Qy[1, 0, 0, "xy"] := 1/2*(-2*t^7*x^12*y^5-2*t^7*x^11*y^6+4*t^7*x^13*y^2+12*t^7*x^12*y^3+6*t^7*x^11*y^4-34*t^7*x^10*y^5-32*t^7*x^9*y^6+7*t^6*x^11*y^5+5*t^6*x^10*y^6+6*t^7*x^12*y+82*t^7*x^11*y^2+204*t^7*x^10*y^3+96*t^7*x^9*y^4+44*t^7*x^8*y^5+76*t^7*x^7*y^6-18*t^6*x^12*y^2-42*t^6*x^11*y^3-15*t^6*x^10*y^4+199*t^6*x^9*y^5+130*t^6*x^8*y^6-3*t^5*x^10*y^5+2*t^5*x^9*y^6+2*t^7*x^11+102*t^7*x^10*y+140*t^7*x^9*y^2-264*t^7*x^8*y^3-228*t^7*x^7*y^4+28*t^7*x^6*y^5-48*t^7*x^5*y^6-21*t^6*x^11*y-441*t^6*x^10*y^2-1066*t^6*x^9*y^3-390*t^6*x^8*y^4+130*t^6*x^7*y^5+140*t^6*x^6*y^6+20*t^5*x^11*y^2+18*t^5*x^10*y^3-6*t^5*x^9*y^4-288*t^5*x^8*y^5-96*t^5*x^7*y^6-20*t^4*x^9*y^5-16*t^4*x^8*y^6+32*t^7*x^9-132*t^7*x^8*y-524*t^7*x^7*y^2-168*t^7*x^6*y^3+144*t^7*x^5*y^4-42*t^7*x^4*y^5+6*t^7*x^3*y^6-5*t^6*x^10-469*t^6*x^9*y-1284*t^6*x^8*y^2-1036*t^6*x^7*y^3-420*t^6*x^6*y^4+202*t^6*x^5*y^5-18*t^6*x^4*y^6+9*t^5*x^10*y+778*t^5*x^9*y^2+1472*t^5*x^8*y^3+288*t^5*x^7*y^4-274*t^5*x^6*y^5+26*t^5*x^5*y^6+30*t^4*x^10*y^2+112*t^4*x^9*y^3+48*t^4*x^8*y^4+90*t^4*x^7*y^5-26*t^4*x^6*y^6+32*t^3*x^8*y^5+12*t^3*x^7*y^6-76*t^7*x^7-84*t^7*x^6*y+268*t^7*x^5*y^2+252*t^7*x^4*y^3-18*t^7*x^3*y^4+6*t^7*x^2*y^5-130*t^6*x^8-646*t^6*x^7*y-1372*t^6*x^6*y^2-1084*t^6*x^5*y^3+54*t^6*x^4*y^4-25*t^6*x^3*y^5-t^6*x^2*y^6-2*t^5*x^9+608*t^5*x^8*y+1736*t^5*x^7*y^2+1388*t^5*x^6*y^3-78*t^5*x^5*y^4+48*t^5*x^4*y^5+4*t^5*x^3*y^6+52*t^4*x^9*y-440*t^4*x^8*y^2-396*t^4*x^7*y^3+78*t^4*x^6*y^4-60*t^4*x^5*y^5-6*t^4*x^4*y^6-92*t^3*x^9*y^2-176*t^3*x^8*y^3-36*t^3*x^7*y^4+46*t^3*x^6*y^5+4*t^3*x^5*y^6-15*t^2*x^7*y^5-t^2*x^6*y^6+48*t^7*x^5+126*t^7*x^4*y+42*t^7*x^3*y^2-36*t^7*x^2*y^3-140*t^6*x^6-478*t^6*x^5*y-284*t^6*x^4*y^2+150*t^6*x^3*y^3+3*t^6*x^2*y^4-t^6*x*y^5+96*t^5*x^7+566*t^5*x^6*y+534*t^5*x^5*y^2-288*t^5*x^4*y^3-12*t^5*x^3*y^4+5*t^5*x^2*y^5+16*t^4*x^8-126*t^4*x^7*y-282*t^4*x^6*y^2+352*t^4*x^5*y^3+18*t^4*x^4*y^4-10*t^4*x^3*y^5-80*t^3*x^8*y-92*t^3*x^7