## E3dPQ.txt # Shift operators for the shifts e1\pm1, e3\pm2, e4\pm2, e6\pm2 are given. # Note that the equation is symmetric relative to exchange of e3 and e4. P1p:=(x-1)^2*x*dx^2+(x-1)*(e1*x+2*e6*x+e1+x-1)*dx+(4*e1^2*e6*x+e1*e3*e6*x+ e1*e4*e6*x+7*e1*e6^2*x+e3*e6^2*x+e4*e6^2*x+3*e6^3*x+8*e1^3+4*e1^2*e3+4*e1^2*e4+ 16*e1^2*e6+2*e1*e3*e4+5*e1*e3*e6+5*e1*e4*e6+9*e1*e6^2-e1*e6*x+e3*e4*e6+e3*e6^2+ e4*e6^2+e6^3-e6^2*x-8*e1^2-2*e1*e3-2*e1*e4-11*e1*e6-e3*e6-e4*e6-3*e6^2+2*e1+e6) /(4*e1+e3+e4+3*e6-1): Q1p:=(x-1)^2*x*dx^2+(x-1)*(e1*x+2*e6*x+e1+2*x)*dx+(4*e1^2*e6*x+e1*e3*e6*x+ e1*e4*e6*x+7*e1*e6^2*x+e3*e6^2*x+e4*e6^2*x+3*e6^3*x+8*e1^3+4*e1^2*e3+4*e1^2*e4+ 16*e1^2*e6+2*e1*e3*e4+5*e1*e3*e6+5*e1*e4*e6+9*e1*e6^2+3*e1*e6*x+e3*e4*e6+e3*e6^ 2+e3*e6*x+e4*e6^2+e4*e6*x+e6^3+2*e6^2*x-e1*e6-e6*x)/(4*e1+e3+e4+3*e6-1): P1n:=(x-1)^2*x*dx^2-1/2*(x-1)*(2*e1*x+e3*x+e4*x-e6*x+2*e1+e3+e4+3*e6-5*x-1) *dx+1/2*(-8*e1^2*e6*x-6*e1*e3*e6*x-6*e1*e4*e6*x-10*e1*e6^2*x-e3^2*e6*x-2*e3*e4* e6*x-4*e3*e6^2*x-e4^2*e6*x-4*e4*e6^2*x-3*e6^3*x+16*e1^3+16*e1^2*e3+16*e1^2*e4+ 40*e1^2*e6+4*e1*e3^2+12*e1*e3*e4+26*e1*e3*e6+4*e1*e4^2+26*e1*e4*e6+30*e1*e6^2+ 22*e1*e6*x+2*e3^2*e4+3*e3^2*e6+2*e3*e4^2+10*e3*e4*e6+10*e3*e6^2+8*e3*e6*x+3*e4^ 2*e6+10*e4*e6^2+8*e4*e6*x+7*e6^3+14*e6^2*x-56*e1^2-36*e1*e3-36*e1*e4-94*e1*e6-4 *e3^2-14*e3*e4-30*e3*e6-4*e4^2-30*e4*e6-36*e6^2-15*e6*x+64*e1+20*e3+20*e4+55*e6 -24)/(4*e1+e3+e4+3*e6-5): Q1n:=(x-1)^2*x*dx^2-1/2*(x-1)*(2*e1*x+e3*x+e4*x-e6*x+2*e1+e3+e4+3*e6-7*x-3) *dx+1/2*(-8*e1^2*e6*x-6*e1*e3*e6*x-6*e1*e4*e6*x-10*e1*e6^2*x-e3^2*e6*x-2*e3*e4* e6*x-4*e3*e6^2*x-e4^2*e6*x-4*e4*e6^2*x-3*e6^3*x+16*e1^3+16*e1^2*e3+16*e1^2*e4+ 40*e1^2*e6+4*e1*e3^2+12*e1*e3*e4+26*e1*e3*e6+4*e1*e4^2+26*e1*e4*e6+30*e1*e6^2+ 