Qx[1, 0, 0, "xy"] := -1/2*(2*t^5*x^9-9*t^4*x^8-12*t^5*x^5+38*t^4*x^6+5*t^3*x^7+16*t^5*x^3+16*t^4*x^4-55*t^3*x^5+9*t^2*x^6-6*t^5*x+18*t^4*x^2-25*t^3*x^3+22*t^2*x^4-7*t*x^5+t^4-5*t^3*x+9*t^2*x^2-7*t*x^3+2*x^4)/t^3/x/(t*x^2-2*t*x+t-x)/(1+x)/(t*x^2+2*t*x+t-x)/(x-1)-1/2*(2*t^5*x^9-5*t^4*x^8-12*t^5*x^5+30*t^4*x^6+16*t^5*x^3+20*t^4*x^4-36*t^3*x^5+6*t^2*x^6-6*t^5*x+18*t^4*x^2-24*t^3*x^3+16*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)/(x-1)/(1+x)/(t*x^2+2*t*x+t-x)/(t*x^2-2*t*x+t-x)/t^2/x*dt;
Qx[2, 0, 0, "xy"] := 4*x*(2*t^2*x^6-6*t^2*x^4-10*t^2*x^2-2*t^2+x^2)/t/(x-1)/(1+x)/(2*t*x^2+2*t+x)/(2*t*x^2+2*t-x)+2*x*(2*t^2*x^6-6*t^2*x^4-10*t^2*x^2-2*t^2+x^2)/(x-1)/(1+x)/(2*t*x^2+2*t+x)/(2*t*x^2+2*t-x)*dt;
Qx[3, 0, 0, "xy"] := 2*(128*t^8*x^12-768*t^8*x^11-4992*t^8*x^10+32*t^6*x^12-16640*t^8*x^9+768*t^6*x^11-34560*t^8*x^8-1184*t^6*x^10-52992*t^8*x^7-5440*t^6*x^9-16*t^4*x^11-60288*t^8*x^6-8960*t^6*x^8+224*t^4*x^10-52992*t^8*x^5-13376*t^6*x^7+448*t^4*x^9-34560*t^8*x^4-14240*t^6*x^6+40*t^4*x^8-12*t^2*x^10-16640*t^8*x^3-13760*t^6*x^5+208*t^4*x^7-32*t^2*x^9-4992*t^8*x^2-8576*t^6*x^4+280*t^4*x^6+30*t^2*x^8-768*t^8*x-3712*t^6*x^3+1136*t^4*x^5+60*t^2*x^7+128*t^8-1376*t^6*x^2+552*t^4*x^4+70*t^2*x^6-192*t^6*x+112*t^4*x^3-36*t^2*x^5+32*t^6-32*t^4*x^2+6*t^2*x^4-3*x^6)/x/t/(2*t*x^2+2*t*x+2*t-x)^2/(2*t*x^2+2*t*x+2*t+x)^2/(x-1)/(1+x)+(256*t^8*x^12-2304*t^8*x^10+64*t^6*x^12-10240*t^8*x^9+960*t^6*x^11-23040*t^8*x^8-576*t^6*x^10-36864*t^8*x^7-4096*t^6*x^9-16*t^4*x^11-42240*t^8*x^6-6720*t^6*x^8+208*t^4*x^10-36864*t^8*x^5-10368*t^6*x^7+384*t^4*x^9-23040*t^8*x^4-10944*t^6*x^6-112*t^4*x^8-12*t^2*x^10-10240*t^8*x^3-10752*t^6*x^5-32*t^4*x^7-32*t^2*x^9-2304*t^8*x^2-6336*t^6*x^4+32*t^2*x^8-2368*t^6*x^3+896*t^4*x^5+64*t^2*x^7+256*t^8-768*t^6*x^2+400*t^4*x^4+76*t^2*x^6+48*t^4*x^3-32*t^2*x^5+64*t^6-48*t^4*x^2+8*t^2*x^4-3*x^6)/(1+x)/(x-1)/(2*t*x^2+2*t*x+2*t+x)^2/(2*t*x^2+2*t*x+2*t-x)^2/x*dt;
Qx[4, 0, 0, "xy"] := (72*t^8*x^11+120*t^8*x^10+135*t^7*x^11+48*t^8*x^9+264*t^7*x^10+54*t^6*x^11-240*t^8*x^8+921*t^7*x^9+225*t^6*x^10-9*t^5*x^11-704*t^8*x^7+2910*t^7*x^8+1932*t^6*x^9-33*t^5*x^10-1024*t^8*x^6+6414*t^7*x^7+7242*t^6*x^8+171*t^5*x^9+39*t^4*x^10-1072*t^8*x^5+10004*t^7*x^6+16482*t^6*x^7+1446*t^5*x^8-159*t^4*x^9-9*t^3*x^10-784*t^8*x^4+11546*t^7*x^5+25248*t^6*x^6+3818*t^5*x^7-234*t^4*x^8-66*t^3*x^9-392*t^8*x^3+9920*t^7*x^4+28882*t^6*x^5+5596*t^5*x^6-777*t^4*x^7+24*t^3*x^8+15*t^2*x^9-120*t^8*x^2+6555*t^7*x^3+24402*t^6*x^4+6202*t^5*x^5-1394*t^4*x^6-114*t^3*x^7+48*t^2*x^8+3108*t^7*x^2+15864*t^6*x^3+4918*t^5*x^4-2057*t^4*x^5-96*t^3*x^6-23*t^2*x^7+6*t*x^8+1053*t^7*x+7359*t^6*x^2+3215*t^5*x^3-1640*t^4*x^4-256*t^3*x^5-58*t^2*x^6+162*t^7+2322*t^6*x+1617*t^5*x^2-1095*t^4*x^3-60*t^3*x^4-7*t^2*x^5-22*t*x^6+324*t^6+459*t^5*x-87*t^4*x^2-246*t^3*x^3+86*t^2*x^4-4*t*x^5-3*t^3*x^2+7*t^2*x^3-4*t*x^4+4*x^5)/t/(t+1)^2/(3*t*x^2+2*t*x+3*t-x)^2/(t*x^2+2*t*x+t+x)^2/(x-1)/(1+x)+(72*t^7*x^11+120*t^7*x^10+63*t^6*x^11+48*t^7*x^9+216*t^6*x^10-9*t^5*x^11-240*t^7*x^8+993*t^6*x^9-18*t^5*x^10-704*t^7*x^7+3126*t^6*x^8+159*t^5*x^9+39*t^4*x^10-1024*t^7*x^6+6758*t^6*x^7+858*t^5*x^8-33*t^4*x^9-9*t^3*x^10-1072*t^7*x^5+10348*t^6*x^6+2242*t^5*x^7-102*t^4*x^8-51*t^3*x^9-784*t^7*x^4+11954*t^6*x^5+3350*t^5*x^6-389*t^4*x^7-6*t^3*x^8+6*t^2*x^9-392*t^7*x^3+10312*t^6*x^4+3894*t^5*x^5-730*t^4*x^6-37*t^3*x^7+21*t^2*x^8-120*t^7*x^2+6827*t^6*x^3+3134*t^5*x^4-995*t^4*x^5-2*t^3*x^6-8*t^2*x^7+3*t*x^8+3228*t^6*x^2+2047*t^5*x^3-778*t^4*x^4-113*t^3*x^5-16*t^2*x^6+1053*t^6*x+900*t^5*x^2-455*t^4*x^3-56*t^3*x^4+6*t^2*x^5-12*t*x^6+162*t^6+243*t^5*x-21*t^4*x^2-139*t^3*x^3+47*t^2*x^4-4*t*x^5-3*t^3*x^2+4*t^2*x^3-3*t*x^4+2*x^5)/(3*t*x^2+2*t*x+3*t-x)^2/(t*x^2+2*t*x+t+x)^2/(x-1)/(1+x)/(t+1)*dt;
Qx[5, 0, 0, "xy"] := -4*(24*t^4*x^4-4*t^2*x^5+48*t^4*x^2+6*t^2*x^3+24*t^4-6*t^2*x-x^2)/(4*t^2*x^2+4*t^2-x)/(1+x)/(x-1)/t-2*(48*t^4*x^4-4*t^2*x^5+96*t^4*x^2+48*t^4-12*t^2*x-x^2)/(x-1)/(1+x)/(4*t^2*x^2+4*t^2-x)*dt;
Qx[6, 0, 0, "xy"] := (128*t^9*x^10-40*t^8*x^11-288*t^9*x^9+472*t^8*x^10-44*t^7*x^11+800*t^9*x^8-936*t^8*x^9+612*t^7*x^10+2*t^6*x^11-1152*t^9*x^7+1896*t^8*x^8-1292*t^7*x^9+266*t^6*x^10+9*t^5*x^11+2048*t^9*x^6-1776*t^8*x^7+1236*t^7*x^8-966*t^6*x^9-71*t^5*x^10+3*t^4*x^11-1728*t^9*x^5+4528*t^8*x^6+1128*t^7*x^7+298*t^6*x^8-141*t^5*x^9-87*t^4*x^10+2240*t^9*x^4-2416*t^8*x^5+2376*t^7*x^6+2180*t^6*x^7-9*t^5*x^8+361*t^4*x^9-21*t^3*x^10-1152*t^9*x^3+5328*t^8*x^4+2408*t^7*x^5+644*t^6*x^6+114*t^5*x^7-360*t^4*x^8+240*t^3*x^9+896*t^9*x^2-2280*t^8*x^3+3528*t^7*x^4+3780*t^6*x^5+1178*t^5*x^6-864*t^4*x^7-430*t^3*x^8+42*t^2*x^9-288*t^9*x+2296*t^8*x^2-508*t^7*x^3+884*t^6*x^4+222*t^5*x^5+1686*t^4*x^6-526*t^3*x^7-204*t^2*x^8+32*t^9-744*t^8*x+1812*t^7*x^2+506*t^6*x^3+118*t^5*x^4-1328*t^4*x^5+1704*t^3*x^6-96*t^2*x^7-24*t*x^8+72*t^8-540*t^7*x+658*t^6*x^2-75*t^5*x^3+48*t^4*x^4-828*t^3*x^5+730*t^2*x^6+36*t^7-126*t^6*x+221*t^5*x^2-115*t^4*x^3+282*t^3*x^4-254*t^2*x^5+99*t*x^6+2*t^6-33*t^5*x+41*t^4*x^2-46*t^3*x^3+118*t^2*x^4-100*t*x^5+3*t^5-9*t^4*x+9*t^3*x^