*y^2-260*t^3*x^6*y^3-12*t^3*x^5*y^4+10*t^3*x^4*y^5+82*t^2*x^8*y^2+82*t^2*x^7*y^3+3*t^2*x^6*y^4-5*t^2*x^5*y^5+t*x^6*y^5-6*t^7*x^3-18*t^7*x^2*y-12*t^7*x*y^2+18*t^6*x^4+75*t^6*x^3*y+69*t^6*x^2*y^2+6*t^6*x*y^3-26*t^5*x^5-144*t^5*x^4*y-176*t^5*x^3*y^2-30*t^5*x^2*y^3+26*t^4*x^6+172*t^4*x^5*y+262*t^4*x^4*y^2+60*t^4*x^3*y^3-12*t^3*x^7-122*t^3*x^6*y-240*t^3*x^5*y^2-60*t^3*x^4*y^3+37*t^2*x^7*y+125*t^2*x^6*y^2+30*t^2*x^5*y^3-28*t*x^7*y^2-6*t*x^6*y^3+t^6*x^2+3*t^6*x*y+2*t^6*y^2-4*t^5*x^3-15*t^5*x^2*y-12*t^5*x*y^2+6*t^4*x^4+30*t^4*x^3*y+30*t^4*x^2*y^2-4*t^3*x^5-30*t^3*x^4*y-40*t^3*x^3*y^2+t^2*x^6+15*t^2*x^5*y+30*t^2*x^4*y^2-3*t*x^6*y-12*t*x^5*y^2+2*x^6*y^2)/t^2/x*y/(t^4*x^8-4*t^4*x^6-4*t^3*x^7+6*t^4*x^4+4*t^3*x^5+6*t^2*x^6-4*t^4*x^2+4*t^3*x^3+4*t^2*x^4-4*t*x^5+t^4-4*t^3*x+6*t^2*x^2-4*t*x^3+x^4)/(y-1)/(y+1)/(t*x^2*y+t*x*y^2+t*x+t*y-x*y)^2+1/2*(-32*t^8*x^10*y^5-32*t^8*x^9*y^6+64*t^8*x^11*y^2+192*t^8*x^10*y^3+96*t^8*x^9*y^4+32*t^8*x^8*y^5+64*t^8*x^7*y^6+96*t^7*x^9*y^5+64*t^7*x^8*y^6+2*t^6*x^10*y^5+2*t^6*x^9*y^6+96*t^8*x^10*y+160*t^8*x^9*y^2-192*t^8*x^8*y^3-192*t^8*x^7*y^4+32*t^8*x^6*y^5-32*t^8*x^5*y^6-256*t^7*x^10*y^2-576*t^7*x^9*y^3-192*t^7*x^8*y^4+64*t^7*x^7*y^5+64*t^7*x^6*y^6-4*t^6*x^11*y^2-12*t^6*x^10*y^3-6*t^6*x^9*y^4-98*t^6*x^8*y^5-36*t^6*x^7*y^6-6*t^5*x^9*y^5-4*t^5*x^8*y^6+32*t^8*x^9-96*t^8*x^8*y-448*t^8*x^7*y^2-192*t^8*x^6*y^3+96*t^8*x^5*y^4-32*t^8*x^4*y^5-288*t^7*x^9*y-576*t^7*x^8*y^2-384*t^7*x^7*y^3-192*t^7*x^6*y^4+96*t^7*x^5*y^5-6*t^6*x^10*y+374*t^6*x^9*y^2+588*t^6*x^8*y^3+108*t^6*x^7*y^4-98*t^6*x^6*y^5+2*t^6*x^5*y^6+16*t^5*x^10*y^2+36*t^5*x^9*y^3+12*t^5*x^8*y^4+28*t^5*x^7*y^5-4*t^5*x^6*y^6+6*t^4*x^8*y^5+2*t^4*x^7*y^6-64*t^8*x^7-96*t^8*x^6*y+160*t^8*x^5*y^2+192*t^8*x^4*y^3-64*t^7*x^8-192*t^7*x^7*y-576*t^7*x^6*y^2-576*t^7*x^5*y^3-2*t^6*x^9+294*t^6*x^8*y+700*t^6*x^7*y^2+588*t^6*x^6*y^3-6*t^6*x^5*y^4+2*t^6*x^4*y^5+18*t^5*x^9*y-220*t^5*x^8*y^2-168*t^5*x^7*y^3+12*t^5*x