30*e1*e6*x+2*e3^2*e4+3*e3^2*e6+2*e3*e4^2+10*e3*e4*e6+10*e3*e6^2+10*e3*e6*x+3*e4 ^2*e6+10*e4*e6^2+10*e4*e6*x+7*e6^3+20*e6^2*x-72*e1^2-48*e1*e3-48*e1*e4-122*e1* e6-6*e3^2-18*e3*e4-40*e3*e6-6*e4^2-40*e4*e6-48*e6^2-25*e6*x+108*e1+36*e3+36*e4+ 93*e6-54)/(4*e1+e3+e4+3*e6-5): P3pp:=(x-1)^2*x*dx^2+(x-1)*(e1*x+2*e6*x+e1+x-1)*dx+e1*e6*x+e6^2*x-2*e3*e1- e1*e6-e3^2-2*e3*e6-e6^2+e3: Q3pp:=(x-1)^2*x*dx^2+(x-1)*(e1*x+2*e6*x+e1+x-1)*dx+e1*e6*x+e6^2*x-2*e3*e1- e1*e6-e3^2-2*e3*e6-e6^2-2*e1-e3-2*e6: P3nn:=x^2*dx^2-1/2*x*(e4*x-2*e6*x+e4+2*e6-3*x+1)/(x-1)*dx-1/4*(4*e1^2*x+4* e1*e3*x+2*e1*e4*x+8*e1*e6*x+e3^2*x+e3*e4*x+4*e3*e6*x+3*e4*e6*x+3*e6^2*x-4*e1^2- 4*e1*e3-2*e1*e4-8*e1*e6-10*e1*x-e3^2-e3*e4-4*e3*e6-5*e3*x-e4*e6-2*e4*x-3*e6^2-\ 11*e6*x+10*e1+5*e3+2*e4+9*e6+6*x-6)/(x-1): Q3nn:=x^2*dx^2-1/2*(e4*x-2*e6*x+e4+2*e6-x+3)*x/(x-1)*dx-1/4*(4*e1^2*x^2+4* e1*e3*x^2+2*e1*e4*x^2+8*e1*e6*x^2+e3^2*x^2+e3*e4*x^2+4*e3*e6*x^2+3*e4*e6*x^2+3* e6^2*x^2-8*e1^2*x-8*e1*e3*x-4*e1*e4*x-16*e1*e6*x-14*e1*x^2-2*e3^2*x-2*e3*e4*x-8 *e3*e6*x-7*e3*x^2-4*e4*e6*x-4*e4*x^2-6*e6^2*x-13*e6*x^2+4*e1^2+4*e1*e3+2*e1*e4+ 8*e1*e6+28*e1*x+e3^2+e3*e4+4*e3*e6+14*e3*x+e4*e6+4*e4*x+3*e6^2+28*e6*x+12*x^2-\ 14*e1-7*e3-4*e4-15*e6-28*x+12)/(x-1)^2: P4pp:=(x-1)^2*x*dx^2+(x-1)*(e1*x+2*e6*x+e1+x-1)*dx+e1*e6*x+e6^2*x-2*e1*e4- e1*e6-e4^2-2*e4*e6-e6^2+e4: Q4pp:=(x-1)^2*x*dx^2+(x-1)*(e1*x+2*e6*x+e1+x-1)*dx+e1*e6*x+e6^2*x-2*e1*e4- e1*e6-e4^2-2*e4*e6-e6^2-2*e1-e4-2*e6: P4nn:=x^2*dx^2-1/2*x*(e3*x-2*e6*x+e3+2*e6-3*x+1)/(x-1)*dx-1/4*(4*e1^2*x+2* e1*e3*x+4*e1*e4*x+8*e1*e6*x+e3*e4*x+3*e3*e6*x+e4^2*x+4*e4*e6*x+3*e6^2*x-4*e1^2- 2*e1*e3-4*e1*e4-8*e1*e6-10*e1*x-e3*e4-e3*e6-2*e3*x-e4^2-4*e4*e6-5*e4*x-3*e6^2- 