2-12*t^2*x^3+27*t*x^4-18*x^5)/t/(1+x)/(x-1)/(t^2*x^4-4*t^2*x^3+2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(t+1)+(128*t^9*x^10-40*t^8*x^11-288*t^9*x^9+472*t^8*x^10-44*t^7*x^11+800*t^9*x^8-872*t^8*x^9+572*t^7*x^10+2*t^6*x^11-1152*t^9*x^7+2120*t^8*x^8-964*t^7*x^9+222*t^6*x^10+9*t^5*x^11+2048*t^9*x^6-2384*t^8*x^7+1876*t^7*x^8-506*t^6*x^9-69*t^5*x^10+3*t^4*x^11-1728*t^9*x^5+5200*t^8*x^6-904*t^7*x^7+858*t^6*x^8+33*t^5*x^9-78*t^4*x^10+2240*t^9*x^4-3472*t^8*x^5+4376*t^7*x^6+36*t^6*x^7+263*t^5*x^8+288*t^4*x^9-18*t^3*x^10-1152*t^9*x^3+6000*t^8*x^4-1112*t^7*x^5+2268*t^6*x^6-742*t^5*x^7-98*t^4*x^8+171*t^3*x^9+896*t^9*x^2-2696*t^8*x^3+5448*t^7*x^4+60*t^6*x^5+1486*t^5*x^6-878*t^4*x^7-194*t^3*x^8+27*t^2*x^9-288*t^9*x+2520*t^8*x^2-1740*t^7*x^3+2564*t^6*x^4-1310*t^5*x^5+1234*t^4*x^6-413*t^3*x^7-102*t^2*x^8+32*t^9-776*t^8*x+2412*t^7*x^2-646*t^6*x^3+886*t^5*x^4-1420*t^4*x^5+992*t^3*x^6-75*t^2*x^7-12*t*x^8+72*t^8-612*t^7*x+1126*t^6*x^2-579*t^5*x^3+346*t^4*x^4-663*t^3*x^5+392*t^2*x^6+36*t^7-162*t^6*x+343*t^5*x^2-269*t^4*x^3+266*t^3*x^4-175*t^2*x^5+57*t*x^6+2*t^6-35*t^5*x+68*t^4*x^2-71*t^3*x^3+86*t^2*x^4-50*t*x^5+3*t^5-12*t^4*x+18*t^3*x^2-21*t^2*x^3+21*t*x^4-9*x^5)/(1+x)/(x-1)/(t^2*x^4-4*t^2*x^3+2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(t+1)*dt;
Qx[7, 0, 0, "xy"] := 4*(16*t^4*x^5+24*t^4*x^4-48*t^4*x^3-4*t^2*x^5+8*t^4*x^2+6*t^2*x^3+24*t^4+14*t^2*x^2-6*t^2*x-x^2)/t/(4*t^2-1)/(x-1)/(1+x)/(4*t^2*x^2+4*t^2*x+4*t^2-x)+2*(16*t^4*x^5+48*t^4*x^4-4*t^2*x^5+80*t^4*x^2+48*t^4*x+48*t^4+8*t^2*x^2-12*t^2*x-x^2)/(4*t^2-1)/(x-1)/(1+x)/(4*t^2*x^2+4*t^2*x+4*t^2-x)*dt;
Qx[8, 0, 0, "xy"] := -(16*t^8*x^11-296*t^8*x^10+8*t^7*x^11-128*t^8*x^9-320*t^7*x^10-26*t^6*x^11-136*t^8*x^8-104*t^7*x^9+65*t^6*x^10-15*t^5*x^11-544*t^8*x^7+544*t^7*x^8-464*t^6*x^9+257*t^5*x^10-3*t^4*x^11-2896*t^8*x^6-1520*t^7*x^7+1429*t^6*x^8-1023*t^5*x^9+123*t^4*x^10-3392*t^8*x^5-7488*t^7*x^6-172*t^6*x^7+1793*t^5*x^8-859*t^4*x^9+21*t^3*x^10-3408*t^8*x^4-6544*t^7*x^5-8990*t^6*x^6+1946*t^5*x^7+1612*t^4*x^8-306*t^3*x^9-1392*t^8*x^3-5376*t^7*x^4-3000*t^6*x^5-7958*t^5*x^6+1846*t^4*x^7+874*t^3*x^8-42*t^2*x^9-392*t^8*x^2-2456*t^7*x^3-2894*t^6*x^4+1586*t^5*x^5-6034*t^4*x^6+674*t^3*x^7+240*t^2*x^8+320*t^8*x-640*t^7*x^2-1482*t^6*x^3-670*t^5*x^4+1962*t^4*x^5-3172*t^3*x^6+96*t^2*x^7+24*t*x^8-40*t^8+376*t^7*x-483*t^6*x^2-235*t^5*x^3-436*t^4*x^4+946*t^3*x^5-881*t^2*x^6-32*t^7+152*t^6*x-203*t^5*x^2+101*t^4*x^3-418*t^3*x^4+408*t^2*x^5-99*t*x^6-7*t^6+45*t^5*x-49*t^4*x^2+62*t^3*x^3-161*t^2*x^4+128*t*x^5-3*t^5+9*t^4*x-9*t^3*x^2+12*t^2*x^3-27*t*x^4+18*x^5)/(1+x)/(x-1)/(t^2*x^4-4*t^2*x^3-2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/t-(16*t^8*x^11-296*t^8*x^10+8*t^7*x^11-128*t^8*x^9-304*t^7*x^10-26*t^6*x^11-136*t^8*x^8-320*t^7*x^9+73*t^6*x^10-15*t^5*x^11-544*t^8*x^7-160*t^7*x^8-688*t^6*x^9+231*t^5*x^10-3*t^4*x^11-2896*t^8*x^6-1040*t^7*x^7+117*t^6*x^8-928*t^5*x^9+108*t^4*x^10-3392*t^8*x^5-6368*t^7*x^6+468*t^6*x^7+553*t^5*x^8-648*t^4*x^9+18*t^3*x^10-3408*t^8*x^4-5280*t^7*x^5-6190*t^6*x^6+1974*t^5*x^7+696*t^4*x^8-213*t^3*x^9-1392*t^8*x^3-5568*t^7*x^4-1016*t^6*x^5-4578*t^5*x^6+1530*t^4*x^7+416*t^3*x^8-27*t^2*x^9-392*t^8*x^2-2488*t^7*x^3-3054*t^6*x^4+2468*t^5*x^5-3268*t^4*x^6+517*t^3*x^7+120*t^2*x^8+320*t^8*x-880*t^7*x^2-1354*t^6*x^3-726*t^5*x^4+1964*t^4*x^5-1688*t^3*x^6+75*t^2*x^7+12*t*x^8-40*t^8+416*t^7*x-795*t^6*x^2-31*t^5*x^3-376*t^4*x^4+765*t^3*x^5-469*t^2*x^6-32*t^7+184*t^6*x-341*t^5*x^2+201*t^4*x^3-296*t^3*x^4+245*t^2*x^5-57*t*x^6-7*t^6+52*t^5*x-88*t^4*x^2+91*t^3*x^3-109*t^2*x^4+61*t*x^5-3*t^5+12*t^4*x-18*t^3*x^2+21*t^2*x^3-21*t*x^4+9*x^5)/(t^2*x^4-4*t^2*x^3-2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(x-1)/(1+x)*dt;
Qx[9, 0, 0, "xy"] := 2*(192*t^8*x^12+16*t^8*x^11-2912*t^8*x^10+32*t^6*x^12-6448*t^8*x^9+488*t^6*x^11-4256*t^8*x^8-1816*t^6*x^10-11264*t^8*x^7-1888*t^6*x^9-8*t^4*x^11-7584*t^8*x^6+904*t^6*x^8+284*t^4*x^10-13104*t^8*x^5-656*t^6*x^7+224*t^4*x^9-7776*t^8*x^4+872*t^6*x^6-440*t^4*x^8-12*t^2*x^10-4848*t^8*x^3-1984*t^6*x^5-172*t^4*x^7-16*t^2*x^9-1152*t^8*x^2-1960*t^6*x^4-820*t^4*x^6+30*t^2*x^8-576*t^8*x-472*t^6*x^3+292*t^4*x^5+30*t^2*x^7+192*t^8-384*t^6*x^2+192*t^4*x^4+86*t^2*x^6-96*t^6*x+56*t^4*x^3-18*t^2*x^5+32*t^6-32*t^4*x^2+6*t^2*x^4-3*x^6)/x/t/(4*t^2*x^4+4*t^2*x^3+8*t^2*x^2+4*t^2*x+4*t^2-x^2)^2/(x-1)/(1+x)/(t^2+1)+(384*t^8*x^12+592*t^8*x^11-1184*t^8*x^10+64*t^6*x^12-3376*t^8*x^9+584*t^6*x^11+928*t^8*x^8-1624*t^6*x^10-4928*t^8*x^7-1568*t^6*x^9-8*t^4*x^11-288*t^8*x^6+1288*t^6*x^8+268*t^4*x^10-6768*t^8*x^5-176*t^6*x^7+192*t^4*x^9-2592*t^8*x^4+1320*t^6*x^6-508*t^4*x^8-12*t^2*x^10-1776*t^8*x^3-1504*t^6*x^5-256*t^4*x^7-16*t^2*x^9+576*t^8*x^2-1576*t^6*x^4-924*t^4*x^6+32*t^2*x^8-152*t^6*x^3+208*t^4*x^5+32*t^2*x^7+384*t^8-192*t^6*x^2+124*t^4*x^4+90*t^2*x^6+24*t^4*x^3-16*t^2*x^5+64*t^6-48*t^4*x^2+8*t^2*x^4-3*x^6)/(1+x)/(x-1)/(4*t^2*x^4+4*t^2*x^3+8*t^2*x^2+4*t^2*x+4*t^2-x^2)^2/x/(t^2+1)*dt;
