## E3bPQ.txt    
# shift operators relative to e6\pm1, (e3\pm1,e5\pm1), (e1+2,e6-1),
# (e1-2,e6+1) are given. By composition of operators we get
# those for the shifts e1\pm2, e3\pm2, e5\pm2.

P6p:=(x-1)^2*dx^2-1/2*(x-1)*(e1*x+2*e3*x-2*e5*x-2*e1-3*x+2)/x*dx-1/2*(e1*e6
*x+2*e3*e6*x-2*e5*e6*x+2*e6^2*x+e1*e3-e1*e5-e6*x-e3+e5)/x:

Q6p:=(x-1)^2*dx^2-1/2*(x-1)*(e1*x+2*e3*x-2*e5*x-2*e1-x-2)/x*dx-1/2*(e1*e6*x
^2+2*e3*e6*x^2-2*e5*e6*x^2+2*e6^2*x^2+e1*e3*x-e1*e5*x+e6*x^2+2*e1*x+e3*x-e5*x-2
*e1+2*x-2)/x^2:

P6n:= (x-1)*x^2*dx^2-(e3*x-2*e5*x+2*e5-x)*x*dx-e3*e5*x+e5^2*x+e1^2+2*e1*e3+4
*e1*e6+e3^2+4*e3*e6-e5^2+4*e6^2-5*e1-5*e3+e5-10*e6+6:

Q6n:= (x-1)*x^2*dx^2-(e3*x-2*e5*x+2*e5-x)*x*dx-e3*e5*x+e5^2*x+e1^2+2*e1*e3+4
*e1*e6+e3^2+4*e3*e6-e5^2+4*e6^2-7*e1-7*e3+e5-14*e6+12:

P3p5p:=(x-1)^2*dx^2-1/2*(x-1)*(e1*x+2*e3*x-2*e5*x-2*e1-3*x+2)/x*dx-1/2*(e1*
e5*x+2*e3*e5*x+e1*e3-e1*e5-e5*x-e3+e5)/x:

Q3p5p:=(x-1)^2*dx^2-1/2*(x-1)*(e1*x+2*e3*x-2*e5*x-2*e1-x-2)/x*dx-1/2*(e1*e5
*x^2+2*e3*e5*x^2+e1*e3*x-e1*e5*x+e5*x^2+2*e1*x+e3*x-e5*x-2*e1+2*x-2)/x^2:

P3n5n:=(x-1)*x^2*dx^2-(e3*x-e5*x-e6*x+2*e6-x)*x*dx-e3*e6*x+e5*e6*x+e1^2+2*
e1*e3+2*e1*e5+2*e1*e6+e3^2+2*e3*e5+2*e3*e6+e5^2+2*e5*e6-5*e1-5*e3-5*e5-4*e6+6:

Q3n5n:=(x-1)*x^2*dx^2-(e3*x-e5*x-e6*x+2*e6-x)*x*dx-e3*e6*x+e5*e6*x+e1^2+2*
e1*e3+2*e1*e5+2*e1*e6+e3^2+2*e3*e5+2*e3*e6+e5^2+2*e5*e6-7*e1-7*e3-7*e5-6*e6+12:

P3p5n:=x^2*(x-1)^2*dx^2-(x-1)*(-e5*x-e6*x+2*e3+2*e6-x)*x*dx+1/2*(2*e3*e5*e6
*x^2-2*e5^2*e6*x^2+2*e5*e6^2*x^2+e1^2*e3*x-e1^2*e5*x+2*e1^2*e6*x+e1*e3^2*x+4*e1
*e3*e6*x-e1*e5^2*x+4*e1*e6^2*x-2*e3^2*e6*x+2*e3*e5*e6*x-2*e3*e6^2*x+2*e5*e6^2*x
+2*e5*e6*x^2-e1^2*e3+e1^2*e5-2*e1^2*e6-e1*e3^2-4*e1*e3*e6-3*e1*e3*x+e1*e5^2+3*
e1*e5*x-4*e1*e6^2-6*e1*e6*x+2*e3^3-4*e3^2*e5+6*e3^2*e6-e3^2*x+2*e3*e5^2-8*e3*e5
*e6+4*e3*e6^2-8*e3*e6*x+2*e5^2*e6+e5^2*x-4*e5*e6^2-8*e6^2*x+3*e1*e3-3*e1*e5+6*
e1*e6+3*e3^2-2*e3*e5+10*e3*e6+2*e3*x-e5^2-2*e5*e6-2*e5*x+8*e6^2+4*e6*x-2*e3+2*
e5-4*e6)/(e3-e5+e6+1):

Q3p5n:=x^2*(x-1)^2*dx^2-(x-1)*(-e5*x-e6*x+2*e3+2*e6-2*x+2)*x*dx+1/2*(2*e3*
e5*e6*x^2-2*e5^2*e6*x^2+2*e5*e6^2*x^2+e1^2*e3*x-e1^2*e5*x+2*e1^2*e6*x+e1*e3^2*x
+4*e1*e3*e6*x-e1*e5^2*x+4*e1*e6^2*x-2*e3^2*e6*x+2*e3*e5*e6*x+2*e3*e5*x^2-2*e3*
e6^2*x-2*e5^2*x^2+2*e5*e6^2*x+4*e5*e6*x^2-e1^2*e3+e1^2*e5-2*e1^2*e6-e1*e3^2-4*
e1*e3*e6-3*e1*e3*x+e1*e5^2+3*e1*e5*x-4*e1*e6^2-6*e1*e6*x+2*e3^3-4*e3^2*e5+6*e3^
2*e6-3*e3^2*x+2*e3*e5^2-8*e3*e5*e6+4*e3*e6^2-14*e3*e6*x+2*e5^2*e6+3*e5^2*x-4*e5
*e6^2+2*e5*e6*x+2*e5*x^2-12*e6^2*x+3*e1*e3-3*e1*e5+6*e1*e6+7*e3^2-6*e3*e5+18*e3
*e6-e5^2-6*e5*e6-4*e5*x+12*e6^2+2*e3+2*e5)/(e3-e5+e6+1):

P3n5p:=x^2*dx^2-(e3*x-2*e5*x+2*e5-x)*x/(x-1)*dx+1/2*(e3-e5)*(-2*e3*e5*x+2*
e5^2*x-2*e5*e6*x+e1^2+e1*e3+e1*e5+2*e1*e6+2*e3*e5-2*e5^2+4*e5*e6+2*e5*x-3*e1-e3
-3*e5-2*e6+2)/(x-1)/(e3-e5+e6-1):

Q3n5p:=x^2*dx^2-(e3*x-2*e5*x+2*e5-2*x+2)*x/(x-1)*dx+1/2*(-2*e3^2*e5*x^2+4*
e3*e5^2*x^2-2*e3*e5*e6*x^2-2*e5^3*x^2+2*e5^2*e6*x^2+e1^2*e3*x-e1^2*e5*x+e1*e3^2
*x+2*e1*e3*e6*x-e1*e5^2*x-2*e1*e5*e6*x+4*e3^2*e5*x-8*e3*e5^2*x+6*e3*e5*e6*x+4*
e3*e5*x^2+4*e5^3*x-6*e5^2*e6*x-4*e5^2*x^2+2*e5*e6*x^2-e1^2*e3+e1^2*e5-e1*e3^2-2
*e1*e3*e6-3*e1*e3*x+e1*e5^2+2*e1*e5*e6+3*e1*e5*x-2*e3^2*e5+e3^2*x+4*e3*e5^2-4*
e3*e5*e6-12*e3*e5*x-2*e5^3+4*e5^2*e6+11*e5^2*x-4*e5*e6*x-2*e5*x^2+3*e1*e3-3*e1*
e5+e3^2+6*e3*e5+2*e3*e6-7*e5^2+2*e5*e6+4*e5*x-2*e3-2*e5)/(x-1)^2/(e3-e5+e6-1):