^6*y^4-6*t^5*x^5*y^5-24*t^4*x^9*y^2-36*t^4*x^8*y^3-6*t^4*x^7*y^4+6*t^4*x^6*y^5-2*t^3*x^7*y^5+32*t^8*x^5+96*t^8*x^4*y+64*t^8*x^3*y^2-64*t^7*x^6-288*t^7*x^5*y-256*t^7*x^4*y^2+36*t^6*x^7+294*t^6*x^6*y+374*t^6*x^5*y^2-12*t^6*x^4*y^3+4*t^5*x^8-84*t^5*x^7*y-220*t^5*x^6*y^2+36*t^5*x^5*y^3-18*t^4*x^8*y+22*t^4*x^7*y^2-36*t^4*x^6*y^3+16*t^3*x^8*y^2+12*t^3*x^7*y^3-2*t^6*x^5-6*t^6*x^4*y-4*t^6*x^3*y^2+4*t^5*x^6+18*t^5*x^5*y+16*t^5*x^4*y^2-2*t^4*x^7-18*t^4*x^6*y-24*t^4*x^5*y^2+6*t^3*x^7*y+16*t^3*x^6*y^2-4*t^2*x^7*y^2)/t^2/x*y/(t^4*x^8-4*t^4*x^6-4*t^3*x^7+6*t^4*x^4+4*t^3*x^5+6*t^2*x^6-4*t^4*x^2+4*t^3*x^3+4*t^2*x^4-4*t*x^5+t^4-4*t^3*x+6*t^2*x^2-4*t*x^3+x^4)/(y-1)/(y+1)/(t*x^2*y+t*x*y^2+t*x+t*y-x*y)^2*dt;
Qy[2, 0, 0, "xy"] := -(64*t^5*x^9*y^7-8*t^4*x^10*y^6-64*t^5*x^9*y^5+256*t^5*x^7*y^7-24*t^4*x^10*y^4-88*t^4*x^8*y^6-64*t^5*x^9*y^3-256*t^5*x^7*y^5+384*t^5*x^5*y^7+16*t^3*x^9*y^5+8*t^3*x^7*y^7-24*t^4*x^10*y^2-264*t^4*x^8*y^4-208*t^4*x^6*y^6+2*t^2*x^8*y^6+64*t^5*x^9*y-256*t^5*x^7*y^3-384*t^5*x^5*y^5+256*t^5*x^3*y^7+32*t^3*x^9*y^3+152*t^3*x^7*y^5+8*t^3*x^5*y^7-2*t*x^7*y^7-8*t^4*x^10-264*t^4*x^8*y^2-624*t^4*x^6*y^4-176*t^4*x^4*y^6+18*t^2*x^8*y^4-22*t^2*x^6*y^6+256*t^5*x^7*y-384*t^5*x^5*y^3-256*t^5*x^3*y^5+64*t^5*x*y^7+16*t^3*x^9*y+312*t^3*x^7*y^3+248*t^3*x^5*y^5-8*t^3*x^3*y^7-10*t*x^7*y^5-2*t*x^5*y^7-88*t^4*x^8-624*t^4*x^6*y^2-528*t^4*x^4*y^4-40*t^4*x^2*y^6+6*t^2*x^8*y^2+42*t^2*x^6*y^4-18*t^2*x^4*y^6+3*x^6*y^6+384*t^5*x^5*y-256*t^5*x^3*y^3-64*t^5*x*y^5+168*t^3*x^7*y+504*t^3*x^5*y^3+104*t^3*x^3*y^5-8*t^3*x*y^7-22*t*x^7*y^3-14*t*x^5*y^5-208*t^4*x^6-528*t^4*x^4*y^2-120*t^4*x^2*y^4+8*t^4*y^6+6*t^2*x^8-66*t^2*x^6*y^2+30*t^2*x^4*y^4+6*t^2*x^2*y^6+x^4*y^6+256*t^5*x^3*y-64*t^5*x*y^3+264*t^3*x^5*y+200*t^3*x^3*y^3-8*t^3*x*y^5-14*t*x^7*y-30*t*x^5*y^3-4*t*x^3*y^5-176*t^4*x^4-120*t^4*x^2*y^2+24*t^4*y^4+14*t^2*x^6-54*t^2*x^4*y^2+6*t^2*x^2*y^4+9*x^6*y^2+64*t^5*x*y+88*t^3*x^3*y-24*t^3*x*y^3-18*t*