11*e6*x+10*e1+2*e3+5*e4+9*e6+6*x-6)/(x-1): Q4nn:=x^2*dx^2-1/2*(e3*x-2*e6*x+e3+2*e6-x+3)*x/(x-1)*dx-1/4*(4*e1^2*x^2+2* e1*e3*x^2+4*e1*e4*x^2+8*e1*e6*x^2+e3*e4*x^2+3*e3*e6*x^2+e4^2*x^2+4*e4*e6*x^2+3* e6^2*x^2-8*e1^2*x-4*e1*e3*x-8*e1*e4*x-16*e1*e6*x-14*e1*x^2-2*e3*e4*x-4*e3*e6*x- 4*e3*x^2-2*e4^2*x-8*e4*e6*x-7*e4*x^2-6*e6^2*x-13*e6*x^2+4*e1^2+2*e1*e3+4*e1*e4+ 8*e1*e6+28*e1*x+e3*e4+e3*e6+4*e3*x+e4^2+4*e4*e6+14*e4*x+3*e6^2+28*e6*x+12*x^2- 14*e1-4*e3-7*e4-15*e6-28*x+12)/(x-1)^2: P6pp:=(x-1)^2*(64*e1^4*x^2+96*e1^3*e3*x^2+96*e1^3*e4*x^2+288*e1^3*e6*x^2+52 *e1^2*e3^2*x^2+104*e1^2*e3*e4*x^2+312*e1^2*e3*e6*x^2+52*e1^2*e4^2*x^2+312*e1^2* e4*e6*x^2+468*e1^2*e6^2*x^2+12*e1*e3^3*x^2+36*e1*e3^2*e4*x^2+108*e1*e3^2*e6*x^2 +36*e1*e3*e4^2*x^2+216*e1*e3*e4*e6*x^2+324*e1*e3*e6^2*x^2+12*e1*e4^3*x^2+108*e1 *e4^2*e6*x^2+324*e1*e4*e6^2*x^2+324*e1*e6^3*x^2+e3^4*x^2+4*e3^3*e4*x^2+12*e3^3* e6*x^2+6*e3^2*e4^2*x^2+36*e3^2*e4*e6*x^2+54*e3^2*e6^2*x^2+4*e3*e4^3*x^2+36*e3* e4^2*e6*x^2+108*e3*e4*e6^2*x^2+108*e3*e6^3*x^2+e4^4*x^2+12*e4^3*e6*x^2+54*e4^2* e6^2*x^2+108*e4*e6^3*x^2+81*e6^4*x^2+64*e1^4*x+96*e1^3*e3*x+96*e1^3*e4*x+288*e1 ^3*e6*x+56*e1^2*e3^2*x+96*e1^2*e3*e4*x+304*e1^2*e3*e6*x+56*e1^2*e4^2*x+304*e1^2 *e4*e6*x+456*e1^2*e6^2*x+16*e1*e3^3*x+32*e1*e3^2*e4*x+112*e1*e3^2*e6*x+32*e1*e3 *e4^2*x+200*e1*e3*e4*e6*x+312*e1*e3*e6^2*x+16*e1*e4^3*x+112*e1*e4^2*e6*x+312*e1 *e4*e6^2*x+312*e1*e6^3*x+2*e3^4*x+4*e3^3*e4*x+16*e3^3*e6*x+4*e3^2*e4^2*x+32*e3^ 2*e4*e6*x+56*e3^2*e6^2*x+4*e3*e4^3*x+32*e3*e4^2*e6*x+100*e3*e4*e6^2*x+104*e3*e6 ^3*x+2*e4^4*x+16*e4^3*e6*x+56*e4^2*e6^2*x+104*e4*e6^3*x+78*e6^4*x+64*e1^4+96*e1 ^3*e3+96*e1^3*e4+288*e1^3*e6+52*e1^2*e3^2+104*e1^2*e3*e4+312*e1^2*e3*e6+52*e1^2 *e4^2+312*e1^2*e4*e6+468*e1^2*e6^2-20*e1^2*x^2+12*e1*e3^3+36*e1*e3^2*e4+108*e1* e3^2*e6+36*e1*e3*e4^2+216*e1*e3*e4*e6+324*e1*e3*e6^2-12*e1*e3*x^2+12*e1*e4^3+ 