*a1^2*b1^4-972*a1^2
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^2*b3*c1*c2-729*a3*b1^2*c2^3+1458*a3*b1*b3*c1*c2^2+486*a3*b1*c2^4-2187*a3*b3^2*c
1^2*c2-1458*a3*b3*c1*c2^3-243*a3*c2^5+27*b1^6-81*b1^5*c2+243*b1^4*b3*c1+162*b1^4
*c2^2-486*b1^3*b3*c1*c2-189*b1^3*c2^3+729*b1^2*b3^2*c1^2+729*b1^2*b3*c1*c2^2+162
*b1^2*c2^4-729*b1*b3^2*c1^2*c2-486*b1*b3*c1*c2^3-81*b1*c2^5+729*b3^3*c1^3+729*b3
^2*c1^2*c2^2+243*b3*c1*c2^4+27*c2^6),_a = _Z)+Int(-1/3*(a1^2*c2*x-a1*a2*c2*x+2*a
1*b1*c2*x-3*a1*b2*c2*x-a1*c2^2*x+a2^2*c2*x-a2*b1*c2*x+2*a2*c2^2*x-3*a3*c2^2*x+b1
^2*c2*x-b1*c2^2*x+3*b3*c1*c2*x+c2^3*x+a1^2*c1-a1*a2*c1+2*a1*b1*c1-3*a1*b2*c1-a1*
c1*c2+a2^2*c1-a2*b1*c1+2*a2*c1*c2-3*a3*c1*c2+b1^2*c1-b1*c1*c2+3*b3*c1^2+c1*c2^2)
/(a1*b2*c2*x^3-a2*b2*c2*x^3+b1*b2*c2*x^3-b2^2*c1*x^3-b2*c2^2*x^3+b3*c2^2*x^3+a1^
2*c2*x^2-a1*a2*c2*x^2+2*a1*b1*c2*x^2-a1*b2*c1*x^2+a1*b2*c2*x^2-a1*c2^2*x^2-a2*b1
*c2*x^2-a2*b2*c1*x^2+a3*c2^2*x^2+b1^2*c2*x^2-b1*b2*c1*x^2-b1*c2^2*x^2-b2*c1*c2*x
^2+2*b3*c1*c2*x^2+2*a1^2*c2*x-a1*a2*c1*x-a1*a2*c2*x+2*a1*b1*c2*x-a1*b2*c1*x-a1*c
1*c2*x-a1*c2^2*x-a2*b1*c1*x+2*a3*c1*c2*x-b1*c1*c2*x+b3*c1^2*x+a1^2*c2-a1*a2*c1-a
1*c1*c2+a3*c1^2),x)+_C1)*a1*b1*b2*c2*x+18*RootOf(-27*Intat((a1^2-a1*a2+2*a1*b1-3
*a1*b2-a1*c2+a2^2-a2*b1+2*a2*c2-3*a3*c2+b1^2-b1*c2+3*b3*c1+c2^2)^3/(4*_a^3*a1^6-
12*_a^3*a1^5*a2+24*_a^3*a1^5*b1-36*_a^3*a1^5*b2-12*_a^3*a1^5*c2-3*_a^3*a1^4*a2^2
-60*_a^3*a1^4*a2*b1+126*_a^3*a1^4*a2*b2-6*_a^3*a1^4*a2*c2+72*_a^3*a1^4*a3*c2+60*
_a^3*a1^4*b1^2-144*_a^3*a1^4*b1*b2-60*_a^3*a1^4*b1*c2+81*_a^3*a1^4*b2^2+126*_a^3
*a1^4*b2*c2+36*_a^3*a1^4*b3*c1-108*_a^3*a1^4*b3*c2-3*_a^3*a1^4*c2^2+26*_a^3*a1^3
*a2^3-12*_a^3*a1^3*a2^2*b1-54*_a^3*a1^3*a2^2*b2+78*_a^3*a1^3*a2^2*c2-144*_a^3*a1
^3*a2*a3*c2-120*_a^3*a1^3*a2*b1^2+378*_a^3*a1^3*a2*b1*b2-24*_a^3*a1^3*a2*b1*c2-3
24*_a^3*a1^3*a2*b2^2-108*_a^3*a1^3*a2*b2*c2-18*_a^3*a1^3*a2*b3*c1+162*_a^3*a1^3*
a2*b3*c2+78*_a^3*a1^3*a2*c2^2+288*_a^3*a1^3*a3*b1*c2-108*_a^3*a1^3*a3*b2*c1-324*