x^5*y-8*t*x^3*y^3-40*t^4*x^2+24*t^4*y^2+10*t^2*x^4+18*t^2*x^2*y^2+3*x^4*y^2-24*t^3*x*y-4*t*x^3*y+8*t^4+2*t^2*x^2)*x/(16*t^4*x^8+64*t^4*x^6+96*t^4*x^4-8*t^2*x^6+64*t^4*x^2-16*t^2*x^4+16*t^4-8*t^2*x^2+x^4)/(t*x^2*y^2+t*x^2+t*y^2-x*y+t)^2/(y-1)/(y+1)-(128*t^7*x^10*y^6-64*t^6*x^9*y^7+384*t^7*x^10*y^4+640*t^7*x^8*y^6-8*t^5*x^10*y^6-192*t^6*x^9*y^5-256*t^6*x^7*y^7+4*t^4*x^9*y^7+384*t^7*x^10*y^2+1920*t^7*x^8*y^4+1280*t^7*x^6*y^6-24*t^5*x^10*y^4-8*t^5*x^8*y^6-448*t^6*x^9*y^3-768*t^6*x^7*y^5-384*t^6*x^5*y^7+12*t^4*x^9*y^5+32*t^4*x^7*y^7+128*t^7*x^10+1920*t^7*x^8*y^2+3840*t^7*x^6*y^4+1280*t^7*x^4*y^6-24*t^5*x^10*y^2-216*t^5*x^8*y^4+16*t^5*x^6*y^6-2*t^3*x^8*y^6-320*t^6*x^9*y-1792*t^6*x^7*y^3-1152*t^6*x^5*y^5-256*t^6*x^3*y^7+28*t^4*x^9*y^3+96*t^4*x^7*y^5+56*t^4*x^5*y^7-t^2*x^7*y^7+640*t^7*x^8+3840*t^7*x^6*y^2+3840*t^7*x^4*y^4+640*t^7*x^2*y^6-8*t^5*x^10-24*t^5*x^8*y^2-528*t^5*x^6*y^4+16*t^5*x^4*y^6+6*t^3*x^8*y^4-22*t^3*x^6*y^6-1280*t^6*x^7*y-2688*t^6*x^5*y^3-768*t^6*x^3*y^5-64*t^6*x*y^7+20*t^4*x^9*y+224*t^4*x^7*y^3+168*t^4*x^5*y^5+32*t^4*x^3*y^7-3*t^2*x^7*y^5-2*t^2*x^5*y^7+1280*t^7*x^6+3840*t^7*x^4*y^2+1920*t^7*x^2*y^4+128*t^7*y^6-72*t^5*x^8+48*t^5*x^6*y^2-528*t^5*x^4*y^4-8*t^5*x^2*y^6-6*t^3*x^8*y^2+18*t^3*x^6*y^4-22*t^3*x^4*y^6+t*x^6*y^6-1920*t^6*x^5*y-1792*t^6*x^3*y^3-192*t^6*x*y^5+160*t^4*x^7*y+392*t^4*x^5*y^3+96*t^4*x^3*y^5+4*t^4*x*y^7-7*t^2*x^7*y^3-6*t^2*x^5*y^5-t^2*x^3*y^7+1280*t^7*x^4+1920*t^7*x^2*y^2+384*t^7*y^4-176*t^5*x^6+48*t^5*x^4*y^2-216*t^5*x^2*y^4-8*t^5*y^6+2*t^3*x^8-66*t^3*x^6*y^2+18*t^3*x^4*y^4-2*t^3*x^2*y^6+t*x^4*y^6-1280*t^6*x^3*y-448*t^6*x*y^3+280*t^4*x^5*y+224*t^4*x^3*y^3+12*t^4*x*y^5-5*t^2*x^7*y-14*t^2*x^5*y^3-3*t^2*x^3*y^5+640*t^7*x^2+384*t^7*y^2-176*t^5*x^4-24*t^5*x^2*y^2-24*t^5*y^4+6*t^3*x^6-66*t^3*x^4*y^2+6*t^3*x^2*y^4+3*t*x^6*y^2-320*t^6*x*y+160*t^4*x^3*y+28*t^4*x*y^3-10*t^2*x^5*y-7*t^2*x^3*y^3+128*t^7-72*t^5*x^2-24*t^5*y^2+6*t^3*x^4-6*t^3*x^2*y^2+3*t*x^4*y^2+20*t^4*x*y-5*t^2*x^3*y-8*t^5+2*t^3*x^2)*x/(16*t^4*x^8+64*t^4*x^6+96*t^4*x^4-8*t^2*x^6+64*t^4*x^2-16*t^2*x^4+16*t^4-8*t^2*x^2+x^4)/(t*x^2*y^2+t*x^2+t*y^2-x*y+t)^2/(y-1)/(y+1)*dt;