108*e1*e4^2*e6+324*e1*e4*e6^2-12*e1*e4*x^2+324*e1*e6^3-36*e1*e6*x^2+e3^4+4*e3^3 *e4+12*e3^3*e6+6*e3^2*e4^2+36*e3^2*e4*e6+54*e3^2*e6^2-2*e3^2*x^2+4*e3*e4^3+36* e3*e4^2*e6+108*e3*e4*e6^2-4*e3*e4*x^2+108*e3*e6^3-12*e3*e6*x^2+e4^4+12*e4^3*e6+ 54*e4^2*e6^2-2*e4^2*x^2+108*e4*e6^3-12*e4*e6*x^2+81*e6^4-18*e6^2*x^2-24*e1^2*x-\ 16*e1*e3*x-16*e1*e4*x-48*e1*e6*x-4*e3^2*x-4*e3*e4*x-16*e3*e6*x-4*e4^2*x-16*e4* e6*x-24*e6^2*x-20*e1^2-12*e1*e3-12*e1*e4-36*e1*e6-2*e3^2-4*e3*e4-12*e3*e6-2*e4^ 2-12*e4*e6-18*e6^2+x^2+2*x+1)/x/(4*e1+e3+e4+3*e6+1)/(3*e6-1+e4+2*e1+e3)/(3*e6+1 +e4+2*e1+e3)/(4*e1+e3+e4+3*e6-1)*dx^2+(x-1)*(64*e1^5*x^3+96*e1^4*e3*x^3+96*e1^4 *e4*x^3+416*e1^4*e6*x^3+52*e1^3*e3^2*x^3+104*e1^3*e3*e4*x^3+504*e1^3*e3*e6*x^3+ 52*e1^3*e4^2*x^3+504*e1^3*e4*e6*x^3+1044*e1^3*e6^2*x^3+12*e1^2*e3^3*x^3+36*e1^2 *e3^2*e4*x^3+212*e1^2*e3^2*e6*x^3+36*e1^2*e3*e4^2*x^3+424*e1^2*e3*e4*e6*x^3+948 *e1^2*e3*e6^2*x^3+12*e1^2*e4^3*x^3+212*e1^2*e4^2*e6*x^3+948*e1^2*e4*e6^2*x^3+ 1260*e1^2*e6^3*x^3+e1*e3^4*x^3+4*e1*e3^3*e4*x^3+36*e1*e3^3*e6*x^3+6*e1*e3^2*e4^ 2*x^3+108*e1*e3^2*e4*e6*x^3+270*e1*e3^2*e6^2*x^3+4*e1*e3*e4^3*x^3+108*e1*e3*e4^ 2*e6*x^3+540*e1*e3*e4*e6^2*x^3+756*e1*e3*e6^3*x^3+e1*e4^4*x^3+36*e1*e4^3*e6*x^3 +270*e1*e4^2*e6^2*x^3+756*e1*e4*e6^3*x^3+729*e1*e6^4*x^3+2*e3^4*e6*x^3+8*e3^3* e4*e6*x^3+24*e3^3*e6^2*x^3+12*e3^2*e4^2*e6*x^3+72*e3^2*e4*e6^2*x^3+108*e3^2*e6^ 3*x^3+8*e3*e4^3*e6*x^3+72*e3*e4^2*e6^2*x^3+216*e3*e4*e6^3*x^3+216*e3*e6^4*x^3+2 *e4^4*e6*x^3+24*e4^3*e6^2*x^3+108*e4^2*e6^3*x^3+216*e4*e6^4*x^3+162*e6^5*x^3-32 *e1^4*e3*x^2-32*e1^4*e4*x^2+32*e1^4*e6*x^2+64*e1^4*x^3-36*e1^3*e3^2*x^2-120*e1^ 3*e3*e4*x^2-120*e1^3*e3*e6*x^2+96*e1^3*e3*x^3-36*e1^3*e4^2*x^2-120*e1^3*e4*e6*x 