Qx[10, 0, 0, "xy"] := -(288*t^12*x^11-2208*t^12*x^10+3240*t^11*x^11-5184*t^12*x^9-8088*t^11*x^10+6372*t^10*x^11-12864*t^12*x^8-25752*t^11*x^9-7452*t^10*x^10+6714*t^9*x^11-22464*t^12*x^7-67752*t^11*x^8-17148*t^10*x^9-5358*t^9*x^10+3807*t^8*x^11-28992*t^12*x^6-131088*t^11*x^7-36828*t^10*x^8+12306*t^9*x^9+795*t^8*x^10+666*t^7*x^11-33408*t^12*x^5-164400*t^11*x^6-99096*t^10*x^7+41730*t^9*x^8+40197*t^8*x^9-300*t^7*x^10+36*t^6*x^11-29952*t^12*x^4-194832*t^11*x^5-90072*t^10*x^6+56180*t^9*x^7+109629*t^8*x^8+25476*t^7*x^9+1050*t^6*x^10-9*t^5*x^11-21600*t^12*x^3-165456*t^11*x^4-139416*t^10*x^5+117780*t^9*x^6+201142*t^8*x^7+68529*t^7*x^8+2958*t^6*x^9+354*t^5*x^10-13344*t^12*x^2-119448*t^11*x^3-101304*t^10*x^4+107188*t^9*x^5+281054*t^8*x^6+150450*t^7*x^7+10668*t^6*x^8-3753*t^5*x^9-51*t^4*x^10-5184*t^12*x-68280*t^11*x^2-80652*t^10*x^3+97380*t^9*x^4+325274*t^8*x^5+177980*t^7*x^6+27540*t^6*x^7-1632*t^5*x^8-1044*t^4*x^9-18*t^3*x^10-1728*t^12-26712*t^11*x-42444*t^10*x^2+71378*t^9*x^3+264482*t^8*x^4+235242*t^7*x^5+17916*t^6*x^6-4728*t^5*x^7+126*t^4*x^8+84*t^3*x^9-7560*t^11-16812*t^10*x+30330*t^9*x^2+204667*t^8*x^3+169730*t^7*x^4+35746*t^6*x^5-5610*t^5*x^6-1866*t^4*x^7+396*t^3*x^8+30*t^2*x^9-1836*t^10+14778*t^9*x+97623*t^8*x^2+140868*t^7*x^3+19188*t^6*x^4-13830*t^5*x^5+1323*t^4*x^6-344*t^3*x^7+108*t^2*x^8+5562*t^9+44145*t^8*x+62904*t^7*x^2+18084*t^6*x^3-7278*t^5*x^4-4092*t^4*x^5+75*t^3*x^6-46*t^2*x^7+12*t*x^8+11313*t^8+31266*t^7*x+11454*t^6*x^2-13179*t^5*x^3+1797*t^4*x^4-742*t^3*x^5-278*t^2*x^6+4725*t^7+7740*t^6*x-486*t^5*x^2-3954*t^4*x^3+1191*t^3*x^4-128*t^2*x^5-44*t*x^6+324*t^6+459*t^5*x-117*t^4*x^2-176*t^3*x^3+46*t^2*x^4+36*t*x^5-6*t^3*x^2+14*t^2*x^3-8*t*x^4+8*x^5)/t/(x-1)/(1+x)/(3*t^2*x^4+4*t^2*x^3+6*t^2*x^2+2*t*x^3+4*t^2*x+3*t^2+2*t*x-x^2)^2/(t^2+t+1)-(288*t^12*x^11-2208*t^12*x^10+3240*t^11*x^11-5184*t^12*x^9-4344*t^11*x^10+6372*t^10*x^11-12864*t^12*x^8-15288*t^11*x^9-2916*t^10*x^10+6714*t^9*x^11-22464*t^12*x^7-40584*t^11*x^8-8388*t^10*x^9-498*t^9*x^10+3807*t^8*x^11-28992*t^12*x^6-84912*t^11*x^7-21900*t^10*x^8+10110*t^9*x^9+2433*t^8*x^10+666*t^7*x^11-33408*t^12*x^5-100752*t^11*x^6-66024*t^10*x^7+24714*t^9*x^8+23931*t^8*x^9+1185*t^7*x^10+36*t^6*x^11-29952*t^12*x^4-124848*t^11*x^5-58248*t^10*x^6+28100*t^9*x^7+57897*t^8*x^8+14265*t^7*x^9+1554*t^6*x^10-9*t^5*x^11-21600*t^12*x^3-101232*t^11*x^4-90648*t^10*x^5+62268*t^9*x^6+107278*t^8*x^7+35001*t^7*x^8+1938*t^6*x^9+390*t^5*x^10-13344*t^12*x^2-74232*t^11*x^3-63000*t^10*x^4+58012*t^9*x^5+143770*t^8*x^6+79368*t^7*x^7+5430*t^6*x^8-1911*t^5*x^9-60*t^4*x^10-5184*t^12*x-40824*t^11*x^2-47484*t^10*x^3+53892*t^9*x^4+175550*t^8*x^5+88140*t^7*x^6+13479*t^6*x^7-738*t^5*x^8-618*t^4*x^9-18*t^3*x^10-1728*t^12-15768*t^11*x-24276*t^10*x^2+45026*t^9*x^3+138394*t^8*x^4+124230*t^7*x^5+7074*t^6*x^6-2910*t^5*x^7+102*t^4*x^8+15*t^3*x^9-4104*t^11-8100*t^10*x+19926*t^9*x^2+114451*t^8*x^3+86604*t^7*x^4+17039*t^6*x^5-2886*t^5*x^6-924*t^4*x^7+204*t^3*x^8+12*t^2*x^9-540*t^10+11718*t^9*x+53349*t^8*x^2+75606*t^7*x^3+9768*t^6*x^4-8100*t^5*x^5+1011*t^4*x^6-125*t^3*x^7+54*t^2*x^8+4050*t^9+26055*t^8*x+33483*t^7*x^2+9201*t^6*x^3-3294*t^5*x^4-2124*t^4*x^5+99*t^3*x^6-16*t^2*x^7+6*t*x^8+6237*t^8+17145*t^7*x+6852*t^6*x^2-7245*t^5*x^3+1179*t^4*x^4-304*t^3*x^5-148*t^2*x^6+2403*t^7+4131*t^6*x+48*t^5*x^2-2160*t^4*x^3+639*t^3*x^4-53*t^2*x^5-24*t*x^6+162*t^6+243*t^5*x-54*t^4*x^2-95*t^3*x^3+14*t^2*x^4+18*t*x^5-6*t^3*x^2+8*t^2*x^3-6*t*x^4+4*x^5)/(x-1)/(1+x)/(3*t^2*x^4+4*t^2*x^3+6*t^2*x^2+2*t*x^3+4*t^2*x+3*t^2+2*t*x-x^2)^2/(t^2+t+1)*dt;
Qx[11, 0, 0, "xy"] := 4*(16*t^4*x^5+24*t^4*x^4-48*t^4*x^3-4*t^2*x^5+8*t^4*x^2+6*t^2*x^3+24*t^4+14*t^2*x^2-6*t^2*x-x^2)/(4*t^2-1)/t/(x-1)/(1+x)/(4*t^2*x^2+4*t^2*x+4*t^2-x)+2*(16*t^4*x^5+48*t^4*x^4-4*t^2*x^5+80*t^4*x^2+48*t^4*x+48*t^4+8*t^2*x^2-12*t^2*x-x^2)/(4*t^2-1)/(x-1)/(1+x)/(4*t^2*x^2+4*t^2*x+4*t^2-x)*dt;
Qx[12, 0, 0, "xy"] := -(16*t^8*x^11-296*t^8*x^10+8*t^7*x^11-128*t^8*x^9-320*t^7*x^10-26*t^6*x^11-136*t^8*x^8-104*t^7*x^9+65*t^6*x^10-15*t^5*x^11-544*t^8*x^7+544*t^7*x^8-464*t^6*x^9+257*t^5*x^10-3*t^4*x^11-2896*t^8*x^6-1520*t^7*x^7+1429*t^6*x^8-1023*t^5*x^9+123*t^4*x^10-3392*t^8*x^5-7488*t^7*x^6-172*t^6*x^7+1793*t^5*x^8-859*t^4*x^9+21*t^3*x^10-3408*t^8*x^4-6544*t^7*x^5-8990*t^6*x^6+1946*t^5*x^7+1612*t^4*x^8-306*t^3*x^9-1392*t^8*x^3-5376*t^7*x^4-3000*t^6*x^5-7958*t^5*x^6+1846*t^4*x^7+874*t^3*x^8-42*t^2*x^9-392*t^8*x^2-2456*t^7*x^3-2894*t^6*x^4+1586*t^5*x^5-6034*t^4*x^6+674*t^3*x^7+240*t^2*x^8+320*t^8*x-640*t^7*x^2-1482*t^6*x^3-670*t^5*x^4+1962*t^4*x^5-3172*t^3*x^6+96*t^2*x^7+24*t*x^8-40*t^8+376*t^7*x-483*t^6*x^2-235*t^5*x^3-436*t^4*x^4+946*t^3*x^5-881*t^2*x^6-32*t^7+152*t^6*x-203*t^5*x^2+101*t^4*x^3-418*t^3*x^4+408*t^2*x^5-99*t*x^6-7*t^6+45*t^5*x-49*t^4*x^2+62*t^3*x^3-161*t^2*x^4+128*t*x^5-3*t^5+9*t^4*x-9*t^3*x^2+12*t^2*x^3-27*t*x^4+18*x^5)/(1+x)/(x-1)/(t^2*x^4-4*t^2*x^3-2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/t-(16*t^8*x^11-296*t^8*x^10+8*t^7*x^11-128*t^8*x^9-304*t^7*x^10-26*t^6*x^11-136*t^8*x^8-320*t^7*x^9+73*t^6*x^10-15*t^5*x^11-544*t^8*x^7-160*t^7*x^8-688*t