P1pp6n:=(x-1)*x^2*dx^2-(e3*x-2*e5*x+2*e5-x)*x*dx-e3*e5*x+e5^2*x+e1^2+2*e1*e5-e1:

Q1pp6n:=(x-1)*x^2*dx^2-(e3*x-2*e5*x+2*e5-x)*x*dx-e3*e5*x+e5^2*x+e1^2+2*e1*e5+e1+2*e5:

P1nn6p:=(x-1)^2*dx^2+1/2*(x-1)*(e1*x-e3*x+3*e5*x+2*e6*x-2*e1-2*e3-2*e5-4*e6
+4)/x*dx+1/2*(e1*e6*x-e3*e6*x+3*e5*e6*x+e1*e3-e1*e5+e3^2+2*e3*e6-e5^2-2*e5*e6-2
*e6*x-2*e3+2*e5)/x:

Q1nn6p:=(x-1)^2*dx^2+1/2*(x-1)*(e1*x-e3*x+3*e5*x+2*e6*x-2*e1-2*e3-2*e5-4*e6
-2*x+8)/x*dx+1/2*(e1*e6*x^2-e3*e6*x^2+3*e5*e6*x^2+e1*e3*x-e1*e5*x+e3^2*x+2*e3*
e6*x-e5^2*x-2*e5*e6*x-4*e6*x^2+2*e1*x-2*e3*x+6*e5*x+4*e6*x-2*e1-2*e3-2*e5-4*e6-
8*x+8)/x^2:

##### the above is basic

##### the following is given by composition of the above

P1pp:=(x-1)^2*dx^2-1/2*(x-1)*(e1*x+2*e3*x-2*e5*x-2*e1-3*x+2)/x*dx+1/4*(e1^3
*x+3*e1^2*e3*x-e1^2*e5*x+2*e1^2*e6*x+2*e1*e3^2*x-2*e1*e3*e5*x+2*e1*e3*e6*x+2*e1
*e5*e6*x-4*e3*e5*e6*x+4*e5^2*e6*x-4*e1^2*e3+4*e1^2*e5-2*e1^2*x-2*e1*e3^2-4*e1*
e3*e6-4*e1*e3*x+2*e1*e5^2+4*e1*e5*e6+2*e1*e5*x-2*e1*e6*x-2*e3^2*x+2*e3*e5*x-2*
e3*e6*x+2*e5*e6*x+6*e1*e3-6*e1*e5+e1*x+2*e3^2+4*e3*e6+e3*x-2*e5^2-4*e5*e6-e5*x-\
2*e3+2*e5)/x/(e3+2*e1+e5+2*e6-1):

Q1pp:=(x-1)^2*dx^2-1/2*(x-1)*(e1*x+2*e3*x-2*e5*x-2*e1+x-6)/x*dx+1/4*(e1^3*x
^2+3*e1^2*e3*x^2-e1^2*e5*x^2+2*e1^2*e6*x^2+2*e1*e3^2*x^2-2*e1*e3*e5*x^2+2*e1*e3
*e6*x^2+2*e1*e5*e6*x^2-4*e3*e5*e6*x^2+4*e5^2*e6*x^2-4*e1^2*e3*x+4*e1^2*e5*x+2*
e1^2*x^2-2*e1*e3^2*x-4*e1*e3*e6*x+6*e1*e3*x^2+2*e1*e5^2*x+4*e1*e5*e6*x-4*e1*e5*
x^2+2*e1*e6*x^2+2*e3^2*x^2+2*e3*e5*x^2+6*e3*e6*x^2-4*e5^2*x^2-6*e5*e6*x^2-8*e1^
2*x-14*e1*e3*x+6*e1*e5*x-8*e1*e6*x+3*e1*x^2-6*e3^2*x-12*e3*e6*x-e3*x^2+6*e5^2*x
+12*e5*e6*x+5*e5*x^2+4*e6*x^2+8*e1^2+4*e1*e3+4*e1*e5+8*e1*e6-20*e1*x-6*e3*x-18*
e5*x-24*e6*x-2*x^2+20*e1+12*e3+12*e5+24*e6+12*x-12)/x^2/(e3+2*e1+e5+2*e6-1):

P1nn:=(x-1)^2*dx^2+1/2*(x-1)*(e1*x-e3*x+3*e5*x+2*e6*x-2*e1-2*e3-2*e5-4*e6+4
)/x*dx+1/4*(e1^3*x+4*e1^2*e5*x+4*e1^2*e6*x-e1*e3^2*x-2*e1*e3*e6*x+5*e1*e5^2*x+
14*e1*e5*e6*x+4*e1*e6^2*x-2*e3^2*e5*x-2*e3^2*e6*x+4*e3*e5*e6*x-4*e3*e6^2*x+2*e5
^3*x+6*e5^2*e6*x+12*e5*e6^2*x+4*e1^2*e3-4*e1^2*e5-7*e1^2*x+6*e1*e3^2+12*e1*e3*
e6-6*e1*e5^2-12*e1*e5*e6-18*e1*e5*x-18*e1*e6*x+2*e3^3+2*e3^2*e5+8*e3^2*e6+3*e3^
2*x-2*e3*e5^2+8*e3*e6^2+6*e3*e6*x-2*e5^3-8*e5^2*e6-11*e5^2*x-8*e5*e6^2-34*e5*e6
*x-8*e6^2*x-18*e1*e3+18*e1*e5+16*e1*x-14*e3^2-28*e3*e6+14*e5^2+28*e5*e6+20*e5*x
+20*e6*x+20*e3-20*e5-12*x)/x/(2*e1+e3+e5+2*e6-5):

Q1nn:=(x-1)^2*dx^2+1/2*(x-1)*(e1*x-e3*x+3*e5*x+2*e6*x-2*e1-2*e3-2*e5-4*e6-4
*x+12)/x*dx+1/4*(e1^3*x^2+4*e1^2*e5*x^2+4*e1^2*e6*x^2-e1*e3^2*x^2-2*e1*e3*e6*x^
2+5*e1*e5^2*x^2+14*e1*e5*e6*x^2+4*e1*e6^2*x^2-2*e3^2*e5*x^2-2*e3^2*e6*x^2+4*e3*
e5*e6*x^2-4*e3*e6^2*x^2+2*e5^3*x^2+6*e5^2*e6*x^2+12*e5*e6^2*x^2+4*e1^2*e3*x-4*
e1^2*e5*x-11*e1^2*x^2+6*e1*e3^2*x+12*e1*e3*e6*x+2*e1*e3*x^2-6*e1*e5^2*x-12*e1*
e5*e6*x-32*e1*e5*x^2-30*e1*e6*x^2+2*e3^3*x+2*e3^2*e5*x+8*e3^2*e6*x+5*e3^2*x^2-2
*e3*e5^2*x-4*e3*e5*x^2+8*e3*e6^2*x+6*e3*e6*x^2-2*e5^3*x-8*e5^2*e6*x-17*e5^2*x^2
-8*e5*e6^2*x-50*e5*e6*x^2-16*e6^2*x^2+8*e1^2*x-22*e1*e3*x+46*e1*e5*x+24*e1*e6*x
+42*e1*x^2-18*e3^2*x+8*e3*e5*x-28*e3*e6*x-2*e3*x^2+26*e5^2*x+60*e5*e6*x+58*e5*x
^2+16*e6^2*x+56*e6*x^2-8*e1^2-12*e1*e3-12*e1*e5-24*e1*e6-68*e1*x-4*e3^2-8*e3*e5
-16*e3*e6+16*e3*x-4*e5^2-16*e5*e6-104*e5*x-16*e6^2-88*e6*x-52*x^2+68*e1+44*e3+
44*e5+88*e6+120*x-120)/x^2/(2*e1+e3+e5+2*e6-5):