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e6^2*x^2+24*e1*e3*e6*x^3-48*e1*e3*x^4-2*e1*e4^4*x-28*e1*e4^3*e6*x-72*e1*e4^2*e6 ^2*x-2*e1*e4^2*e6*x^2+84*e1*e4*e6^3*x-4*e1*e4*e6^2*x^2+24*e1*e4*e6*x^3-48*e1*e4 *x^4+306*e1*e6^4*x-22*e1*e6^3*x^2+36*e1*e6^2*x^3-143*e1*e6*x^4-2*e3^4*e4*x-e3^4 *e6*x-6*e3^3*e4^2*x-21*e3^3*e4*e6*x-5*e3^3*e6^2*x-6*e3^2*e4^3*x-40*e3^2*e4^2*e6 *x-63*e3^2*e4*e6^2*x+2*e3^2*e4*x^3+7*e3^2*e6^3*x+2*e3^2*e6*x^3-8*e3^2*x^4-2*e3* e4^4*x-21*e3*e4^3*e6*x-63*e3*e4^2*e6^2*x+2*e3*e4^2*x^3-31*e3*e4*e6^3*x+2*e3*e4* e6^2*x^2+19*e3*e4*e6*x^3-16*e3*e4*x^4+69*e3*e6^4*x+21*e3*e6^2*x^3-48*e3*e6*x^4- e4^4*e6*x-5*e4^3*e6^2*x+7*e4^2*e6^3*x+2*e4^2*e6*x^3-8*e4^2*x^4+69*e4*e6^4*x+21* e4*e6^2*x^3-48*e4*e6*x^4+90*e6^5*x-4*e6^4*x^2+21*e6^3*x^3-71*e6^2*x^4+128*e1^5+ 192*e1^4*e3+192*e1^4*e4+576*e1^4*e6-160*e1^4*x+104*e1^3*e3^2+208*e1^3*e3*e4+624 *e1^3*e3*e6-240*e1^3*e3*x+104*e1^3*e4^2+624*e1^3*e4*e6-240*e1^3*e4*x+936*e1^3* e6^2-740*e1^3*e6*x+24*e1^2*e3^3+72*e1^2*e3^2*e4+216*e1^2*e3^2*e6-128*e1^2*e3^2* x+72*e1^2*e3*e4^2+432*e1^2*e3*e4*e6-264*e1^2*e3*e4*x+648*e1^2*e3*e6^2-796*e1^2* e3*e6*x+24*e1^2*e4^3+216*e1^2*e4^2*e6-128*e1^2*e4^2*x+648*e1^2*e4*e6^2-796*e1^2 *e4*e6*x+648*e1^2*e6^3-1212*e1^2*e6^2*x+8*e1^2*e6*x^2+48*e1^2*x^3+2*e1*e3^4+8* e1*e3^3*e4+24*e1*e3^3*e6-28*e1*e3^3*x+12*e1*e3^2*e4^2+72*e1*e3^2*e4*e6-92*e1*e3 ^2*e4*x+108*e1*e3^2*e6^2-270*e1*e3^2*e6*x+8*e1*e3*e4^3+72*e1*e3*e4^2*e6-92*e1* e3*e4^2*x+216*e1*e3*e4*e6^2-554*e1*e3*e4*e6*x+216*e1*e3*e6^3-830*e1*e3*e6^2*x+4 *e1*e3*e6*x^2+28*e1*e3*x^3+2*e1*e4^4+24*e1*e4^3*e6-28*e1*e4^3*x+108*e1*e4^2*e6^ 2-270*e1*e4^2*e6*x+216*e1*e4*e6^3-830*e1*e4*e6^2*x+4*e1*e4*e6*x^2+28*e1*e4*x^3+ 162*e1*e6^4-836*e1*e6^3*x+12*e1*e6^2*x^2+87*e1*e6*x^3+2*e1*x^4-2*e3^4*x-10*e3^3 *e4*x-28*e3^3*e6*x-16*e3^2*e4^2*x-93*e3^2*e4*e6*x-135*e3^2*e6^2*x+4*e3^2*x^3-10 *e3*e4^3*x-93*e3*e4^2*e6*x-279*e3*e4*e6^2*x+10*e3*e4*x^3-276*e3*e6^3*x+2*e3*e6^ 2*x^2+28*e3*e6*x^3-2*e4^4*x-28*e4^3*e6*x-135*e4^2*e6^2*x+4*e4^2*x^3-276*e4*e6^3 *x+2*e4*e6^2*x^2+28*e4*e6*x^3-207*e6^4*x+4*e6^3*x^2+44*e6^2*x^3+4*e6*x^4+256*e1 ^4+384*e1^3*e3+384*e1^3*e4+1152*e1^3*e6+8*e1^3*x+208*e1^2*e3^2+416*e1^2*e3*e4+ 1248*e1^2*e3*e6+8*e1^2*e3*x+208*e1^2*e4^2+1248*e1^2*e4*e6+8*e1^2*e4*x+1872*e1^2 *e6^2-36*e1^2*e6*x+48*e1*e3^3+144*e1*e3^2*e4+432*e1*e3^2*e6+144*e1*e3*e4^2+864* e1*e3*e4*e6+12*e1*e3*e4*x+1296*e1*e3*e6^2-12*e1*e3*e6*x+48*e1*e4^3+432*e1*e4^2* e6+1296*e1*e4*e6^2-12*e1*e4*e6*x+1296*e1*e6^3-72*e1*e6^2*x+3*e1*e6*x^2+2*e1*x^3 +4*e3^4+16*e3^3*e4+48*e3^3*e6+24*e3^2*e4^2+144*e3^2*e4*e6+2*e3^2*e4*x+216*e3^2* e6^2-2*e3^2*e6*x+16*e3*e4^3+144*e3*e4^2*e6+2*e3*e4^2*x+432*e3*e4*e6^2+5*e3*e4* e6*x+432*e3*e6^3-15*e3*e6^2*x+4*e4^4+48*e4^3*e6+216*e4^2*e6^2-2*e4^2*e6*x+432* e4*e6^3-15*e4*e6^2*x+324*e6^4-33*e6^3*x+e6^2*x^2+e6*x^3+4*x^4-40*e1^3-24*e1^2* e3-24*e1^2*e4-72*e1^2*e6+48*e1^2*x-4*e1*e3^2-8*e1*e3*e4-24*e1*e3*e6+28*e1*e3*x- 4*e1*e4^2-24*e1*e4*e6+28*e1*e4*x-36*e1*e6^2+85*e1*e6*x+4*e3^2*x+10*e3*e4*x+28* e3*e6*x+4*e4^2*x+28*e4*e6*x+42*e6^2*x-2*x^3-80*e1^2-48*e1*e3-48*e1*e4-144*e1*e6 +2*e1*x-8*e3^2-16*e3*e4-48*e3*e6-8*e4^2-48*e4*e6-72*e6^2+3*e6*x+2*e1-2*x+4)/x^3 /(3*e6-1+e4+2*e1+e3)/(4*e1+e3+e4+3*e6+1)/(4*e1+e3+e4+3*e6-1)/(3*e6+1+e4+2*e1+e3 ): P6nn:=x^2*(x-1)^2*dx^2-1/2*(x-1)*(16*e1^4*e3*x+16*e1^4*e4*x-16*e1^4*e6*x+24 *e1^3*e3^2*x+48*e1^3*e3*e4*x+48*e1^3*e3*e6*x+24*e1^3*e4^2*x+48*e1^3*e4*e6*x-72* e1^3*e6^2*x+12*e1^2*e3^3*x+40*e1^2*e3^2*e4*x+68*e1^2*e3^2*e6*x+40*e1^2*e3*e4^2* x+116*e1^2*e3*e4*e6*x+24*e1^2*e3*e6^2*x+12*e1^2*e4^3*x+68*e1^2*e4^2*e6*x+24*e1^ 