_a^3*a1^3*a3*b2*c2-144*_a^3*a1^3*a3*c2^2+80*_a^3*a1^3*b1^3-216*_a^3*a1^3*b1^2*b2
-120*_a^3*a1^3*b1^2*c2+162*_a^3*a1^3*b1*b2^2+378*_a^3*a1^3*b1*b2*c2+144*_a^3*a1^
3*b1*b3*c1-324*_a^3*a1^3*b1*b3*c2-12*_a^3*a1^3*b1*c2^2-324*_a^3*a1^3*b2^2*c2-162
*_a^3*a1^3*b2*b3*c1+486*_a^3*a1^3*b2*b3*c2-54*_a^3*a1^3*b2*c2^2-18*_a^3*a1^3*b3*
c1*c2+162*_a^3*a1^3*b3*c2^2+26*_a^3*a1^3*c2^3-3*_a^3*a1^2*a2^4+78*_a^3*a1^2*a2^3
*b1-144*_a^3*a1^2*a2^3*b2-12*_a^3*a1^2*a2^3*c2-54*_a^3*a1^2*a2^2*a3*c2-18*_a^3*a
1^2*a2^2*b1^2-108*_a^3*a1^2*a2^2*b1*b2+234*_a^3*a1^2*a2^2*b1*c2+324*_a^3*a1^2*a2
^2*b2^2-432*_a^3*a1^2*a2^2*b2*c2-108*_a^3*a1^2*a2^2*b3*c1+162*_a^3*a1^2*a2^2*b3*
c2-18*_a^3*a1^2*a2^2*c2^2-432*_a^3*a1^2*a2*a3*b1*c2+162*_a^3*a1^2*a2*a3*b2*c1+81
0*_a^3*a1^2*a2*a3*b2*c2-108*_a^3*a1^2*a2*a3*c2^2-120*_a^3*a1^2*a2*b1^3+378*_a^3*
a1^2*a2*b1^2*b2-36*_a^3*a1^2*a2*b1^2*c2-324*_a^3*a1^2*a2*b1*b2^2-216*_a^3*a1^2*a
2*b1*b2*c2-54*_a^3*a1^2*a2*b1*b3*c1+324*_a^3*a1^2*a2*b1*b3*c2+234*_a^3*a1^2*a2*b
1*c2^2+648*_a^3*a1^2*a2*b2^2*c2+162*_a^3*a1^2*a2*b2*b3*c1-972*_a^3*a1^2*a2*b2*b3
*c2-432*_a^3*a1^2*a2*b2*c2^2-216*_a^3*a1^2*a2*b3*c1*c2+324*_a^3*a1^2*a2*b3*c2^2-
12*_a^3*a1^2*a2*c2^3+324*_a^3*a1^2*a3^2*c2^2+432*_a^3*a1^2*a3*b1^2*c2-324*_a^3*a
1^2*a3*b1*b2*c1-648*_a^3*a1^2*a3*b1*b2*c2-432*_a^3*a1^2*a3*b1*c2^2+486*_a^3*a1^2
*a3*b2^2*c1+162*_a^3*a1^2*a3*b2*c1*c2+810*_a^3*a1^2*a3*b2*c2^2+324*_a^3*a1^2*a3*
b3*c1*c2-972*_a^3*a1^2*a3*b3*c2^2-54*_a^3*a1^2*a3*c2^3+60*_a^3*a1^2*b1^4-144*_a^
3*a1^2*b1^3*b2-120*_a^3*a1^2*b1^3*c2+81*_a^3*a1^2*b1^2*b2^2+378*_a^3*a1^2*b1^2*b
2*c2+216*_a^3*a1^2*b1^2*b3*c1-324*_a^3*a1^2*b1^2*b3*c2-18*_a^3*a1^2*b1^2*c2^2-32
4*_a^3*a1^2*b1*b2^2*c2-324*_a^3*a1^2*b1*b2*b3*c1+486*_a^3*a1^2*b1*b2*b3*c2-108*_
a^3*a1^2*b1*b2*c2^2-54*_a^3*a1^2*b1*b3*c1*c2+324*_a^3*a1^2*b1*b3*c2^2+78*_a^3*a1
^2*b1*c2^3+324*_a^3*a1^2*b2^2*c2^2+162*_a^3*a1^2*b2*b3*c1*c2-972*_a^3*a1^2*b2*b3
*c2^2-144*_a^3*a1^2*b2*c2^3+81*_a^3*a1^2*b3^2*c1^2-486*_a^3*a1^2*b3^2*c1*c2+729*