P3pp:=(x-1)^2*(e3^2*x^2-e3*e5*x^2+e3*e6*x^2+e1*e3*x-e1*e5*x-e3^2*x+2*e3*e5*
x+2*e3*x^2-e5^2*x-e5*x^2+e6*x^2-e1*e3+e1*e5+2*e1*x+e3^2-2*e3*e5-4*e3*x+e5^2+4*
e5*x+x^2-2*e1+4*e3-4*e5-4*x+4)/(e3+1)/(e3-e5+e6+1)*dx^2-1/2*(x-1)*(-2*e3^2*e5*x
^3-2*e3^2*e6*x^3+2*e3*e5^2*x^3-2*e3*e6^2*x^3+e1^2*e3*x^2-e1^2*e5*x^2+e1*e3^2*x^
2-2*e1*e3*e5*x^2+e1*e5^2*x^2+2*e3^3*x^2+2*e3^2*e5*x^2+8*e3^2*e6*x^2-2*e3^2*x^3-\
6*e3*e5^2*x^2-4*e3*e5*e6*x^2-2*e3*e5*x^3+4*e3*e6^2*x^2-6*e3*e6*x^3+2*e5^3*x^2+2
*e5^2*x^3-2*e6^2*x^3-3*e1^2*e3*x+3*e1^2*e5*x+2*e1^2*x^2+e1*e3^2*x-2*e1*e3*e5*x-\
3*e1*e3*x^2+e1*e5^2*x+3*e1*e5*x^2+2*e3^3*x-6*e3^2*e5*x+3*e3^2*x^2+6*e3*e5^2*x+6
*e3*e5*x^2+12*e3*e6*x^2-4*e3*x^3-2*e5^3*x-5*e5^2*x^2-4*e5*e6*x^2+4*e6^2*x^2-4*
e6*x^3+2*e1^2*e3-2*e1^2*e5-6*e1^2*x-2*e1*e3^2+4*e1*e3*e5+13*e1*e3*x-2*e1*e5^2-\
13*e1*e5*x-10*e1*x^2+3*e3^2*x-6*e3*e5*x+8*e3*x^2+3*e5^2*x-4*e5*x^2+4*e6*x^2-2*x
^3+4*e1^2-10*e1*e3+10*e1*e5+22*e1*x+2*e3^2-4*e3*e5-12*e3*x+2*e5^2+12*e5*x+12*x^
2-12*e1+8*e3-8*e5-20*x+8)/x/(e3+1)/(e3-e5+e6+1)*dx+1/2*(2*e3^2*e5*e6*x^3-2*e3*
e5^2*e6*x^3+2*e3*e5*e6^2*x^3+e1^2*e3^2*x^2-e1^2*e3*e5*x^2+e1^2*e3*e6*x^2+e1^2*
e5*e6*x^2+e1*e3^3*x^2+3*e1*e3^2*e6*x^2-e1*e3*e5^2*x^2+2*e1*e3*e5*e6*x^2+2*e1*e3
*e6^2*x^2-e1*e5^2*e6*x^2+2*e1*e5*e6^2*x^2-4*e3^2*e5*e6*x^2+6*e3*e5^2*e6*x^2-2*
e3*e5*e6^2*x^2+4*e3*e5*e6*x^3-2*e5^3*e6*x^2+2*e5^2*e6^2*x^2-2*e5^2*e6*x^3+2*e5*
e6^2*x^3-2*e1^2*e3^2*x+3*e1^2*e3*e5*x-e1^2*e3*e6*x+e1^2*e3*x^2-e1^2*e5^2*x-e1^2
*e5*e6*x-e1^2*e5*x^2-3*e1*e3^2*e5*x-3*e1*e3^2*e6*x-2*e1*e3^2*x^2+4*e1*e3*e5^2*x
-2*e1*e3*e5*e6*x+3*e1*e3*e5*x^2-2*e1*e3*e6^2*x-e1*e3*e6*x^2-e1*e5^3*x+e1*e5^2*
e6*x-e1*e5^2*x^2-2*e1*e5*e6^2*x-e1*e5*e6*x^2+2*e3^4*x-4*e3^3*e5*x+4*e3^3*e6*x-
e3^3*x^2+2*e3^2*e5^2*x-2*e3^2*e5*e6*x+2*e3^2*e6^2*x-3*e3^2*e6*x^2-4*e3*e5^2*e6*
x+e3*e5^2*x^2-12*e3*e5*e6*x^2-2*e3*e6^2*x^2+2*e5^3*e6*x-2*e5^2*e6^2*x+7*e5^2*e6
*x^2-6*e5*e6^2*x^2+2*e5*e6*x^3+e1^2*e3^2-2*e1^2*e3*e5-3*e1^2*e3*x+e1^2*e5^2+3*
e1^2*e5*x-e1*e3^3+3*e1*e3^2*e5+7*e1*e3^2*x-3*e1*e3*e5^2-13*e1*e3*e5*x+e1*e3*e6*
x-3*e1*e3*x^2+e1*e5^3+6*e1*e5^2*x+e1*e5*e6*x+3*e1*e5*x^2+4*e3^3*x-3*e3^2*e5*x+9
*e3^2*e6*x+e3^2*x^2-2*e3*e5^2*x+4*e3*e5*e6*x-2*e3*e5*x^2+4*e3*e6^2*x+e5^3*x-5*
e5^2*e6*x+e5^2*x^2+4*e5*e6^2*x-4*e5*e6*x^2+2*e1^2*e3-2*e1^2*e5-5*e1*e3^2+10*e1*
e3*e5+9*e1*e3*x-5*e1*e5^2-9*e1*e5*x+e3^3-3*e3^2*e5-3*e3^2*x+3*e3*e5^2+8*e3*e5*x
+2*e3*e6*x+2*e3*x^2-e5^3-5*e5^2*x+2*e5*e6*x-2*e5*x^2-6*e1*e3+6*e1*e5+4*e3^2-8*
e3*e5-6*e3*x+4*e5^2+6*e5*x+4*e3-4*e5)/x/(e3+1)/(e3-e5+e6+1):