2*e4*e6^2*x-136*e1^2*e6^3*x+2*e1*e3^4*x+12*e1*e3^3*e4*x+24*e1*e3^3*e6*x+20*e1* e3^2*e4^2*x+66*e1*e3^2*e4*e6*x+50*e1*e3^2*e6^2*x+12*e1*e3*e4^3*x+66*e1*e3*e4^2* e6*x+70*e1*e3*e4*e6^2*x-32*e1*e3*e6^3*x+2*e1*e4^4*x+24*e1*e4^3*e6*x+50*e1*e4^2* e6^2*x-32*e1*e4*e6^3*x-108*e1*e6^4*x+e3^4*e4*x+2*e3^4*e6*x+3*e3^3*e4^2*x+10*e3^ 3*e4*e6*x+10*e3^3*e6^2*x+3*e3^2*e4^3*x+16*e3^2*e4^2*e6*x+23*e3^2*e4*e6^2*x+8*e3 ^2*e6^3*x+e3*e4^4*x+10*e3*e4^3*e6*x+23*e3*e4^2*e6^2*x+4*e3*e4*e6^3*x-22*e3*e6^4 *x+2*e4^4*e6*x+10*e4^3*e6^2*x+8*e4^2*e6^3*x-22*e4*e6^4*x-30*e6^5*x+16*e1^4*e3+ 16*e1^4*e4+48*e1^4*e6-80*e1^4*x+24*e1^3*e3^2+48*e1^3*e3*e4+144*e1^3*e3*e6-264* e1^3*e3*x+24*e1^3*e4^2+144*e1^3*e4*e6-264*e1^3*e4*x+216*e1^3*e6^2-216*e1^3*e6*x +12*e1^2*e3^3+40*e1^2*e3^2*e4+116*e1^2*e3^2*e6-220*e1^2*e3^2*x+40*e1^2*e3*e4^2+ 228*e1^2*e3*e4*e6-428*e1^2*e3*e4*x+344*e1^2*e3*e6^2-656*e1^2*e3*e6*x+12*e1^2*e4 ^3+116*e1^2*e4^2*e6-220*e1^2*e4^2*x+344*e1^2*e4*e6^2-656*e1^2*e4*e6*x+344*e1^2* e6^3-24*e1^2*e6^2*x+2*e1*e3^4+12*e1*e3^3*e4+32*e1*e3^3*e6-62*e1*e3^3*x+20*e1*e3 ^2*e4^2+106*e1*e3^2*e4*e6-202*e1*e3^2*e4*x+154*e1*e3^2*e6^2-382*e1*e3^2*e6*x+12 *e1*e3*e4^3+106*e1*e3*e4^2*e6-202*e1*e3*e4^2*x+302*e1*e3*e4*e6^2-686*e1*e3*e4* e6*x+304*e1*e3*e6^3-396*e1*e3*e6^2*x+2*e1*e4^4+32*e1*e4^3*e6-62*e1*e4^3*x+154* e1*e4^2*e6^2-382*e1*e4^2*e6*x+304*e1*e4*e6^3-396*e1*e4*e6^2*x+228*e1*e6^4+276* 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*x^2+4*e4^4+108*e4^3*e6+328*e4^3*x+737*e4^2*e6^2+4080*e4^2*e6*x+404*e4^2*x^2+ 1796*e4*e6^3+13042*e4*e6^2*x+4340*e4*e6*x^2+1347*e6^4+11864*e6^3*x+7458*e6^2*x^ 2-5752*e1^3-5036*e1^2*e3-5036*e1^2*e4-15108*e1^2*e6-16080*e1^2*x-1216*e1*e3^2-\ 