^6*x^9+231*t^5*x^10-3*t^4*x^11-2896*t^8*x^6-1040*t^7*x^7+117*t^6*x^8-928*t^5*x^9+108*t^4*x^10-3392*t^8*x^5-6368*t^7*x^6+468*t^6*x^7+553*t^5*x^8-648*t^4*x^9+18*t^3*x^10-3408*t^8*x^4-5280*t^7*x^5-6190*t^6*x^6+1974*t^5*x^7+696*t^4*x^8-213*t^3*x^9-1392*t^8*x^3-5568*t^7*x^4-1016*t^6*x^5-4578*t^5*x^6+1530*t^4*x^7+416*t^3*x^8-27*t^2*x^9-392*t^8*x^2-2488*t^7*x^3-3054*t^6*x^4+2468*t^5*x^5-3268*t^4*x^6+517*t^3*x^7+120*t^2*x^8+320*t^8*x-880*t^7*x^2-1354*t^6*x^3-726*t^5*x^4+1964*t^4*x^5-1688*t^3*x^6+75*t^2*x^7+12*t*x^8-40*t^8+416*t^7*x-795*t^6*x^2-31*t^5*x^3-376*t^4*x^4+765*t^3*x^5-469*t^2*x^6-32*t^7+184*t^6*x-341*t^5*x^2+201*t^4*x^3-296*t^3*x^4+245*t^2*x^5-57*t*x^6-7*t^6+52*t^5*x-88*t^4*x^2+91*t^3*x^3-109*t^2*x^4+61*t*x^5-3*t^5+12*t^4*x-18*t^3*x^2+21*t^2*x^3-21*t*x^4+9*x^5)/(1+x)/(x-1)/(t^2*x^4-4*t^2*x^3-2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2*dt;
Qx[13, 0, 0, "xy"] := 2*(192*t^8*x^12+16*t^8*x^11-2912*t^8*x^10+32*t^6*x^12-6448*t^8*x^9+488*t^6*x^11-4256*t^8*x^8-1816*t^6*x^10-11264*t^8*x^7-1888*t^6*x^9-8*t^4*x^11-7584*t^8*x^6+904*t^6*x^8+284*t^4*x^10-13104*t^8*x^5-656*t^6*x^7+224*t^4*x^9-7776*t^8*x^4+872*t^6*x^6-440*t^4*x^8-12*t^2*x^10-4848*t^8*x^3-1984*t^6*x^5-172*t^4*x^7-16*t^2*x^9-1152*t^8*x^2-1960*t^6*x^4-820*t^4*x^6+30*t^2*x^8-576*t^8*x-472*t^6*x^3+292*t^4*x^5+30*t^2*x^7+192*t^8-384*t^6*x^2+192*t^4*x^4+86*t^2*x^6-96*t^6*x+56*t^4*x^3-18*t^2*x^5+32*t^6-32*t^4*x^2+6*t^2*x^4-3*x^6)/x/t/(4*t^2*x^4+4*t^2*x^3+8*t^2*x^2+4*t^2*x+4*t^2-x^2)^2/(x-1)/(1+x)/(t^2+1)+(384*t^8*x^12+592*t^8*x^11-1184*t^8*x^10+64*t^6*x^12-3376*t^8*x^9+584*t^6*x^11+928*t^8*x^8-1624*t^6*x^10-4928*t^8*x^7-1568*t^6*x^9-8*t^4*x^11-288*t^8*x^6+1288*t^6*x^8+268*t^4*x^10-6768*t^8*x^5-176*t^6*x^7+192*t^4*x^9-2592*t^8*x^4+1320*t^6*x^6-508*t^4*x^8-12*t^2*x^10-1776*t^8*x^3-1504*t^6*x^5-256*t^4*x^7-16*t^2*x^9+576*t^8*x^2-1576*t^6*x^4-924*t^4*x^6+32*t^2*x^8-152*t^6*x^3+208*t^4*x^5+32*t^2*x^7+384*t^8-192*t^6*x^2+124*t^4*x^4+90*t^2*x^6+24*t^4*x^3-16*t^2*x^5+64*t^6-48*t^4*x^2+8*t^2*x^4-3*x^6)/(1+x)/(x-1)/(4*t^2*x^4+4*t^2*x^3+8*t^2*x^2+4*t^2*x+4*t^2-x^2)^2/x/(t^2+1)*dt;
Qx[14, 0, 0, "xy"] := -(288*t^12*x^11-2208*t^12*x^10+3240*t^11*x^11-5184*t^12*x^9-8088*t^11*x^10+6372*t^10*x^11-12864*t^12*x^8-25752*t^11*x^9-7452*t^10*x^10+6714*t^9*x^11-22464*t^12*x^7-67752*t^11*x^8-17148*t^10*x^9-5358*t^9*x^10+3807*t^8*x^11-28992*t^12*x^6-131088*t^11*x^7-36828*t^10*x^8+12306*t^9*x^9+795*t^8*x^10+666*t^7*x^11-33408*t^12*x^5-164400*t^11*x^6-99096*t^10*x^7+41730*t^9*x^8+40197*t^8*x^9-300*t^7*x^10+36*t^6*x^11-29952*t^12*x^4-194832*t^11*x^5-90072*t^10*x^6+56180*t^9*x^7+109629*t^8*x^8+25476*t^7*x^9+1050*t^6*x^10-9*t^5*x^11-21600*t^12*x^3-165456*t^11*x^4-139416*t^10*x^5+117780*t^9*x^6+201142*t^8*x^7+68529*t^7*x^8+2958*t^6*x^9+354*t^5*x^10-13344*t^12*x^2-119448*t^11*x^3-101304*t^10*x^4+107188*t^9*x^5+281054*t^8*x^6+150450*t^7*x^7+10668*t^6*x^8-3753*t^5*x^9-51*t^4*x^10-5184*t^12*x-68280*t^11*x^2-80652*t^10*x^3+97380*t^9*x^4+325274*t^8*x^5+177980*t^7*x^6+27540*t^6*x^7-1632*t^5*x^8-1044*t^4*x^9-18*t^3*x^10-1728*t^12-26712*t^11*x-42444*t^10*x^2+71378*t^9*x^3+264482*t^8*x^4+235242*t^7*x^5+17916*t^6*x^6-4728*t^5*x^7+126*t^4*x^8+84*t^3*x^9-7560*t^11-16812*t^10*x+30330*t^9*x^2+204667*t^8*x^3+169730*t^7*x^4+35746*t^6*x^5-5610*t^5*x^6-1866*t^4*x^7+396*t^3*x^8+30*t^2*x^9-1836*t^10+14778*t^9*x+97623*t^8*x^2+140868*t^7*x^3+19188*t^6*x^4-13830*t^5*x^5+1323*t^4*x^6-344*t^3*x^7+108*t^2*x^8+5562*t^9+44145*t^8*x+62904*t^7*x^2+18084*t^6*x^3-7278*t^5*x^4-4092*t^4*x^5+75*t^3*x^6-46*t^2*x^7+12*t*x^8+11313*t^8+31266*t^7*x+11454*t^6*x^2-13179*t^5*x^3+1797*t^4*x^4-742*t^3*x^5-278*t^2*x^6+4725*t^7+7740*t^6*x-486*t^5*x^2-3954*t^4*x^3+1191*t^3*x^4-128*t^2*x^5-44*t*x^6+324*t^6+459*t^5*x-117*t^4*x^2-176*t^3*x^3+46*t^2*x^4+36*t*x^5-6*t^3*x^2+14*t^2*x^3-8*t*x^4+8*x^5)/t/(x-1)/(1+x)/(3*t^2*x^4+4*t^2*x^3+6*t^2*x^2+2*t*x^3+4*t^2*x+3*t^2+2*t*x-x^2)^2/(t^2+t+1)-(288*t^12*x^11-2208*t^12*x^10+3240*t^11*x^11-5184*t^12*x^9-4344*t^11*x^10+6372*t^10*x^11-12864*t^12*x^8-15288*t^11*x^9-2916*t^10*x^10+6714*t^9*x^11-22464*t^12*x^7-40584*t^11*x^8-8388*t^10*x^9-498*t^9*x^10+3807*t^8*x^11-28992*t^12*x^6-84912*t^11*x^7-21900*t^10*x^8+10110*t^9*x^9+2433*t^8*x^10+666*t^7*x^11-33408*t^12*x^5-100752*t^11*x^6-66024*t^10*x^7+24714*t^9*x^8+23931*t^8*x^9+1185*t^7*x^10+36*t^6*x^11-29952*t^12*x^4-124848*t^11*x^5-58248*t^10*x^6+28100*t^9*x^7+57897*t^8*x^8+14265*t^7*x^9+1554*t^6*x^10-9*t^5*x^11-21600*t^12*x^3-101232*t^11*x^4-90648*t^10*x^5+62268*t^9*x^6+107278*t^8*x^7+35001*t^7*x^8+1938*t^6*x^9+390*t^5*x^10-13344*t^12*x^2-74232*t^11*x^3-63000*t^10*x^4+58012*t^9*x^5+143770*t^8*x^6+79368*t^7*x^7+5430*t^6*x^8-1911*t^5*x^9-60*t^4*x^10-5184*t^12*x-40824*t^11*x^2-47484*t^10*x^3+53892*t^9*x^4+175550*t^8*x^5+88140*t^7*x^6+13479*t^6*x^7-738*t^5*x^8-618*t^4*x^9-18*t^3*x^10-1728*t^12-15768*t^11*x-24276*t^10*x^2+45026*t^9*x^3+138394*t^8*x^4+124230*t^7*x^5+7074*t^6*x^6-2910*t^5*x^7+102*t^4*x^8+15*t^3*x^9-4104*t^11-8100*t^10*x+19926*t^9*x^2+114451*t^8*x^3+86604*t^7*x^4+17039*t^6*x^5-2886*t^5*x^6-924*t^4*x^7+204*t^3*x^8+12*t^2*x^9-540*t^10+11718*t^9*x+53349*t^8*x^2+75606*t^7*x^3+9768*t^6*x^4-8100*t^5*x^5+1011*t^4*x^6-125*t^3*x^7+54*t^2*x^8+4050*t^9+26055*t^8*x+33483*t^7*x^2+9201*t^6*x^3-3294*t^5*x^4-2124*t^4*x^5+99*t^3*x^6-16*t^2*x^7+6*t*x^8+6237*t^8+17145*t^7*x+6852*t^6*x^2-7245*t^5*x^3+1179*t^4*x^4-304*t^3*x^5-148*t^2*x^6+2403*t^7+4131*t^6*x+48*t^5*x^2-2160*t^4*x^3+639*t^3*x^4-53*t^2*x^5-24*t*x^6+162*t^6+243*t^5*x-54*t^4*x^2-95*t^3*x^3+14*t^2*x^4+18*t*x^5-6*t^3*x^2+8*t^2*x^3-6*t*x^4+4*x^5)/(x-1)/(1+x)/(3*t^2*x^4+4*t^2*x^3+6*t^2*x^2+2*t*x^3+4*t^2*x+3*t^2+2*t*x-x^2)^2/(t^2+t+1)*dt;