_a^3*a1^2*b3^2*c2^2-108*_a^3*a1^2*b3*c1*c2^2+162*_a^3*a1^2*b3*c2^3-3*_a^3*a1^2*c
2^4-12*_a^3*a1*a2^5-6*_a^3*a1*a2^4*b1+72*_a^3*a1*a2^4*b2-60*_a^3*a1*a2^4*c2+126*
_a^3*a1*a2^3*a3*c2+78*_a^3*a1*a2^3*b1^2-144*_a^3*a1*a2^3*b1*b2-24*_a^3*a1*a2^3*b
1*c2+288*_a^3*a1*a2^3*b2*c2-18*_a^3*a1*a2^3*b3*c1-108*_a^3*a1*a2^3*b3*c2-120*_a^
3*a1*a2^3*c2^2-108*_a^3*a1*a2^2*a3*b1*c2+162*_a^3*a1*a2^2*a3*b2*c1-324*_a^3*a1*a
2^2*a3*b2*c2+378*_a^3*a1*a2^2*a3*c2^2-12*_a^3*a1*a2^2*b1^3-54*_a^3*a1*a2^2*b1^2*
b2+234*_a^3*a1*a2^2*b1^2*c2-432*_a^3*a1*a2^2*b1*b2*c2-216*_a^3*a1*a2^2*b1*b3*c1+
162*_a^3*a1*a2^2*b1*b3*c2-36*_a^3*a1*a2^2*b1*c2^2+324*_a^3*a1*a2^2*b2*b3*c1+432*
_a^3*a1*a2^2*b2*c2^2-54*_a^3*a1*a2^2*b3*c1*c2-324*_a^3*a1*a2^2*b3*c2^2-120*_a^3*
a1*a2^2*c2^3-324*_a^3*a1*a2*a3^2*c2^2-432*_a^3*a1*a2*a3*b1^2*c2+324*_a^3*a1*a2*a
3*b1*b2*c1+810*_a^3*a1*a2*a3*b1*b2*c2-216*_a^3*a1*a2*a3*b1*c2^2-972*_a^3*a1*a2*a
3*b2^2*c1+324*_a^3*a1*a2*a3*b2*c1*c2-648*_a^3*a1*a2*a3*b2*c2^2+162*_a^3*a1*a2*a3
*b3*c1*c2+486*_a^3*a1*a2*a3*b3*c2^2+378*_a^3*a1*a2*a3*c2^3-60*_a^3*a1*a2*b1^4+12
6*_a^3*a1*a2*b1^3*b2-24*_a^3*a1*a2*b1^3*c2-108*_a^3*a1*a2*b1^2*b2*c2-54*_a^3*a1*
a2*b1^2*b3*c1+162*_a^3*a1*a2*b1^2*b3*c2+234*_a^3*a1*a2*b1^2*c2^2+162*_a^3*a1*a2*
b1*b2*b3*c1-432*_a^3*a1*a2*b1*b2*c2^2-432*_a^3*a1*a2*b1*b3*c1*c2+324*_a^3*a1*a2*
b1*b3*c2^2-24*_a^3*a1*a2*b1*c2^3+648*_a^3*a1*a2*b2*b3*c1*c2+288*_a^3*a1*a2*b2*c2
^3+162*_a^3*a1*a2*b3^2*c1^2-486*_a^3*a1*a2*b3^2*c1*c2-54*_a^3*a1*a2*b3*c1*c2^2-3
24*_a^3*a1*a2*b3*c2^3-60*_a^3*a1*a2*c2^4+648*_a^3*a1*a3^2*b1*c2^2-972*_a^3*a1*a3
^2*b2*c1*c2-324*_a^3*a1*a3^2*c2^3+288*_a^3*a1*a3*b1^3*c2-324*_a^3*a1*a3*b1^2*b2*
c1-324*_a^3*a1*a3*b1^2*b2*c2-432*_a^3*a1*a3*b1^2*c2^2+486*_a^3*a1*a3*b1*b2^2*c1+
324*_a^3*a1*a3*b1*b2*c1*c2+810*_a^3*a1*a3*b1*b2*c2^2+648*_a^3*a1*a3*b1*b3*c1*c2-
972*_a^3*a1*a3*b1*b3*c2^2-108*_a^3*a1*a3*b1*c2^3-972*_a^3*a1*a3*b2^2*c1*c2-486*_
a^3*a1*a3*b2*b3*c1^2+1458*_a^3*a1*a3*b2*b3*c1*c2+162*_a^3*a1*a3*b2*c1*c2^2-324*_