Q3pp:=(x-1)^2*(e3^2*x^2-e3*e5*x^2+e3*e6*x^2+e1*e3*x-e1*e5*x-e3^2*x+2*e3*e5*
x+2*e3*x^2-e5^2*x-e5*x^2+e6*x^2-e1*e3+e1*e5+2*e1*x+e3^2-2*e3*e5-4*e3*x+e5^2+4*
e5*x+x^2-2*e1+4*e3-4*e5-4*x+4)/(e3+1)/(e3-e5+e6+1)*dx^2-1/2*(x-1)*(-2*e3^2*e5*x
^3-2*e3^2*e6*x^3+2*e3*e5^2*x^3-2*e3*e6^2*x^3+e1^2*e3*x^2-e1^2*e5*x^2+e1*e3^2*x^
2-2*e1*e3*e5*x^2+e1*e5^2*x^2+2*e3^3*x^2+2*e3^2*e5*x^2+8*e3^2*e6*x^2-6*e3^2*x^3-\
6*e3*e5^2*x^2-4*e3*e5*e6*x^2+2*e3*e5*x^3+4*e3*e6^2*x^2-10*e3*e6*x^3+2*e5^3*x^2+
2*e5^2*x^3-2*e6^2*x^3-3*e1^2*e3*x+3*e1^2*e5*x+2*e1^2*x^2+e1*e3^2*x-2*e1*e3*e5*x
-e1*e3*x^2+e1*e5^2*x+e1*e5*x^2+2*e3^3*x-6*e3^2*e5*x+9*e3^2*x^2+6*e3*e5^2*x+2*e3
*e5*x^2+20*e3*e6*x^2-12*e3*x^3-2*e5^3*x-7*e5^2*x^2-4*e5*e6*x^2+4*e5*x^3+4*e6^2*
x^2-8*e6*x^3+2*e1^2*e3-2*e1^2*e5-6*e1^2*x-2*e1*e3^2+4*e1*e3*e5+7*e1*e3*x-2*e1*
e5^2-7*e1*e5*x-6*e1*x^2+9*e3^2*x-18*e3*e5*x+16*e3*x^2+9*e5^2*x-4*e5*x^2+12*e6*x
^2-6*x^3+4*e1^2-6*e1*e3+6*e1*e5+10*e1*x-2*e3^2+4*e3*e5+12*e3*x-2*e5^2-12*e5*x+
12*x^2-4*e1-8*e3+8*e5+4*x-8)/x/(e3+1)/(e3-e5+e6+1)*dx+1/2*(2*e3^2*e5*e6*x^4-2*
e3*e5^2*e6*x^4+2*e3*e5*e6^2*x^4+e1^2*e3^2*x^3-e1^2*e3*e5*x^3+e1^2*e3*e6*x^3+e1^
2*e5*e6*x^3+e1*e3^3*x^3+3*e1*e3^2*e6*x^3-e1*e3*e5^2*x^3+2*e1*e3*e5*e6*x^3+2*e1*
e3*e6^2*x^3-e1*e5^2*e6*x^3+2*e1*e5*e6^2*x^3-4*e3^2*e5*e6*x^3+2*e3^2*e5*x^4+2*e3
^2*e6*x^4+6*e3*e5^2*e6*x^3-2*e3*e5^2*x^4-2*e3*e5*e6^2*x^3+4*e3*e5*e6*x^4+2*e3*
e6^2*x^4-2*e5^3*e6*x^3+2*e5^2*e6^2*x^3-2*e5^2*e6*x^4+2*e5*e6^2*x^4-2*e1^2*e3^2*
x^2+3*e1^2*e3*e5*x^2-e1^2*e3*e6*x^2+e1^2*e3*x^3-e1^2*e5^2*x^2-e1^2*e5*e6*x^2-e1
^2*e5*x^3-3*e1*e3^2*e5*x^2-3*e1*e3^2*e6*x^2+4*e1*e3*e5^2*x^2-2*e1*e3*e5*e6*x^2+
e1*e3*e5*x^3-2*e1*e3*e6^2*x^2+e1*e3*e6*x^3-e1*e5^3*x^2+e1*e5^2*e6*x^2-e1*e5^2*x
^3-2*e1*e5*e6^2*x^2+e1*e5*e6*x^3+2*e3^4*x^2-4*e3^3*e5*x^2+4*e3^3*e6*x^2-3*e3^3*
x^3+2*e3^2*e5^2*x^2-2*e3^2*e5*e6*x^2+2*e3^2*e6^2*x^2-9*e3^2*e6*x^3+2*e3^2*x^4-4
*e3*e5^2*e6*x^2+3*e3*e5^2*x^3-12*e3*e5*e6*x^3+2*e3*e5*x^4-6*e3*e6^2*x^3+6*e3*e6
*x^4+2*e5^3*e6*x^2-2*e5^2*e6^2*x^2+9*e5^2*e6*x^3-2*e5^2*x^4-6*e5*e6^2*x^3+2*e5*
e6*x^4+2*e6^2*x^4+e1^2*e3^2*x-2*e1^2*e3*e5*x-5*e1^2*e3*x^2+e1^2*e5^2*x+5*e1^2*
e5*x^2-e1*e3^3*x+3*e1*e3^2*e5*x+5*e1*e3^2*x^2-3*e1*e3*e5^2*x-11*e1*e3*e5*x^2-e1
*e3*e6*x^2-e1*e3*x^3+e1*e5^3*x+6*e1*e5^2*x^2-e1*e5*e6*x^2+e1*e5*x^3+12*e3^3*x^2
-17*e3^2*e5*x^2+19*e3^2*e6*x^2-9*e3^2*x^3+6*e3*e5^2*x^2+2*e3*e5*x^3+8*e3*e6^2*x
^2-16*e3*e6*x^3+4*e3*x^4-e5^3*x^2-7*e5^2*e6*x^2+3*e5^2*x^3+4*e5*e6^2*x^2-8*e5*
e6*x^3-4*e6^2*x^3+4*e6*x^4+6*e1^2*e3*x-6*e1^2*e5*x-4*e1^2*x^2-7*e1*e3^2*x+14*e1
*e3*e5*x+9*e1*e3*x^2-7*e1*e5^2*x-9*e1*e5*x^2-e3^3*x+3*e3^2*e5*x+25*e3^2*x^2-3*
e3*e5^2*x-28*e3*e5*x^2+22*e3*e6*x^2-10*e3*x^3+e5^3*x+7*e5^2*x^2+2*e5*e6*x^2+2*
e5*x^3+4*e6^2*x^2-8*e6*x^3+2*x^4-2*e1^2*e3+2*e1^2*e5+8*e1^2*x+2*e1*e3^2-4*e1*e3
*e5-14*e1*e3*x+2*e1*e5^2+14*e1*e5*x+4*e1*x^2-8*e3^2*x+16*e3*e5*x+26*e3*x^2-8*e5
^2*x-18*e5*x^2+8*e6*x^2-4*x^3-4*e1^2+6*e1*e3-6*e1*e5-8*e1*x+2*e3^2-4*e3*e5-20*
e3*x+2*e5^2+20*e5*x+12*x^2+4*e1+8*e3-8*e5-16*x+8)/x^2/(e3+1)/(e3-e5+e6+1):