Qx[15, 0, 0, "xy"] := -4*(24*t^4*x^4-4*t^2*x^5+48*t^4*x^2+6*t^2*x^3+24*t^4-6*t^2*x-x^2)/(4*t^2*x^2+4*t^2-x)/(1+x)/(x-1)/t-2*(48*t^4*x^4-4*t^2*x^5+96*t^4*x^2+48*t^4-12*t^2*x-x^2)/(x-1)/(1+x)/(4*t^2*x^2+4*t^2-x)*dt;
Qx[16, 0, 0, "xy"] := (128*t^9*x^10-40*t^8*x^11-288*t^9*x^9+472*t^8*x^10-44*t^7*x^11+800*t^9*x^8-936*t^8*x^9+612*t^7*x^10+2*t^6*x^11-1152*t^9*x^7+1896*t^8*x^8-1292*t^7*x^9+266*t^6*x^10+9*t^5*x^11+2048*t^9*x^6-1776*t^8*x^7+1236*t^7*x^8-966*t^6*x^9-71*t^5*x^10+3*t^4*x^11-1728*t^9*x^5+4528*t^8*x^6+1128*t^7*x^7+298*t^6*x^8-141*t^5*x^9-87*t^4*x^10+2240*t^9*x^4-2416*t^8*x^5+2376*t^7*x^6+2180*t^6*x^7-9*t^5*x^8+361*t^4*x^9-21*t^3*x^10-1152*t^9*x^3+5328*t^8*x^4+2408*t^7*x^5+644*t^6*x^6+114*t^5*x^7-360*t^4*x^8+240*t^3*x^9+896*t^9*x^2-2280*t^8*x^3+3528*t^7*x^4+3780*t^6*x^5+1178*t^5*x^6-864*t^4*x^7-430*t^3*x^8+42*t^2*x^9-288*t^9*x+2296*t^8*x^2-508*t^7*x^3+884*t^6*x^4+222*t^5*x^5+1686*t^4*x^6-526*t^3*x^7-204*t^2*x^8+32*t^9-744*t^8*x+1812*t^7*x^2+506*t^6*x^3+118*t^5*x^4-1328*t^4*x^5+1704*t^3*x^6-96*t^2*x^7-24*t*x^8+72*t^8-540*t^7*x+658*t^6*x^2-75*t^5*x^3+48*t^4*x^4-828*t^3*x^5+730*t^2*x^6+36*t^7-126*t^6*x+221*t^5*x^2-115*t^4*x^3+282*t^3*x^4-254*t^2*x^5+99*t*x^6+2*t^6-33*t^5*x+41*t^4*x^2-46*t^3*x^3+118*t^2*x^4-100*t*x^5+3*t^5-9*t^4*x+9*t^3*x^2-12*t^2*x^3+27*t*x^4-18*x^5)/t/(t^2*x^4-4*t^2*x^3+2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(x-1)/(1+x)/(t+1)+(128*t^9*x^10-40*t^8*x^11-288*t^9*x^9+472*t^8*x^10-44*t^7*x^11+800*t^9*x^8-872*t^8*x^9+572*t^7*x^10+2*t^6*x^11-1152*t^9*x^7+2120*t^8*x^8-964*t^7*x^9+222*t^6*x^10+9*t^5*x^11+2048*t^9*x^6-2384*t^8*x^7+1876*t^7*x^8-506*t^6*x^9-69*t^5*x^10+3*t^4*x^11-1728*t^9*x^5+5200*t^8*x^6-904*t^7*x^7+858*t^6*x^8+33*t^5*x^9-78*t^4*x^10+2240*t^9*x^4-3472*t^8*x^5+4376*t^7*x^6+36*t^6*x^7+263*t^5*x^8+288*t^4*x^9-18*t^3*x^10-1152*t^9*x^3+6000*t^8*x^4-1112*t^7*x^5+2268*t^6*x^6-742*t^5*x^7-98*t^4*x^8+171*t^3*x^9+896*t^9*x^2-2696*t^8*x^3+5448*t^7*x^4+60*t^6*x^5+1486*t^5*x^6-878*t^4*x^7-194*t^3*x^8+27*t^2*x^9-288*t^9*x+2520*t^8*x^2-1740*t^7*x^3+2564*t^6*x^4-1310*t^5*x^5+1234*t^4*x^6-413*t^3*x^7-102*t^2*x^8+32*t^9-776*t^8*x+2412*t^7*x^2-646*t^6*x^3+886*t^5*x^4-1420*t^4*x^5+992*t^3*x^6-75*t^2*x^7-12*t*x^8+72*t^8-612*t^7*x+1126*t^6*x^2-579*t^5*x^3+346*t^4*x^4-663*t^3*x^5+392*t^2*x^6+36*t^7-162*t^6*x+343*t^5*x^2-269*t^4*x^3+266*t^3*x^4-175*t^2*x^5+57*t*x^6+2*t^6-35*t^5*x+68*t^4*x^2-71*t^3*x^3+86*t^2*x^4-50*t*x^5+3*t^5-12*t^4*x+18*t^3*x^2-21*t^2*x^3+21*t*x^4-9*x^5)/(t^2*x^4-4*t^2*x^3+2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(x-1)/(1+x)/(t+1)*dt;
Qx[17, 0, 0, "xy"] := -1/15*(1014*t^5*x^9-120*t^3*x^10-309*t^4*x^8-6084*t^5*x^6+330*t^2*x^9+1019*t^3*x^7+6900*t^4*x^5-380*t*x^8+9126*t^5*x^3-1383*t^2*x^6-1738*t^3*x^4+150*x^7-2028*t^4*x^2+325*t*x^5-4056*t^5-30*t^2*x^3+1046*t^3*x-86*x^4+32*t*x^2)/t/(t^2*x^3-2*t*x^2-4*t^2+x)/(2*t*x^3-x^2+t)/(x^2+x+1)/(x-1)+1/15*x^2*(-30*t^3*x^9+507*t^4*x^7+120*t^2*x^8-104*t^3*x^6-2535*t^4*x^4-175*t*x^7+3100*t^3*x^3+75*x^6+2028*t^4*x-256*t*x^4-996*t^2*x^2+76*t^3+53*x^3+t*x)/t/(t^2*x^3-2*t*x^2-4*t^2+x)/(2*t*x^3-x^2+t)/(x^2+x+1)/(x-1)*dx-1/15*(1014*t^5*x^9+60*t^3*x^10-816*t^4*x^8-6084*t^5*x^6-165*t^2*x^9+448*t^3*x^7+9435*t^4*x^5+95*t*x^8+9126*t^5*x^3-858*t^2*x^6-4613*t^3*x^4-4056*t^4*x^2+356*t*x^5-4056*t^5+816*t^2*x^3+1270*t^3*x-64*x^4-44*t*x^2)/(x-1)/(x^2+x+1)/(2*t*x^3-x^2+t)/(t^2*x^3-2*t*x^2-4*t^2+x)*dt;
Qx[18, 0, 0, "xy"] := 2/3*(10*t^6*x^17-28*t^6*x^16+5*t^5*x^17+27*t^6*x^15-59*t^5*x^16+289*t^6*x^14+37*t^5*x^15-21*t^4*x^16+785*t^6*x^13+393*t^5*x^14+69*t^4*x^15+2703*t^6*x^12+1117*t^5*x^13+196*t^4*x^14+26*t^3*x^15+8545*t^6*x^11+3035*t^5*x^12+409*t^4*x^13+13*t^3*x^14+8075*t^6*x^10+9925*t^5*x^11+676*t^4*x^12-22*t^3*x^13-12*t^2*x^14-3333*t^6*x^9+10087*t^5*x^10+3235*t^4*x^11-270*t^3*x^12-26*t^2*x^13-8191*t^6*x^8-2253*t^5*x^9+3366*t^4*x^10-77*t^3*x^11-93*t^2*x^12+2*t*x^13-7163*t^6*x^7-4733*t^5*x^8-1722*t^4*x^9-100*t^3*x^10-101*t^2*x^11+3*t*x^12-3249*t^6*x^6-5701*t^5*x^7+567*t^4*x^8-1245*t^3*x^9-58*t^2*x^10+13*t*x^11+71*t^6*x^5-4585*t^5*x^6+387*t^4*x^7+556*t^3*x^8-285*t^2*x^9+29*t*x^10+1033*t^6*x^4-2277*t^5*x^5-336*t^4*x^6+905*t^3*x^7+16*t^2*x^8-6*t*x^9+447*t^6*x^3-163*t^5*x^4-1039*t^4*x^5+859*t^3*x^6-13*t^2*x^7+4*t*x^8+5*t^6*x^2+283*t^5*x^3-550*t^4*x^4+291*t^3*x^5+48*t^2*x^6-37*t*x^7+6*x^8-29*t^6*x+89*t^5*x^2-91*t^4*x^3-18*t^3*x^4+97*t^2*