2926*e1*e3*e4-8284*e1*e3*e6-10928*e1*e3*x-1216*e1*e4^2-8284*e1*e4*e6-10928*e1* e4*x-12426*e1*e6^2-32232*e1*e6*x-3656*e1*x^2-68*e3^3-346*e3^2*e4-896*e3^2*e6-\ 1624*e3^2*x-346*e3*e4^2-2323*e3*e4*e6-4148*e3*e4*x-3219*e3*e6^2-10928*e3*e6*x-\ 988*e3*x^2-68*e4^3-896*e4^2*e6-1624*e4^2*x-3219*e4*e6^2-10928*e4*e6*x-988*e4*x^ 2-3219*e6^3-15468*e6^2*x-4348*e6*x^2+6408*e1^2+3592*e1*e3+3592*e1*e4+10776*e1* e6+10256*e1*x+404*e3^2+1018*e3*e4+2844*e3*e6+3448*e3*x+404*e4^2+2844*e4*e6+3448 *e4*x+4266*e6^2+10256*e6*x+840*x^2-3656*e1-988*e3-988*e4-2964*e6-2640*x+840)/( 16*e1^4+24*e1^3*e3+24*e1^3*e4+72*e1^3*e6+12*e1^2*e3^2+28*e1^2*e3*e4+80*e1^2*e3* e6+12*e1^2*e4^2+80*e1^2*e4*e6+120*e1^2*e6^2+2*e1*e3^3+10*e1*e3^2*e4+26*e1*e3^2* e6+10*e1*e3*e4^2+58*e1*e3*e4*e6+84*e1*e3*e6^2+2*e1*e4^3+26*e1*e4^2*e6+84*e1*e4* e6^2+84*e1*e6^3+e3^3*e4+2*e3^3*e6+2*e3^2*e4^2+10*e3^2*e4*e6+13*e3^2*e6^2+e3*e4^ 3+10*e3*e4^2*e6+29*e3*e4*e6^2+28*e3*e6^3+2*e4^3*e6+13*e4^2*e6^2+28*e4*e6^3+21* e6^4-144*e1^3-160*e1^2*e3-160*e1^2*e4-480*e1^2*e6-52*e1*e3^2-116*e1*e3*e4-336* e1*e3*e6-52*e1*e4^2-336*e1*e4*e6-504*e1*e6^2-4*e3^3-20*e3^2*e4-52*e3^2*e6-20*e3 *e4^2-116*e3*e4*e6-168*e3*e6^2-4*e4^3-52*e4^2*e6-168*e4*e6^2-168*e6^3+476*e1^2+ 334*e1*e3+334*e1*e4+1002*e1*e6+52*e3^2+115*e3*e4+334*e3*e6+52*e4^2+334*e4*e6+ 501*e6^2-660*e1-220*e3-220*e4-660*e6+324): Q6nn:=x^2*(x-1)^2*dx^2-1/2*(x-1)*(16*e1^4*e3*x+16*e1^4*e4*x-16*e1^4*e6*x+24 *e1^3*e3^2*x+48*e1^3*e3*e4*x+48*e1^3*e3*e6*x+24*e1^3*e4^2*x+48*e1^3*e4*e6*x-72* e1^3*e6^2*x+12*e1^2*e3^3*x+40*e1^2*e3^2*e4*x+68*e1^2*e3^2*e6*x+40*e1^2*e3*e4^2* x+116*e1^2*e3*e4*e6*x+24*e1^2*e3*e6^2*x+12*e1^2*e4^3*x+68*e1^2*e4^2*e6*x+24*e1^ 2*e4*e6^2*x-136*e1^2*e6^3*x+2*e1*e3^4*x+12*e1*e3^3*e4*x+24*e1*e3^3*e6*x+20*e1* 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