Qy[3, 0, 0, "xy"] := 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Qy[4, 0, 0, "xy"] := 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Qy[5, 0, 0, "xy"] := (-64*t^9*x^9*y^7+960*t^9*x^10*y^5-32*t^7*x^10*y^7+1088*t^9*x^11*y^3+64*t^9*x^7*y^7+128*t^8*x^9*y^6-32*t^7*x^11*y^5+64*t^9*x^12*y+3072*t^9*x^8*y^5-2048*t^8*x^10*y^4+32*t^7*x^12*y^3+176*t^7*x^8*y^7+48*t^6*x^10*y^6+4160*t^9*x^9*y^3+320*t^9*x^5*y^7-128*t^8*x^11*y^2-128*t^8*x^7*y^6+32*t^7*x^13*y-304*t^7*x^9*y^5-48*t^6*x^11*y^4+16*t^5*x^9*y^7+128*t^9*x^10*y+3456*t^9*x^6*y^5-6144*t^8*x^8*y^4-240*t^7*x^10*y^3+64*t^7*x^6*y^7-112*t^6*x^12*y^2-176*t^6*x^8*y^6-16*t^5*x^10*y^5+5760*t^9*x^7*y^3+192*t^9*x^3*y^7-128*t^8*x^9*y^2-640*t^8*x^5*y^6+112*t^7*x^11*y-80*t^7*x^7*y^5-16*t^6*x^13+1040*t^6*x^9*y^4+48*t^5*x^11*y^3-12*t^5*x^7*y^7-24*t^4*x^9*y^6-320*t^9*x^8*y+1536*t^9*x^4*y^5-6144*t^8*x^6*y^4-384*t^7*x^8*y^3-144*t^7*x^4*y^7-16*t^6*x^10*y^2+16*t^6*x^6*y^6+16*t^5*x^12*y-252*t^5*x^8*y^5+52*t^4*x^10*y^4-4*t^3*x^8*y^7+3200*t^9*x^5*y^3+768*t^8*x^7*y^2-384*t^8*x^3*y^6+464*t^7*x^9*y+624*t^7*x^5*y^5-16*t^6*x^11+1552*t^6*x^7*y^4-532*t^5*x^9*y^3+20*t^5*x^5*y^7+32*t^4*x^11*y^2+8*t^4*x^7*y^6+12*t^3*x^9*y^5-1280*t^9*x^6*y+192*t^9*x^2*y^5-2048*t^8*x^4*y^4+608*t^7*x^6*y^3-96*t^6*x^8*y^2+240*t^6*x^4*y^6-132*t^5*x^10*y-472*t^5*x^6*y^5+4*t^4*x^12+308*t^4*x^8*y^4-20*t^3*x^10*y^3-t^3*x^6*y^7+5*t^2*x^8*y^6+320*t^9*x^3*y^3+1792*t^8*x^5*y^2+1376*t^7*x^7*y+432*t^7*x^3*y^5+96*t^6*x^9-208*t^6*x^5*y^4-1100*t^5*x^7*y^3+232*t^4*x^9*y^2-32*t^4*x^5*y^6-4*t^3*x^11*y+47*t^3*x^7*y^5-22*t^2*x^9*y^4-1600*t^9*x^4*y+1248*t^7*x^4*y^3-1312*t^6*x^6*y^2-608*t^5*x^8*y-236*t^5*x^4*y^5-4*t^4*x^10+540*t^4*x^6*y^4+9*t^3*x^8*y^3-7*t^2*x^10*y^2+t^2*x^6*y^6-192*t^9*x*y^