x^5-54*t*x^6+6*x^7+3*t^6-16*t^5*x+38*t^4*x^2-54*t^3*x^3+43*t^2*x^4-14*t*x^5)/(t^2*x^4-4*t^2*x^3-6*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(t*x^4+2*t*x^3+2*t*x-x^2+t)/(x^2+x+1)/(x+1)/(x-1)/t/(1+2*t)-2/3*x^2*(2*t^5*x^14+t^5*x^13+t^4*x^14+48*t^5*x^12-9*t^4*x^13+169*t^5*x^11+14*t^4*x^12-4*t^3*x^13-493*t^5*x^10+189*t^4*x^11+2*t^3*x^12+420*t^5*x^9-701*t^4*x^10+93*t^3*x^11+2*t^2*x^12+2307*t^5*x^8+516*t^4*x^9-367*t^3*x^10+22*t^2*x^11+1050*t^5*x^7+2640*t^4*x^8+252*t^3*x^9-79*t^2*x^10+t*x^11+828*t^5*x^6+294*t^4*x^7+1045*t^3*x^8+66*t^2*x^9-7*t*x^10+649*t^5*x^5+951*t^4*x^6-700*t^3*x^7+148*t^2*x^8+6*t*x^9+266*t^5*x^4+791*t^4*x^5+261*t^3*x^6-445*t^2*x^7+t*x^8-3*t^5*x^3+426*t^4*x^4+76*t^3*x^5+45*t^2*x^6-73*t*x^7-49*t^5*x^2+85*t^4*x^3+153*t^3*x^4-140*t^2*x^5+48*t*x^6-14*t^5*x-3*t^4*x^2+43*t^3*x^3-4*t^2*x^4-32*t*x^5+12*x^6+3*t^5-10*t^4*x+10*t^3*x^2+t^2*x^3-4*t*x^4)/t/(t^2*x^4-4*t^2*x^3-6*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(x-1)/(t*x^4+2*t*x^3+2*t*x-x^2+t)/(x^2+x+1)/(1+2*t)*dx+2/3*(10*t^6*x^16-18*t^6*x^15+5*t^5*x^16+9*t^6*x^14-54*t^5*x^15+298*t^6*x^13-19*t^5*x^14-21*t^4*x^15+1083*t^6*x^12+373*t^5*x^13+47*t^4*x^14+3786*t^6*x^11+1442*t^5*x^12+252*t^4*x^13+26*t^3*x^14+12331*t^6*x^10+4308*t^5*x^11+647*t^4*x^12+43*t^3*x^13+20406*t^6*x^9+14726*t^5*x^10+1134*t^4*x^11+19*t^3*x^12-12*t^2*x^13+17073*t^6*x^8+24393*t^5*x^9+5070*t^4*x^10-344*t^3*x^11-40*t^2*x^12+8882*t^6*x^7+19833*t^5*x^8+7920*t^4*x^9-54*t^3*x^10-155*t^2*x^11+2*t*x^12+1719*t^6*x^6+14050*t^5*x^7+3558*t^4*x^8-406*t^3*x^9-177*t^2*x^10+4*t*x^11-1530*t^6*x^5+7521*t^5*x^6+3831*t^4*x^7-2696*t^3*x^8-301*t^2*x^9+24*t*x^10-1459*t^6*x^4+2287*t^5*x^5+3267*t^4*x^6-1440*t^3*x^7-734*t^2*x^8+47*t*x^9-426*t^6*x^3-256*t^5*x^4+2140*t^4*x^5-796*t^3*x^6-273*t^2*x^7+40*t*x^8+21*t^6*x^2-416*t^5*x^3+675*t^4*x^4-13*t^3*x^5-331*t^2*x^6+117*t*x^7+26*t^6*x-84*t^5*x^2+40*t^4*x^3+125*t^3*x^4-143*t^2*x^5+32*t*x^6+6*x^7-3*t^6+19*t^5*x-48*t^4*x^2+64*t^3*x^3-42*t^2*x^4+10*t*x^5)/(x+1)/(x^2+x+1)/(t*x^4+2*t*x^3+2*t*x-x^2+t)/(t^2*x^4-4*t^2*x^3-6*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(1+2*t)*dt;
Qx[19, 0, 0, "xy"] := -1/2*(30*t^11*x^16+64*t^10*x^17-52*t^9*x^18-360*t^11*x^14-349*t^10*x^15-868*t^9*x^16+200*t^8*x^17+1560*t^11*x^12+705*t^10*x^13+14338*t^9*x^14+9994*t^8*x^15-234*t^7*x^16-3480*t^11*x^10+475*t^10*x^11-66764*t^9*x^12-73629*t^8*x^13-35172*t^7*x^14-728*t^6*x^15+4500*t^11*x^8-4495*t^10*x^9+155326*t^9*x^10+138536*t^8*x^11+86312*t^7*x^12+51830*t^6*x^13+3148*t^5*x^14-3480*t^11*x^6+7761*t^10*x^7-206952*t^9*x^8-40212*t^8*x^9-69912*t^7*x^10-19531*t^6*x^11-25852*t^5*x^12-4254*t^4*x^13+1560*t^11*x^4-6101*t^10*x^5+161934*t^9*x^6-159914*t^8*x^7+96426*t^7*x^8+122017*t^6*x^9+21526*t^5*x^10-10468*t^4*x^11+1752*t^3*x^12-360*t^11*x^2+2225*t^10*x^3-70812*t^9*x^4+191591*t^8*x^5-185464*t^7*x^6+146447*t^6*x^7-12464*t^5*x^8-65741*t^4*x^9+10636*t^3*x^10+1020*t^2*x^11+30*t^11-285*t^10*x+14630*t^9*x^2-80416*t^8*x^3+146512*t^7*x^4-131311*t^6*x^5+90374*t^5*x^6-68084*t^4*x^7+24304*t^3*x^8+2110*t^2*x^9-1128*t*x^10-780*t^9+10010*t^8*x-37388*t^7*x^2+67272*t^6*x^3-64460*t^5*x^4+32870*t^4*x^5-10764*t^3*x^6+5172*t^2*x^7-2208*t*x^8+276*x^9+72*t^7-924*t^6*x+3336*t^5*x^2-5544*t^4*x^3+4776*t^3*x^4-2076*t^2*x^5+360*t*x^6)/(x-1)^3/(1+x)^3/(2*t*x^2+2*t-x)/(t*x^2+2*t*x+t-x)^2/(t*x^2-2*t*x+t-x)^2/t^5/x-1/4*(8*t^9*x^15-168*t^9*x^13-24*t^8*x^14+240*t^10*x^10+192*t^9*x^11+44*t^7*x^13-960*t^10*x^8-208*t^9*x^9-8499*t^8*x^10-1508*t^7*x^11+1440*t^10*x^6-888*t^9*x^7+42940*t^8*x^8+59988*t^7*x^9+14814*t^6*x^10+104*t^5*x^11-960*t^10*x^4+2424*t^9*x^5-66922*t^8*x^6-57508*t^7*x^7-96746*t^6*x^8-38272*t^5*x^9-1272*t^4*x^10+240*t^10*x^2-1360*t^9*x^3+45804*t^8*x^4-60864*t^7*x^5-71672*t^6*x^6+30292*t^5*x^7+42012*t^4*x^8+3024*t^3*x^9-8419*t^8*x^2+58696*t^7*x^3-95722*t^6*x^4+30404*t^5*x^5+39777*t^4*x^6-18376*t^3*x^7-3096*t^2*x^8-1040*t^8+14158*t^6*x^2-38136*t^5*x^3+41940*t^4*x^4-18376*t^3*x^5-34*t^2*x^6+1488*t*x^7+96*t^6-1236*t^4*x^2+3024*t^3*x^3-3096*t^2*x^4+1488*t*x^5-276*x^6)*x/(x-1)^2/(1+x)^2/(2*t*x^2+2*t-x)/(t*x^2+2*t*x+t-x)^2/(t*x^2-2*t*x+t-x)^2/t^5*dx-1/4*(60*t^10*x^12+128*t^9*x^13-48*t^8*x^14-600*t^10*x^10-352*t^9*x^11-2488*t^8*x^12+172*t^7*x^13+1860*t^10*x^8+608*t^9*x^9+24687*t^8*x^10+16892*t^7*x^11-60*t^6*x^12-2640*t^10*x^6+1408*t^9*x^7-82372*t^8*x^8-109284*t^7*x^9-54870*t^6*x^10-1328*t^5*x^11+1860*t^10*x^4-4352*t^9*x^5+119530*t^8*x^6+87172*t^7*x^7+134630*t^6*x^8+94232*t^5*x^9+4788*t^4*x^10-600*t^10*x^2+3040*t^9*x^3-87204*t^8*x^4+92040*t^7*x^5+85120*t^6*x^6-3700*t^5*x^7-83724*t^4*x^8-7808*t^3*x^9+60*t^10-480*t^9*x+25615*t^8*x^2-108352*t^7*x^3+133474*t^6*x^4-3812*t^5*x^5-87513*t^4*x^6+31048*t^3*x^7+6696*t^2*x^8-1560*t^8+15600*t^7*x-54598*t^6*x^2+94456*t^5*x^3-83820*t^4*x^4+31096*t^3*x^5+1754*t^2*x^6-2928*t*x^7+144*t^6-1440*t^5*x+4836*t^4*x^2-7824*t^3*x^3+6696*t^2*x^4-2928*t*x^5+516*x^6)/(x-1)/(1+x)/(2*t*x^2+2*t-x)/(t*x^2-2*t*x+t-x)^2/(t*x^2+2*t*x+t-x)^2/x/t^3*dt;