P3nn:=x^2*dx^2-2*x*(-e1*e3*e5*x-e1*e3*e6*x+e1*e5^2*x+e3^3*x-3*e3^2*e5*x+e3*
e5^2*x-2*e3*e5*e6*x-2*e3*e6^2*x+e5^3*x+e1*e3^2+2*e1*e3*e6+e1*e3*x-e1*e5^2+e1*e6
*x+e3^3+e3^2*e5+4*e3^2*e6-3*e3^2*x-e3*e5^2+8*e3*e5*x+4*e3*e6^2+2*e3*e6*x-e5^3-3
*e5^2*x+2*e5*e6*x+2*e6^2*x-3*e1*e3+e1*e5-2*e1*e6-e1*x-5*e3^2-2*e3*e5-12*e3*e6+2
*e3*x+3*e5^2-4*e5*x-4*e6^2-2*e6*x+2*e1+8*e3+8*e6-4)/(e1*e3-e1*e5+3*e3^2-2*e3*e5
+4*e3*e6-e5^2-8*e3+4*e5-4*e6+4)/(x-1)*dx+(e3-e5)*(-e1*e3^2*x-2*e1*e3*e6*x+e1*e5
^2*x-e3^3*x-e3^2*e5*x-4*e3^2*e6*x+e3*e5^2*x-4*e3*e6^2*x+e5^3*x+e1^3+3*e1^2*e3+
e1^2*e5+4*e1^2*e6+3*e1*e3^2+2*e1*e3*e5+8*e1*e3*e6+3*e1*e3*x-e1*e5^2+4*e1*e5*e6-
e1*e5*x+4*e1*e6^2+2*e1*e6*x+e3^3+e3^2*e5+4*e3^2*e6+5*e3^2*x-e3*e5^2+4*e3*e5*e6+
2*e3*e5*x+4*e3*e6^2+12*e3*e6*x-e5^3-3*e5^2*x+4*e5*e6^2+4*e6^2*x-7*e1^2-14*e1*e3
-4*e1*e5-18*e1*e6-2*e1*x-7*e3^2-4*e3*e5-18*e3*e6-8*e3*x+3*e5^2-10*e5*e6-8*e6^2-\
8*e6*x+16*e1+16*e3+4*e5+20*e6+4*x-12)/(e1*e3-e1*e5+3*e3^2-2*e3*e5+4*e3*e6-e5^2-\
8*e3+4*e5-4*e6+4)/(x-1):

Q3nn:=x^2*dx^2-2*x*(-e1*e3*e5*x-e1*e3*e6*x+e1*e5^2*x+e3^3*x-3*e3^2*e5*x+e3*
e5^2*x-2*e3*e5*e6*x-2*e3*e6^2*x+e5^3*x+e1*e3^2+2*e1*e3*e6+e1*e3*x-e1*e5^2+e1*e6
*x+e3^3+e3^2*e5+4*e3^2*e6-3*e3^2*x-e3*e5^2+8*e3*e5*x+4*e3*e6^2+2*e3*e6*x-e5^3-3
*e5^2*x+2*e5*e6*x+2*e6^2*x-3*e1*e3+e1*e5-2*e1*e6-e1*x-5*e3^2-2*e3*e5-12*e3*e6+2
*e3*x+3*e5^2-4*e5*x-4*e6^2-2*e6*x+2*e1+8*e3+8*e6-4)/(e1*e3-e1*e5+3*e3^2-2*e3*e5
+4*e3*e6-e5^2-8*e3+4*e5-4*e6+4)/(x-1)*dx+(-e1*e3^3*x^2+e1*e3^2*e5*x^2-2*e1*e3^2
*e6*x^2+e1*e3*e5^2*x^2+2*e1*e3*e5*e6*x^2-e1*e5^3*x^2-e3^4*x^2-4*e3^3*e6*x^2+2*
e3^2*e5^2*x^2+4*e3^2*e5*e6*x^2-4*e3^2*e6^2*x^2+4*e3*e5*e6^2*x^2-e5^4*x^2+e1^3*
e3*x-e1^3*e5*x+3*e1^2*e3^2*x-2*e1^2*e3*e5*x+4*e1^2*e3*e6*x-e1^2*e5^2*x-4*e1^2*
e5*e6*x+4*e1*e3^3*x-2*e1*e3^2*e5*x+10*e1*e3^2*e6*x+5*e1*e3^2*x^2-4*e1*e3*e5^2*x
-6*e1*e3*e5*e6*x-6*e1*e3*e5*x^2+4*e1*e3*e6^2*x+4*e1*e3*e6*x^2+2*e1*e5^3*x-4*e1*
e5^2*e6*x+e1*e5^2*x^2-4*e1*e5*e6^2*x-2*e1*e5*e6*x^2+2*e3^4*x+8*e3^3*e6*x+9*e3^3
*x^2-4*e3^2*e5^2*x-4*e3^2*e5*e6*x-7*e3^2*e5*x^2+8*e3^2*e6^2*x+20*e3^2*e6*x^2-4*
e3*e5^2*e6*x-5*e3*e5^2*x^2-4*e3*e5*e6^2*x-16*e3*e5*e6*x^2+8*e3*e6^2*x^2+2*e5^4*
x+3*e5^3*x^2-4*e5^2*e6^2*x-4*e5*e6^2*x^2-e1^3*e3+e1^3*e5-3*e1^2*e3^2+2*e1^2*e3*
e5-4*e1^2*e3*e6-9*e1^2*e3*x+e1^2*e5^2+4*e1^2*e5*e6+9*e1^2*e5*x-3*e1*e3^3+e1*e3^
2*e5-8*e1*e3^2*e6-23*e1*e3^2*x+3*e1*e3*e5^2+4*e1*e3*e5*e6+18*e1*e3*e5*x-4*e1*e3
*e6^2-28*e1*e3*e6*x-6*e1*e3*x^2-e1*e5^3+4*e1*e5^2*e6+5*e1*e5^2*x+4*e1*e5*e6^2+
24*e1*e5*e6*x+4*e1*e5*x^2-2*e1*e6*x^2-e3^4-4*e3^3*e6-16*e3^3*x+2*e3^2*e5^2+6*e3
^2*e5*x-4*e3^2*e6^2-42*e3^2*e6*x-24*e3^2*x^2+4*e3*e5^2*e6+16*e3*e5^2*x+20*e3*e5
*e6*x+20*e3*e5*x^2-20*e3*e6^2*x-28*e3*e6*x^2-e5^4-6*e5^3*x+4*e5^2*e6^2+14*e5^2*
e6*x+12*e5*e6^2*x+12*e5*e6*x^2-4*e6^2*x^2+9*e1^2*e3-9*e1^2*e5+20*e1*e3^2-14*e1*
e3*e5+26*e1*e3*e6+34*e1*e3*x-6*e1*e5^2-22*e1*e5*e6-30*e1*e5*x+4*e1*e6*x+2*e1*x^
2+11*e3^3-3*e3^2*e5+30*e3^2*e6+48*e3^2*x-11*e3*e5^2-8*e3*e5*e6-28*e3*e5*x+16*e3
*e6^2+68*e3*e6*x+24*e3*x^2+3*e5^3-14*e5^2*e6-12*e5^2*x-8*e5*e6^2-36*e5*e6*x-12*
e5*x^2+8*e6^2*x+12*e6*x^2-32*e1*e3+28*e1*e5-4*e1*e6-4*e1*x-40*e3^2+20*e3*e5-60*
e3*e6-56*e3*x+12*e5^2+28*e5*e6+32*e5*x-8*e6^2-24*e6*x-8*x^2+4*e1+52*e3-28*e5+24
*e6+16*x-16)/(e1*e3-e1*e5+3*e3^2-2*e3*e5+4*e3*e6-e5^2-8*e3+4*e5-4*e6+4)/(x-1)^2:

P5pp:=(e3*e5*x^2-e3*e6*x^2-e5^2*x^2+2*e5*e6*x^2-e6^2*x^2+e1*e3*x-e1*e5*x+2*
e1*e6*x+e3^2*x-2*e3*e5*x+4*e3*e6*x+e3*x^2+e5^2*x-4*e5*e6*x-2*e5*x^2+4*e6^2*x+2*
e6*x^2-e1*e3+e1*e5-2*e1*e6-2*e1*x-e3^2+2*e3*e5-4*e3*e6-4*e3*x-e5^2+4*e5*e6+4*e5
*x-4*e6^2-8*e6*x-x^2+2*e1+4*e3-4*e5+8*e6+4*x-4)/(e5-e6+1)/(e3-e5+e6-1)*dx^2-1/2
*(2*e3^2*e5*x^3-2*e3^2*e6*x^3-6*e3*e5^2*x^3+8*e3*e5*e6*x^3-2*e3*e6^2*x^3+4*e5^3
*x^3-8*e5^2*e6*x^3+4*e5*e6^2*x^3+e1^2*e3*x^2-e1^2*e5*x^2+2*e1^2*e6*x^2+3*e1*e3^
2*x^2-6*e1*e3*e5*x^2+8*e1*e3*e6*x^2+3*e1*e5^2*x^2-8*e1*e5*e6*x^2+4*e1*e6^2*x^2+
2*e3^3*x^2-6*e3^2*e5*x^2+8*e3^2*e6*x^2+2*e3^2*x^3+10*e3*e5^2*x^2-20*e3*e5*e6*x^
2-10*e3*e5*x^3+8*e3*e6^2*x^2+6*e3*e6*x^3-6*e5^3*x^2+16*e5^2*e6*x^2+10*e5^2*x^3-\
12*e5*e6^2*x^2-12*e5*e6*x^3+2*e6^2*x^3-3*e1^2*e3*x+3*e1^2*e5*x-6*e1^2*e6*x-2*e1
^2*x^2-5*e1*e3^2*x+10*e1*e3*e5*x-16*e1*e3*e6*x-11*e1*e3*x^2-5*e1*e5^2*x+16*e1*
e5*e6*x+11*e1*e5*x^2-12*e1*e6^2*x-14*e1*e6*x^2-2*e3^3*x+6*e3^2*e5*x-8*e3^2*e6*x
-11*e3^2*x^2-6*e3*e5^2*x+16*e3*e5*e6*x+26*e3*e5*x^2-8*e3*e6^2*x-28*e3*e6*x^2-4*
e3*x^3+2*e5^3*x-8*e5^2*e6*x-19*e5^2*x^2+8*e5*e6^2*x+36*e5*e6*x^2+8*e5*x^3-12*e6
^2*x^2-4*e6*x^3+2*e1^2*e3-2*e1^2*e5+4*e1^2*e6+6*e1^2*x+2*e1*e3^2-4*e1*e3*e5+8*
e1*e3*e6+21*e1*e3*x+2*e1*e5^2-8*e1*e5*e6-21*e1*e5*x+8*e1*e6^2+34*e1*e6*x+10*e1*
x^2+13*e3^2*x-26*e3*e5*x+36*e3*e6*x+20*e3*x^2+13*e5^2*x-36*e5*e6*x-24*e5*x^2+20
*e6^2*x+24*e6*x^2+2*x^3-4*e1^2-10*e1*e3+10*e1*e5-20*e1*e6-22*e1*x-2*e3^2+4*e3*
e5-8*e3*e6-28*e3*x-2*e5^2+8*e5*e6+28*e5*x-8*e6^2-40*e6*x-12*x^2+12*e1+8*e3-8*e5
+16*e6+20*x-8)/(e5-e6+1)/(e3-e5+e6-1)/x/(x-1)*dx+1/2*(e3-e5)*(-2*e3*e5^2*x^2+2*
e3*e5*e6*x^2+2*e5^3*x^2-4*e5^2*e6*x^2+2*e5*e6^2*x^2+e1^2*e3*x+e1^2*e6*x+e1*e3^2
*x-e1*e3*e5*x+3*e1*e3*e6*x+2*e1*e5^2*x-3*e1*e5*e6*x+2*e1*e6^2*x+2*e3*e5^2*x-2*
e3*e5*e6*x-2*e3*e5*x^2-2*e5^3*x+6*e5^2*e6*x+4*e5^2*x^2-4*e5*e6^2*x-4*e5*e6*x^2-
e1^2*e3+e1^2*e5-2*e1^2*e6-e1^2*x-e1*e3^2+2*e1*e3*e5-4*e1*e3*e6-4*e1*e3*x-e1*e5^
2+4*e1*e5*e6+3*e1*e5*x-4*e1*e6^2-5*e1*e6*x-e3^2*x+3*e3*e5*x-3*e3*e6*x-6*e5^2*x+
9*e5*e6*x+2*e5*x^2-2*e6^2*x+2*e1^2+5*e1*e3-5*e1*e5+10*e1*e6+3*e1*x+e3^2-2*e3*e5
+4*e3*e6+3*e3*x+e5^2-4*e5*e6-5*e5*x+4*e6^2+4*e6*x-6*e1-4*e3+4*e5-8*e6-2*x+4)/(
e5-e6+1)/(e3-e5+e6-1)/x/(x-1):