3+1408*t^8*x^3*y^2+1984*t^7*x^5*y+224*t^6*x^7-672*t^6*x^3*y^4-412*t^5*x^5*y^3+600*t^4*x^7*y^2+41*t^3*x^9*y+35*t^3*x^5*y^5-83*t^2*x^7*y^4+8*t*x^9*y^3-896*t^9*x^2*y+528*t^7*x^2*y^3-1840*t^6*x^4*y^2-872*t^5*x^6*y-40*t^4*x^8+284*t^4*x^4*y^4-50*t^3*x^6*y^3-59*t^2*x^8*y^2+384*t^8*x*y^2+1328*t^7*x^3*y+176*t^6*x^5+108*t^5*x^3*y^3+632*t^4*x^5*y^2+115*t^3*x^7*y+t^2*x^9-45*t^2*x^5*y^4+20*t*x^7*y^3-192*t^9*y-720*t^6*x^2*y^2-528*t^5*x^4*y-56*t^4*x^6-79*t^3*x^4*y^3-81*t^2*x^6*y^2-2*t*x^8*y+x^6*y^4+336*t^7*x*y+48*t^6*x^3+232*t^4*x^3*y^2+91*t^3*x^5*y+3*t^2*x^7+12*t*x^5*y^3+x^7*y^2-116*t^5*x^2*y-28*t^4*x^4-29*t^2*x^4*y^2-4*t*x^6*y+21*t^3*x^3*y+3*t^2*x^5+x^5*y^2-4*t^4*x^2-2*t*x^4*y+t^2*x^3)/(16*t^4*x^6+48*t^4*x^4-8*t^2*x^5+48*t^4*x^2-16*t^2*x^3+16*t^4+x^4-8*t^2*x+x^2)/x/t^2/(-x*y^2+x^2+1)/(t*x*y^2+t*x^2-x*y+t)^2+(-64*t^10*x^9*y^7+960*t^10*x^10*y^5-16*t^8*x^10*y^7+1088*t^10*x^11*y^3+64*t^10*x^7*y^7+64*t^9*x^9*y^6-16*t^8*x^11*y^5+64*t^10*x^12*y+3072*t^10*x^8*y^5-960*t^9*x^10*y^4+16*t^8*x^12*y^3+16*t^7*x^10*y^6+4160*t^10*x^9*y^3+320*t^10*x^5*y^7+192*t^9*x^11*y^2-64*t^9*x^7*y^6+16*t^8*x^13*y-656*t^8*x^9*y^5-48*t^7*x^11*y^4+8*t^6*x^9*y^7+128*t^10*x^10*y+3456*t^10*x^6*y^5+192*t^9*x^12-2304*t^9*x^8*y^4-1056*t^8*x^10*y^3-80*t^8*x^6*y^7-80*t^7*x^12*y^2+24*t^6*x^10*y^5+5760*t^10*x^7*y^3+192*t^10*x^3*y^7+1728*t^9*x^9*y^2-320*t^9*x^5*y^6-528*t^8*x^11*y-1744*t^8*x^7*y^5-16*t^7*x^13+720*t^7*x^9*y^4+88*t^6*x^11*y^3+4*t^6*x^7*y^7-8*t^5*x^9*y^6-320*t^10*x^8*y+1536*t^10*x^4*y^5+1152*t^9*x^10-1152*t^9*x^6*y^4-4512*t^8*x^8*y^3-96*t^8*x^4*y^7+288*t^7*x^10*y^2+80*t^7*x^6*y^6+40*t^6*x^12*y+92*t^6*x^8*y^5-12*t^5*x^10*y^4-t^4*x^8*y^7+3200*t^10*x^5*y^3+4992*t^9*x^7*y^2-192*t^9*x^3*y^6-2752*t^8*x^9*y-1584*t^8*x^5*y^5-112*t^7*x^11+1872*t^7*x^7*y^4+156*t^6*x^9*y^3+12*t^6*x^5*y^7-16*t^5*x^11*y^2-4*t^5*x^7*y^6-5*t^4*x^9*y^5-1280*t^10*x^6*y+192*t^10*x^2*y^5+2880*t^9*x^8+768*t^9*x^4*y^4-7040*t^8*x^6*y^3+1440*