Qx[1, 1, 0, "xy"] := (4*t^7*x^10-39*t^6*x^10-20*t^7*x^8+100*t^6*x^9-9*t^5*x^10+231*t^6*x^8+193*t^5*x^9+40*t^7*x^6-8*t^6*x^7-178*t^5*x^8+7*t^4*x^9-174*t^6*x^6-334*t^5*x^7-250*t^4*x^8-12*t^3*x^9-40*t^7*x^4-64*t^6*x^5+172*t^5*x^6-57*t^4*x^7+44*t^3*x^8+6*t^6*x^4+68*t^5*x^5+36*t^4*x^6-34*t^3*x^7+39*t^2*x^8+20*t^7*x^2-56*t^6*x^3-30*t^5*x^4+177*t^4*x^5-32*t^3*x^6-52*t^2*x^7-27*t^6*x^2+94*t^5*x^3-70*t^4*x^4-88*t^3*x^5+124*t^2*x^6-33*t*x^7-4*t^7+28*t^6*x-83*t^5*x^2+129*t^4*x^3-100*t^3*x^4+20*t^2*x^5+10*t*x^6+3*t^6-21*t^5*x+60*t^4*x^2-90*t^3*x^3+75*t^2*x^4-33*t*x^5+6*x^6)/t^2/x/(1+x)/(t*x^2+2*t*x+t-x)^2/(t*x^2-2*t*x+t-x)^2+(4*t^7*x^10-39*t^6*x^10-20*t^7*x^8+96*t^6*x^9-9*t^5*x^10+231*t^6*x^8+184*t^5*x^9+40*t^7*x^6+8*t^6*x^7-54*t^5*x^8+4*t^4*x^9-174*t^6*x^6-214*t^5*x^7-195*t^4*x^8-12*t^3*x^9-40*t^7*x^4-88*t^6*x^5+40*t^5*x^6-56*t^4*x^7+21*t^3*x^8+6*t^6*x^4-46*t^5*x^5+7*t^4*x^6+6*t^3*x^7+27*t^2*x^8+20*t^7*x^2-40*t^6*x^3-42*t^5*x^4+88*t^4*x^5-8*t^3*x^6-18*t^2*x^7-27*t^6*x^2+94*t^5*x^3-81*t^4*x^4-30*t^3*x^5+62*t^2*x^6-18*t*x^7-4*t^7+24*t^6*x-63*t^5*x^2+92*t^4*x^3-69*t^3*x^4+18*t^2*x^5+2*t*x^6+3*t^6-18*t^5*x+45*t^4*x^2-60*t^3*x^3+45*t^2*x^4-18*t*x^5+3*x^6)/t/x/(1+x)/(t*x^2+2*t*x+t-x)^2/(t*x^2-2*t*x+t-x)^2*dt;
Qx[2, 1, 0, "xy"] := -8*t*(32*t^4*x^10+160*t^4*x^8-4*t^2*x^10+320*t^4*x^6+32*t^2*x^8+48*t^2*x^7+320*t^4*x^4-40*t^2*x^6-2*x^8-3*x^7+160*t^4*x^2-96*t^2*x^4-48*t^2*x^3+32*t^4-20*t^2*x^2+6*x^4+3*x^3)/(16*t^2-1)/(2*t*x^2+2*t-x)^2/(2*t*x^2+2*t+x)^2/(1+x)-4*t^2*(32*t^4*x^10+160*t^4*x^8-4*t^2*x^10+320*t^4*x^6+32*t^2*x^8+48*t^2*x^7+320*t^4*x^4-40*t^2*x^6-2*x^8-3*x^7+160*t^4*x^2-96*t^2*x^4-48*t^2*x^3+32*t^4-20*t^2*x^2+6*x^4+3*x^3)/(16*t^2-1)/(2*t*x^2+2*t-x)^2/(2*t*x^2+2*t+x)^2/(1+x)*dt;
Qx[3, 1, 0, "xy"] := 8*t*(32*t^4*x^10+160*t^4*x^9+192*t^4*x^8+4*t^2*x^10-96*t^4*x^7+20*t^2*x^9-960*t^4*x^6+28*t^2*x^8-1824*t^4*x^5+16*t^2*x^7-2208*t^4*x^4+140*t^2*x^6+2*x^8-1728*t^4*x^3+220*t^2*x^5+9*x^7-960*t^4*x^2+268*t^2*x^4-320*t^4*x+128*t^2*x^3-8*x^5-64*t^4+40*t^2*x^2-18*x^4-3*x^3)/(2*t*x^2+2*t*x+2*t-x)^2/(1+x)/(2*t*x^2+2*t*x+2*t+x)^2+4*(32*t^4*x^10+160*t^4*x^9+192*t^4*x^8+4*t^2*x^10-96*t^4*x^7+20*t^2*x^9-960*t^4*x^6+28*t^2*x^8-1824*t^4*x^5+16*t^2*x^7-2208*t^4*x^4+140*t^2*x^6+2*x^8-1728*t^4*x^3+220*t^2*x^5+9*x^7-960*t^4*x^2+268*t^2*x^4-320*t^4*x+128*t^2*x^3-8*x^5-64*t^4+40*t^2*x^2-18*x^4-3*x^3)*t^2/(2*t*x^2+2*t*x+2*t-x)^2/(1+x)/(2*t*x^2+2*t*x+2*t+x)^2*dt;
Qx[4, 1, 0, "xy"] := (864*t^9*x^11+7488*t^9*x^10+1053*t^8*x^11+27360*t^9*x^9+10242*t^8*x^10+243*t^7*x^11+66240*t^9*x^8+37683*t^8*x^9+1161*t^7*x^10+54*t^6*x^11+117568*t^9*x^7+96294*t^8*x^8-2736*t^7*x^9-153*t^6*x^10+159104*t^9*x^6+184282*t^8*x^7-11358*t^7*x^8-6993*t^6*x^9-18*t^5*x^10+167744*t^9*x^5+271564*t^8*x^6-21684*t^7*x^7-23775*t^6*x^8-1332*t^5*x^9+136832*t^9*x^4+309982*t^8*x^5-12928*t^7*x^6-57688*t^6*x^7-5391*t^5*x^8-117*t^4*x^9+84832*t^9*x^3+272932*t^8*x^4+2502*t^7*x^5-73097*t^6*x^6-15502*t^5*x^7-1350*t^4*x^8-9*t^3*x^9+38208*t^9*x^2+179161*t^8*x^3+25850*t^7*x^4-82672*t^6*x^5-12349*t^5*x^6-2643*t^4*x^7-177*t^3*x^8+11232*t^9*x+84786*t^8*x^2+23553*t^7*x^3-53849*t^6*x^4-14296*t^5*x^5+1204*t^4*x^6-80*t^3*x^7+15*t^2*x^8+1728*t^9+25119*t^8*x+16839*t^7*x^2-36670*t^6*x^3-3997*t^5*x^4+3507*t^4*x^5+296*t^3*x^6+97*t^2*x^7+3510*t^8+4266*t^7*x-10422*t^6*x^2-8338*t^5*x^3+6004*t^4*x^4+421*t^3*x^5+73*t^2*x^6+6*t*x^7-108*t^7-2943*t^6*x-2469*t^5*x^2+1683*t^4*x^3+695*t^3*x^4-98*t^2*x^5+11*t*x^6-432*t^6-612*t^5*x+90*t^4*x^2+376*t^3*x^3-98*t^2*x^4-12*t*x^5+6*t^3*x^2-11*t^2*x^3-t*x^4-2*x^5)/t/(t+1)/(1+x)/(t*x^2+2*t*x+t+x)^2/(3*t*x^2+2*t*x+3*t-x)^2/(1+4*t)+(864*t^8*x^11+7488*t^8*x^10+189*t^7*x^11+27360*t^8*x^9+1890*t^7*x^10+54*t^6*x^11+66240*t^8*x^8+5139*t^7*x^9+270*t^6*x^10+117568*t^8*x^7+10854*t^7*x^8-2061*t^6*x^9+36*t^5*x^10+159104*t^8*x^6+19482*t^7*x^7-8130*t^6*x^8-261*t^5*x^9+167744*t^8*x^5+30540*t^7*x^6-21978*t^6*x^7-1236*t^5*x^8-18*t^4*x^9+136832*t^8*x^4+37534*t^7*x^5-29862*t^6*x^6-5815*t^5*x^7-504*t^4*x^8-9*t^3*x^9+84832*t^8*x^3+36708*t^7*x^4-35320*t^6*x^5-5744*t^5*x^6-1161*t^4*x^7-120*t^3*x^8+38208*t^8*x^2+24825*t^7*x^3-23886*t^6*x^4-8891*t^5*x^5+594*t^4*x^6-117*t^3*x^7+6*t^2*x^8+11232*t^8*x+12114*t^7*x^2-15660*t^6*x^3-4712*t^5*x^4+1466*t^4*x^5+90*t^3*x^6+43*t^2*x^7+1728*t^8+2943*t^7*x-4224*t^6*x^2-5605*t^5*x^3+2598*t^4*x^4+229*t^3*x^5+32*t^2*x^6+3*t*x^7+54*t^7-1323*t^6*x-1464*t^5*x^2+561*t^4*x^3+396*t^3*x^4-46*t^2*x^5+6*t*x^6-216*t^6-324*t^5*x+207*t^3*x^3-46*t^2*x^4-5*t*x^5+6*t^3*x^2-5*t^2*x^3-x^5)/(1+x)/(t*x^2+2*t*x+t+x)^2/(3*t*x^2+2*t*x+3*t-x)^2/(1+4*t)*dt;
Qx[5, 1, 0, "xy"] := 2*(24*t^4*x^4+48*t^4*x^2+8*t^2*x^4+6*t^2*x^3+24*t^4-8*t^2*x^2-10*t^2*x-x^2)/(4*t^2*x^2+4*t^2-x)/(1+x)/t+(48*t^4*x^4+96*t^4*x^2+8*t^2*x^4+48*t^4-8*t^2*x^2-16*t^2*x-x^2)/(1+x)/(4*t^2*x^2+4*t^2-x)*dt;