Q5pp:=(e3*e5*x^2-e3*e6*x^2-e5^2*x^2+2*e5*e6*x^2-e6^2*x^2+e1*e3*x-e1*e5*x+2*
e1*e6*x+e3^2*x-2*e3*e5*x+4*e3*e6*x+e3*x^2+e5^2*x-4*e5*e6*x-2*e5*x^2+4*e6^2*x+2*
e6*x^2-e1*e3+e1*e5-2*e1*e6-2*e1*x-e3^2+2*e3*e5-4*e3*e6-4*e3*x-e5^2+4*e5*e6+4*e5
*x-4*e6^2-8*e6*x-x^2+2*e1+4*e3-4*e5+8*e6+4*x-4)/(e5-e6+1)/(e3-e5+e6-1)*dx^2-1/2
*(2*e3^2*e5*x^3-2*e3^2*e6*x^3-6*e3*e5^2*x^3+8*e3*e5*e6*x^3-2*e3*e6^2*x^3+4*e5^3
*x^3-8*e5^2*e6*x^3+4*e5*e6^2*x^3+e1^2*e3*x^2-e1^2*e5*x^2+2*e1^2*e6*x^2+3*e1*e3^
2*x^2-6*e1*e3*e5*x^2+8*e1*e3*e6*x^2+3*e1*e5^2*x^2-8*e1*e5*e6*x^2+4*e1*e6^2*x^2+
2*e3^3*x^2-6*e3^2*e5*x^2+8*e3^2*e6*x^2+2*e3^2*x^3+10*e3*e5^2*x^2-20*e3*e5*e6*x^
2-14*e3*e5*x^3+8*e3*e6^2*x^2+10*e3*e6*x^3-6*e5^3*x^2+16*e5^2*e6*x^2+14*e5^2*x^3
-12*e5*e6^2*x^2-20*e5*e6*x^3+6*e6^2*x^3-3*e1^2*e3*x+3*e1^2*e5*x-6*e1^2*e6*x-2*
e1^2*x^2-5*e1*e3^2*x+10*e1*e3*e5*x-16*e1*e3*e6*x-9*e1*e3*x^2-5*e1*e5^2*x+16*e1*
e5*e6*x+9*e1*e5*x^2-12*e1*e6^2*x-10*e1*e6*x^2-2*e3^3*x+6*e3^2*e5*x-8*e3^2*e6*x-\
9*e3^2*x^2-6*e3*e5^2*x+16*e3*e5*e6*x+30*e3*e5*x^2-8*e3*e6^2*x-28*e3*e6*x^2-8*e3
*x^3+2*e5^3*x-8*e5^2*e6*x-25*e5^2*x^2+8*e5*e6^2*x+44*e5*e6*x^2+16*e5*x^3-12*e6^
2*x^2-12*e6*x^3+2*e1^2*e3-2*e1^2*e5+4*e1^2*e6+6*e1^2*x+2*e1*e3^2-4*e1*e3*e5+8*
e1*e3*e6+15*e1*e3*x+2*e1*e5^2-8*e1*e5*e6-15*e1*e5*x+8*e1*e6^2+22*e1*e6*x+6*e1*x
^2+7*e3^2*x-14*e3*e5*x+12*e3*e6*x+20*e3*x^2+7*e5^2*x-12*e5*e6*x-32*e5*x^2-4*e6^
2*x+24*e6*x^2+6*x^3-4*e1^2-6*e1*e3+6*e1*e5-12*e1*e6-10*e1*x+2*e3^2-4*e3*e5+8*e3
*e6-4*e3*x+2*e5^2-8*e5*e6+4*e5*x+8*e6^2+8*e6*x-12*x^2+4*e1-8*e3+8*e5-16*e6-4*x+
8)/(e5-e6+1)/(e3-e5+e6-1)/x/(x-1)*dx+1/2*(-2*e3^2*e5^2*x^4+2*e3^2*e5*e6*x^4+4*
e3*e5^3*x^4-6*e3*e5^2*e6*x^4+2*e3*e5*e6^2*x^4-2*e5^4*x^4+4*e5^3*e6*x^4-2*e5^2*
e6^2*x^4+e1^2*e3^2*x^3-e1^2*e3*e5*x^3+e1^2*e3*e6*x^3-e1^2*e5*e6*x^3+e1*e3^3*x^3
-2*e1*e3^2*e5*x^3+3*e1*e3^2*e6*x^3+3*e1*e3*e5^2*x^3-6*e1*e3*e5*e6*x^3+2*e1*e3*
e6^2*x^3-2*e1*e5^3*x^3+3*e1*e5^2*e6*x^3-2*e1*e5*e6^2*x^3+4*e3^2*e5^2*x^3-4*e3^2
*e5*e6*x^3-4*e3^2*e5*x^4+2*e3^2*e6*x^4-8*e3*e5^3*x^3+14*e3*e5^2*e6*x^3+12*e3*e5
^2*x^4-6*e3*e5*e6^2*x^3-12*e3*e5*e6*x^4+2*e3*e6^2*x^4+4*e5^4*x^3-10*e5^3*e6*x^3
-8*e5^3*x^4+6*e5^2*e6^2*x^3+12*e5^2*e6*x^4-4*e5*e6^2*x^4-2*e1^2*e3^2*x^2+3*e1^2
*e3*e5*x^2-3*e1^2*e3*e6*x^2-e1^2*e3*x^3-e1^2*e5^2*x^2+3*e1^2*e5*e6*x^2+e1^2*e5*
x^3-2*e1*e3^3*x^2+5*e1*e3^2*e5*x^2-7*e1*e3^2*e6*x^2-2*e1*e3^2*x^3-6*e1*e3*e5^2*
x^2+14*e1*e3*e5*e6*x^2+5*e1*e3*e5*x^3-6*e1*e3*e6^2*x^2-3*e1*e3*e6*x^3+3*e1*e5^3
*x^2-7*e1*e5^2*e6*x^2-3*e1*e5^2*x^3+6*e1*e5*e6^2*x^2+3*e1*e5*e6*x^3+e3^3*x^3-2*
e3^2*e5^2*x^2+2*e3^2*e5*e6*x^2+6*e3^2*e5*x^3-e3^2*e6*x^3-2*e3^2*x^4+4*e3*e5^3*x
^2-8*e3*e5^2*e6*x^2-25*e3*e5^2*x^3+4*e3*e5*e6^2*x^2+24*e3*e5*e6*x^3+12*e3*e5*x^
4-2*e3*e6^2*x^3-6*e3*e6*x^4-2*e5^4*x^2+6*e5^3*e6*x^2+18*e5^3*x^3-4*e5^2*e6^2*x^
2-27*e5^2*e6*x^3-12*e5^2*x^4+6*e5*e6^2*x^3+12*e5*e6*x^4-2*e6^2*x^4+e1^2*e3^2*x-\
2*e1^2*e3*e5*x+2*e1^2*e3*e6*x+e1^2*e3*x^2+e1^2*e5^2*x-2*e1^2*e5*e6*x-e1^2*e5*x^
2-4*e1^2*e6*x^2+e1*e3^3*x-3*e1*e3^2*e5*x+4*e1*e3^2*e6*x+3*e1*e3^2*x^2+3*e1*e3*
e5^2*x-8*e1*e3*e5*e6*x-7*e1*e3*e5*x^2+4*e1*e3*e6^2*x+e1*e3*e6*x^2+e1*e3*x^3-e1*
e5^3*x+4*e1*e5^2*e6*x+4*e1*e5^2*x^2-4*e1*e5*e6^2*x-e1*e5*e6*x^2-e1*e5*x^3-8*e1*
e6^2*x^2-2*e3^3*x^2+3*e3^2*e5*x^2-7*e3^2*e6*x^2+e3^2*x^3+8*e3*e5^2*x^2-22*e3*e5
*x^3-6*e3*e6^2*x^2+8*e3*e6*x^3+4*e3*x^4-9*e5^3*x^2+11*e5^2*e6*x^2+25*e5^2*x^3+2
*e5*e6^2*x^2-20*e5*e6*x^3-8*e5*x^4+4*e6^2*x^3+4*e6*x^4+2*e1^2*e3*x-2*e1^2*e5*x+
8*e1^2*e6*x+4*e1^2*x^2+e1*e3^2*x-2*e1*e3*e5*x+10*e1*e3*e6*x+3*e1*e3*x^2+e1*e5^2
*x-10*e1*e5*e6*x-3*e1*e5*x^2+16*e1*e6^2*x+12*e1*e6*x^2+e3^3*x-3*e3^2*e5*x+4*e3^
2*e6*x+5*e3^2*x^2+3*e3*e5^2*x-8*e3*e5*e6*x+4*e3*e5*x^2+4*e3*e6^2*x-6*e3*x^3-e5^
3*x+4*e5^2*e6*x-13*e5^2*x^2-4*e5*e6^2*x+12*e5*e6*x^2+14*e5*x^3-12*e6^2*x^2-8*e6
*x^3-2*x^4-2*e1^2*e3+2*e1^2*e5-4*e1^2*e6-8*e1^2*x-2*e1*e3^2+4*e1*e3*e5-8*e1*e3*
e6-10*e1*e3*x-2*e1*e5^2+8*e1*e5*e6+10*e1*e5*x-8*e1*e6^2-24*e1*e6*x-4*e1*x^2+8*
e3*e6*x+6*e3*x^2-8*e5*e6*x-14*e5*x^2+16*e6^2*x+24*e6*x^2+4*x^3+4*e1^2+6*e1*e3-6
*e1*e5+12*e1*e6+8*e1*x-2*e3^2+4*e3*e5-8*e3*e6-12*e3*x-2*e5^2+8*e5*e6+12*e5*x-8*
e6^2-32*e6*x-12*x^2-4*e1+8*e3-8*e5+16*e6+16*x-8)/(e5-e6+1)/(e3-e5+e6-1)/x^2/(x-\
1)^2:

P5nn:=x^2*(x-1)^2*dx^2-2*(x-1)*(-e1*e3*e5*x+e1*e5^2*x-e1*e5*e6*x-e1*e6^2*x-
e3^2*e6*x-2*e3*e5^2*x+2*e5^3*x-e5^2*e6*x-2*e5*e6^2*x+e1*e3^2+2*e1*e3*e6-e1*e5^2
-e1*e5*x+2*e1*e6^2+e3^3+e3^2*e5+2*e3^2*e6-e3^2*x-e3*e5^2+4*e3*e5*e6+4*e3*e5*x-
e5^3-2*e5^2*e6-5*e5^2*x+4*e5*e6^2+4*e6^2*x-e1*e3+3*e1*e5-2*e1*e6+e1*x-3*e3^2+2*
e3*e5-8*e3*e6+5*e5^2+4*e5*e6+2*e5*x-8*e6^2+4*e6*x-2*e1-8*e5+4)*x/(e1*e3-e1*e5+2
*e1*e6+e3^2+2*e3*e5-3*e5^2+4*e5*e6-4*e3+8*e5-8*e6-4)*dx+(2*e1*e3*e5*e6*x^2-e1*
e3*e6^2*x^2-2*e1*e5^2*e6*x^2+3*e1*e5*e6^2*x^2+e3^2*e6^2*x^2+4*e3*e5^2*e6*x^2-2*
e3*e5*e6^2*x^2-4*e5^3*e6*x^2+5*e5^2*e6^2*x^2+e1^3*e3*x-e1^3*e5*x+2*e1^3*e6*x+e1
^2*e3^2*x+2*e1^2*e3*e5*x+4*e1^2*e3*e6*x-3*e1^2*e5^2*x+4*e1^2*e5*e6*x+4*e1^2*e6^
2*x+2*e1*e3^2*e5*x+6*e1*e3*e5*e6*x+2*e1*e3*e6^2*x-e1*e3*e6*x^2-2*e1*e5^3*x+2*e1
*e5^2*e6*x+6*e1*e5*e6^2*x+3*e1*e5*e6*x^2-2*e1*e6^2*x^2-2*e3^3*e6*x+2*e3^2*e5*e6
*x-4*e3^2*e6^2*x+e3^2*e6*x^2-2*e3*e5^2*e6*x+4*e3*e5*e6^2*x-10*e3*e5*e6*x^2+4*e3
*e6^2*x^2+2*e5^3*e6*x+13*e5^2*e6*x^2-12*e5*e6^2*x^2-e1^3*e3+e1^3*e5-2*e1^3*e6-
e1^2*e3^2-2*e1^2*e3*e5-4*e1^2*e3*e6-7*e1^2*e3*x+3*e1^2*e5^2-4*e1^2*e5*e6+7*e1^2
*e5*x-4*e1^2*e6^2-14*e1^2*e6*x+e1*e3^3-3*e1*e3^2*e5+2*e1*e3^2*e6-5*e1*e3^2*x-e1
*e3*e5^2-8*e1*e3*e5*e6-6*e1*e3*e5*x-18*e1*e3*e6*x+3*e1*e5^3-2*e1*e5^2*e6+11*e1*
e5^2*x-8*e1*e5*e6^2-18*e1*e5*e6*x-16*e1*e6^2*x-2*e1*e6*x^2+e3^4+4*e3^3*e6-2*e3^
2*e5^2-2*e3^2*e5*x+4*e3^2*e6^2-2*e3^2*e6*x-4*e3*e5^2*e6-4*e3*e5*e6*x-8*e3*e6^2*
x+4*e3*e6*x^2+e5^4+2*e5^3*x-4*e5^2*e6^2-10*e5^2*e6*x-8*e5*e6^2*x-12*e5*e6*x^2+4
*e6^2*x^2+7*e1^2*e3-7*e1^2*e5+14*e1^2*e6+4*e1*e3^2+10*e1*e3*e5+16*e1*e3*e6+14*
e1*e3*x-14*e1*e5^2+20*e1*e5*e6-14*e1*e5*x+16*e1*e6^2+32*e1*e6*x-3*e3^3+7*e3^2*
e5-6*e3^2*e6+4*e3^2*x+3*e3*e5^2+16*e3*e5*e6+4*e3*e5*x+16*e3*e6*x-7*e5^3+6*e5^2*
e6-8*e5^2*x+16*e5*e6^2+24*e5*e6*x+16*e6^2*x+4*e6*x^2-16*e1*e3+16*e1*e5-32*e1*e6
-4*e3^2-12*e3*e5-16*e3*e6-8*e3*x+16*e5^2-24*e5*e6+8*e5*x-16*e6^2-24*e6*x+12*e3-\
12*e5+24*e6)/(e1*e3-e1*e5+2*e1*e6+e3^2+2*e3*e5-3*e5^2+4*e5*e6-4*e3+8*e5-8*e6-4):

Q5nn:=x^2*(x-1)^2*dx^2-2*(x-1)*(-e1*e3*e5*x+e1*e5^2*x-e1*e5*e6*x-e1*e6^2*x-
e3^2*e6*x-2*e3*e5^2*x+2*e5^3*x-e5^2*e6*x-2*e5*e6^2*x+e1*e3^2+2*e1*e3*e6-e1*e5^2
-e1*e5*x+2*e1*e6^2+e3^3+e3^2*e5+2*e3^2*e6-e3^2*x-e3*e5^2+4*e3*e5*e6+4*e3*e5*x-
e5^3-2*e5^2*e6-5*e5^2*x+4*e5*e6^2+4*e6^2*x-e1*e3+3*e1*e5-2*e1*e6+e1*x-3*e3^2+2*
e3*e5-8*e3*e6+5*e5^2+4*e5*e6+2*e5*x-8*e6^2+4*e6*x-2*e1-8*e5+4)*x/(e1*e3-e1*e5+2
*e1*e6+e3^2+2*e3*e5-3*e5^2+4*e5*e6-4*e3+8*e5-8*e6-4)*dx+(2*e1*e3*e5*e6*x^2-e1*
e3*e6^2*x^2-2*e1*e5^2*e6*x^2+3*e1*e5*e6^2*x^2+e3^2*e6^2*x^2+4*e3*e5^2*e6*x^2-2*
e3*e5*e6^2*x^2-4*e5^3*e6*x^2+5*e5^2*e6^2*x^2+e1^3*e3*x-e1^3*e5*x+2*e1^3*e6*x+e1
^2*e3^2*x+2*e1^2*e3*e5*x+4*e1^2*e3*e6*x-3*e1^2*e5^2*x+4*e1^2*e5*e6*x+4*e1^2*e6^
2*x+2*e1*e3^2*e5*x+6*e1*e3*e5*e6*x+2*e1*e3*e5*x^2+2*e1*e3*e6^2*x-3*e1*e3*e6*x^2
-2*e1*e5^3*x+2*e1*e5^2*e6*x-2*e1*e5^2*x^2+6*e1*e5*e6^2*x+7*e1*e5*e6*x^2-4*e1*e6
^2*x^2-2*e3^3*e6*x+2*e3^2*e5*e6*x-4*e3^2*e6^2*x+e3^2*e6*x^2-2*e3*e5^2*e6*x+4*e3
*e5^2*x^2+4*e3*e5*e6^2*x-14*e3*e5*e6*x^2+4*e3*e6^2*x^2+2*e5^3*e6*x-4*e5^3*x^2+
21*e5^2*e6*x^2-16*e5*e6^2*x^2-e1^3*e3+e1^3*e5-2*e1^3*e6-e1^2*e3^2-2*e1^2*e3*e5-\
4*e1^2*e3*e6-9*e1^2*e3*x+3*e1^2*e5^2-4*e1^2*e5*e6+9*e1^2*e5*x-4*e1^2*e6^2-18*e1
^2*e6*x+e1*e3^3-3*e1*e3^2*e5+2*e1*e3^2*e6-7*e1*e3^2*x-e1*e3*e5^2-8*e1*e3*e5*e6-\
10*e1*e3*e5*x-22*e1*e3*e6*x-2*e1*e3*x^2+3*e1*e5^3-2*e1*e5^2*e6+17*e1*e5^2*x-8*
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