a^3*a1*a3*b2*c2^3+162*_a^3*a1*a3*b3*c1*c2^2+486*_a^3*a1*a3*b3*c2^3+126*_a^3*a1*a
3*c2^4+24*_a^3*a1*b1^5-36*_a^3*a1*b1^4*b2-60*_a^3*a1*b1^4*c2+126*_a^3*a1*b1^3*b2
*c2+144*_a^3*a1*b1^3*b3*c1-108*_a^3*a1*b1^3*b3*c2-12*_a^3*a1*b1^3*c2^2-162*_a^3*
a1*b1^2*b2*b3*c1-54*_a^3*a1*b1^2*b2*c2^2-54*_a^3*a1*b1^2*b3*c1*c2+162*_a^3*a1*b1
^2*b3*c2^2+78*_a^3*a1*b1^2*c2^3+162*_a^3*a1*b1*b2*b3*c1*c2-144*_a^3*a1*b1*b2*c2^
3+162*_a^3*a1*b1*b3^2*c1^2-486*_a^3*a1*b1*b3^2*c1*c2-216*_a^3*a1*b1*b3*c1*c2^2+1
62*_a^3*a1*b1*b3*c2^3-6*_a^3*a1*b1*c2^4+324*_a^3*a1*b2*b3*c1*c2^2+72*_a^3*a1*b2*
c2^4+162*_a^3*a1*b3^2*c1^2*c2-486*_a^3*a1*b3^2*c1*c2^2-18*_a^3*a1*b3*c1*c2^3-108
*_a^3*a1*b3*c2^4-12*_a^3*a1*c2^5+4*_a^3*a2^6-12*_a^3*a2^5*b1+24*_a^3*a2^5*c2-36*
_a^3*a2^4*a3*c2-3*_a^3*a2^4*b1^2-60*_a^3*a2^4*b1*c2+36*_a^3*a2^4*b3*c1+60*_a^3*a
2^4*c2^2+126*_a^3*a2^3*a3*b1*c2-108*_a^3*a2^3*a3*b2*c1-144*_a^3*a2^3*a3*c2^2+26*
_a^3*a2^3*b1^3-12*_a^3*a2^3*b1^2*c2-18*_a^3*a2^3*b1*b3*c1-120*_a^3*a2^3*b1*c2^2+
144*_a^3*a2^3*b3*c1*c2+80*_a^3*a2^3*c2^3+81*_a^3*a2^2*a3^2*c2^2-54*_a^3*a2^2*a3*
b1^2*c2+162*_a^3*a2^2*a3*b1*b2*c1+378*_a^3*a2^2*a3*b1*c2^2-324*_a^3*a2^2*a3*b2*c
1*c2-162*_a^3*a2^2*a3*b3*c1*c2-216*_a^3*a2^2*a3*c2^3-3*_a^3*a2^2*b1^4+78*_a^3*a2
^2*b1^3*c2-108*_a^3*a2^2*b1^2*b3*c1-18*_a^3*a2^2*b1^2*c2^2-54*_a^3*a2^2*b1*b3*c1
*c2-120*_a^3*a2^2*b1*c2^3+81*_a^3*a2^2*b3^2*c1^2+216*_a^3*a2^2*b3*c1*c2^2+60*_a^
3*a2^2*c2^4-324*_a^3*a2*a3^2*b1*c2^2+486*_a^3*a2*a3^2*b2*c1*c2+162*_a^3*a2*a3^2*
c2^3-144*_a^3*a2*a3*b1^3*c2+162*_a^3*a2*a3*b1^2*b2*c1-108*_a^3*a2*a3*b1^2*c2^2+3
24*_a^3*a2*a3*b1*b2*c1*c2+162*_a^3*a2*a3*b1*b3*c1*c2+378*_a^3*a2*a3*b1*c2^3-486*
_a^3*a2*a3*b2*b3*c1^2-324*_a^3*a2*a3*b2*c1*c2^2-324*_a^3*a2*a3*b3*c1*c2^2-144*_a
^3*a2*a3*c2^4-12*_a^3*a2*b1^5-6*_a^3*a2*b1^4*c2-18*_a^3*a2*b1^3*b3*c1+78*_a^3*a2
*b1^3*c2^2-216*_a^3*a2*b1^2*b3*c1*c2-12*_a^3*a2*b1^2*c2^3+162*_a^3*a2*b1*b3^2*c1
^2-54*_a^3*a2*b1*b3*c1*c2^2-60*_a^3*a2*b1*c2^4+162*_a^3*a2*b3^2