t^7*x^8*y^2+96*t^7*x^4*y^6+260*t^6*x^10*y+256*t^6*x^6*y^5+4*t^5*x^12-120*t^5*x^8*y^4-15*t^4*x^10*y^3+t^3*x^8*y^6+320*t^10*x^3*y^3+6528*t^9*x^5*y^2-5408*t^8*x^7*y-480*t^8*x^3*y^5-384*t^7*x^9+1392*t^7*x^5*y^4+500*t^6*x^7*y^3-172*t^5*x^9*y^2-12*t^5*x^5*y^6-11*t^4*x^11*y+15*t^4*x^7*y^5+6*t^3*x^9*y^4-1600*t^10*x^4*y+3840*t^9*x^6+576*t^9*x^2*y^4-4848*t^8*x^4*y^3+1792*t^7*x^6*y^2+816*t^6*x^8*y+188*t^6*x^4*y^5+8*t^5*x^10-348*t^5*x^6*y^4+54*t^4*x^8*y^3+9*t^3*x^10*y^2-192*t^10*x*y^3+4032*t^9*x^3*y^2-5232*t^8*x^5*y-736*t^7*x^7+288*t^7*x^3*y^4+884*t^6*x^5*y^3-532*t^5*x^7*y^2-9*t^4*x^9*y-12*t^4*x^5*y^5-21*t^3*x^7*y^4-2*t^2*x^9*y^3-896*t^10*x^2*y+2880*t^9*x^4-1248*t^8*x^2*y^3+816*t^7*x^4*y^2+1288*t^6*x^6*y+8*t^5*x^8-240*t^5*x^4*y^4+105*t^4*x^6*y^3-4*t^3*x^8*y^2-2*t^2*x^6*y^5+960*t^9*x*y^2-2512*t^8*x^3*y-784*t^7*x^5+452*t^6*x^3*y^3-612*t^5*x^5*y^2-9*t^4*x^7*y+t^3*x^9+21*t^3*x^5*y^4+t^2*x^7*y^3-192*t^10*y+1152*t^9*x^2+96*t^7*x^2*y^2+968*t^6*x^4*y+16*t^5*x^6+36*t^4*x^4*y^3+13*t^3*x^6*y^2-3*t^2*x^8*y+3*t*x^6*y^4-480*t^8*x*y-432*t^7*x^3-236*t^5*x^3*y^2-35*t^4*x^5*y+3*t^3*x^7-13*t^2*x^5*y^3+3*t*x^7*y^2+192*t^9+276*t^6*x^2*y+20*t^5*x^4+26*t^3*x^4*y^2-6*t^2*x^6*y-x^6*y^3-96*t^7*x-24*t^4*x^3*y+3*t^3*x^5+3*t*x^5*y^2+8*t^5*x^2-3*t^2*x^4*y+t^3*x^3)/(16*t^4*x^6+48*t^4*x^4-8*t^2*x^5+48*t^4*x^2-16*t^2*x^3+16*t^4+x^4-8*t^2*x+x^2)/x/t^2/(-x*y^2+x^2+1)/(t*x*y^2+t*x^2-x*y+t)^2*dt;
Qy[6, 0, 0, "xy"] := 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Qy[7, 0, 0, "xy"] := 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Qy[8, 0, 0, "xy"] := 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Qy[9, 0, 0, "xy"] := 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Qy[10, 0, 0, "xy"] := 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Qy[11, 0, 0, "xy"] := 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Qy[12, 0, 0, "xy"] := 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