Qx[6, 1, 0, "xy"] := -1/2*(64*t^10*x^10-32*t^9*x^11-960*t^10*x^9+480*t^9*x^10-44*t^8*x^11+1216*t^10*x^8-2976*t^9*x^9+780*t^8*x^10-12*t^7*x^11-2688*t^10*x^7+2912*t^9*x^8-4132*t^8*x^9+464*t^7*x^10+t^6*x^11+4096*t^10*x^6-4096*t^9*x^7+2596*t^8*x^8-3320*t^7*x^9+79*t^6*x^10+t^5*x^11-3072*t^10*x^5+7680*t^9*x^6+4072*t^8*x^7+2412*t^7*x^8-1273*t^6*x^9-16*t^5*x^10+4864*t^10*x^4-2560*t^9*x^5-232*t^8*x^6+10976*t^7*x^7+1949*t^6*x^8-70*t^5*x^9-7*t^4*x^10-1920*t^10*x^3+10240*t^9*x^4+11288*t^8*x^5-5976*t^7*x^6+8638*t^6*x^7+559*t^5*x^8+94*t^4*x^9+1984*t^10*x^2-3040*t^9*x^3+2536*t^8*x^4+18392*t^7*x^5-3526*t^6*x^6+3108*t^5*x^7-267*t^4*x^8+23*t^3*x^9-576*t^10*x+5152*t^9*x^2+1604*t^8*x^3-6416*t^7*x^4+10674*t^6*x^5-102*t^5*x^6+565*t^4*x^7-196*t^3*x^8+64*t^10-1632*t^9*x+4700*t^8*x^2+4204*t^7*x^3-6786*t^6*x^4+1438*t^5*x^5+1247*t^4*x^6+210*t^3*x^7-35*t^2*x^8+160*t^9-1524*t^8*x+2312*t^7*x^2+2657*t^6*x^3-3184*t^5*x^4-1523*t^4*x^5+1015*t^3*x^6+109*t^2*x^7+116*t^8-672*t^7*x+663*t^6*x^2+859*t^5*x^3-741*t^4*x^4-1011*t^3*x^5+344*t^2*x^6+18*t*x^7+36*t^7-153*t^6*x+118*t^5*x^2+195*t^4*x^3-20*t^3*x^4-326*t^2*x^5+44*t*x^6+5*t^6-24*t^5*x+8*t^4*x^2+34*t^3*x^3+23*t^2*x^4-66*t*x^5+t^5-3*t^4*x+t^3*x^2+t^2*x^3+8*t*x^4-8*x^5)/(t+1)/t/(1+x)/(t^2*x^4-4*t^2*x^3+2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2-1/2*(64*t^10*x^10-32*t^9*x^11-960*t^10*x^9+480*t^9*x^10-44*t^8*x^11+1216*t^10*x^8-3040*t^9*x^9+748*t^8*x^10-12*t^7*x^11-2688*t^10*x^7+2976*t^9*x^8-3972*t^8*x^9+420*t^7*x^10+t^6*x^11+4096*t^10*x^6-5504*t^9*x^7+2596*t^8*x^8-2836*t^7*x^9+67*t^6*x^10+t^5*x^11-3072*t^10*x^5+9024*t^9*x^6-1816*t^8*x^7+1780*t^7*x^8-969*t^6*x^9-15*t^5*x^10+4864*t^10*x^4-4480*t^9*x^5+5144*t^8*x^6+2328*t^7*x^7+1113*t^6*x^8-25*t^5*x^9-6*t^4*x^10-1920*t^10*x^3+11968*t^9*x^4+2840*t^8*x^5+520*t^7*x^6+2338*t^6*x^7+261*t^5*x^8+78*t^4*x^9+1984*t^10*x^2-3680*t^9*x^3+9192*t^8*x^4+6440*t^7*x^5+78*t^6*x^6+586*t^5*x^7-192*t^4*x^8+18*t^3*x^9-576*t^10*x+5600*t^9*x^2-956*t^8*x^3+2344*t^7*x^4+2918*t^6*x^5+842*t^5*x^6-90*t^4*x^7-126*t^3*x^8+64*t^10-1696*t^9*x+6012*t^8*x^2+884*t^7*x^3-734*t^6*x^4-698*t^5*x^5+964*t^4*x^6+6*t^3*x^7-22*t^2*x^8+160*t^9-1684*t^8*x+3604*t^7*x^2+445*t^6*x^3-486*t^5*x^4-1294*t^4*x^5+600*t^3*x^6+41*t^2*x^7+116*t^8-788*t^7*x+1263*t^6*x^2-27*t^5*x^3+52*t^4*x^4-634*t^3*x^5+189*t^2*x^6+9*t*x^7+36*t^7-189*t^6*x+261*t^5*x^2-34*t^4*x^3+114*t^3*x^4-181*t^2*x^5+25*t*x^6+5*t^6-29*t^5*x+30*t^4*x^2-6*t^3*x^3+33*t^2*x^4-33*t*x^5+t^5-4*t^4*x+4*t^3*x^2-4*t^2*x^3+7*t*x^4-4*x^5)/(t+1)/(1+x)/(t^2*x^4-4*t^2*x^3+2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2*dt;
Qx[7, 1, 0, "xy"] := (8*t^4*x^4+32*t^4*x^3-8*t^4*x^2+6*t^2*x^3-8*t^4-2*t^2*x^2+6*t^2*x-x^2)/t^3/(1+x)/(4*t^2*x^2+4*t^2*x+4*t^2-x)+1/2*(16*t^4*x^3-32*t^4*x^2-16*t^4*x+8*t^2*x^3-16*t^4+8*t^2*x-x^2)/(1+x)/t^2/(4*t^2*x^2+4*t^2*x+4*t^2-x)*dt;
Qx[8, 1, 0, "xy"] := (48*t^10*x^11-648*t^10*x^10+88*t^9*x^11+2880*t^10*x^9-1480*t^9*x^10+38*t^8*x^11+5688*t^10*x^8+6872*t^9*x^9-1153*t^8*x^10-3*t^7*x^11+1248*t^10*x^7+11608*t^9*x^8+7184*t^8*x^9-284*t^7*x^10-5*t^6*x^11-8400*t^10*x^6-12112*t^9*x^7+9423*t^8*x^8+3339*t^7*x^9+62*t^6*x^10-t^5*x^11-17664*t^10*x^5-29392*t^9*x^6-33588*t^8*x^7+3976*t^7*x^8+126*t^6*x^9+44*t^5*x^10-16272*t^10*x^4-44816*t^9*x^5-46506*t^8*x^6-35430*t^7*x^7+2401*t^6*x^8-487*t^5*x^9+7*t^4*x^10-9360*t^10*x^3-30288*t^9*x^4-44128*t^8*x^5-43728*t^7*x^6-19692*t^6*x^7+2300*t^5*x^8-183*t^4*x^9-1704*t^10*x^2-23304*t^9*x^3-18930*t^8*x^4-13778*t^7*x^5-29098*t^6*x^6-6994*t^5*x^7+1246*t^4*x^8-23*t^3*x^9+1344*t^10*x-3432*t^9*x^2-25890*t^8*x^3+104*t^7*x^4+10674*t^6*x^5-16327*t^5*x^6-2262*t^4*x^7+327*t^3*x^8-168*t^10+2616*t^9*x-3221*t^8*x^2-16551*t^7*x^3+6384*t^6*x^4+13644*t^5*x^5-7745*t^4*x^6-758*t^3*x^7+35*t^2*x^8-264*t^9+2048*t^8*x-1748*t^7*x^2-6759*t^6*x^3+3461*t^5*x^4+7294*t^4*x^5-2595*t^3*x^6-175*t^2*x^7-157*t^8+855*t^7*x-556*t^6*x^2-1861*t^5*x^3+645*t^4*x^4+2491*t^3*x^5-508*t^2*x^6-18*t*x^7-48*t^7+216*t^6*x-101*t^5*x^2-342*t^4*x^3-75*t^3*x^4+598*t^2*x^5-44*t*x^6-9*t^6+35*t^5*x-11*t^4*x^2-36*t^3*x^3-55*t^2*x^4+96*t*x^5-t^5+3*t^4*x-t^3*x^2-t^2*x^3-8*t*x^4+8*x^5)/(1+2*t)/t/(t^2*x^4-4*t^2*x^3-2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(1+x)+(48*t^10*x^11-648*t^10*x^10+88*t^9*x^11+2880*t^10*x^9-1432*t^9*x^10+38*t^8*x^11+5688*t^10*x^8+6560*t^9*x^9-1065*t^8*x^10-3*t^7*x^11+1248*t^10*x^7+12088*t^9*x^8+6328*t^8*x^9-246*t^7*x^10-5*t^6*x^11-8400*t^10*x^6-4432*t^9*x^7+10543*t^8*x^8+2676*t^7*x^9+59*t^6*x^10-t^5*x^11-17664*t^10*x^5-24592*t^9*x^6-13492*t^8*x^7+5100*t^7*x^8+14*t^6*x^9+39*t^5*x^10-16272*t^10*x^4-41408*t^9*x^5-32666*t^8*x^6-13182*t^7*x^7+2489*t^6*x^8-413*t^5*x^9+6*t^4*x^10-9360*t^10*x^3-34608*t^9*x^4-35920*t^8*x^5-26704*t^7*x^6-5940*t^6*x^7+1697*t^5*x^8-147*t^4*x^9-1704*t^10*x^2-23496*t^9*x^3-28818*t^8*x^4-8512*t^7*x^5-16344*t^6*x^6-1365*t^5*x^7+822*t^4*x^8-18*t^3*x^9+1344*t^10*x-4440*t^9*x^2-24930*t^8*x^3-10588*t^7*x^4+8850*t^6*x^5-8900*t^5*x^6-402*t^4*x^7+208*t^3*x^8-168*t^10+2784*t^9*x-5309*t^8*x^2-14183*t^7*x^3-896*t^6*x^4+9313*t^5*x^5-4193*t^4*x^6-233*t^3*x^7+22*t^2*x^8-264*t^9+2312*t^8*x-3482*t^7*x^2-4607*t^6*x^3+216*t^5*x^4+4477*t^4*x^5-1406*t^3*x^6-74*t^2*x^7-157*t^8+1012*t^7*x-1315*t^6*x^2-818*t^5*x^3-233*t^4*x^4+1395*t^3*x^5-279*t^2*x^6-9*t*x^7-48*t^7+264*t^6*x-299*t^5*x^2-38*t^4*x^3-194*t^3*x^4+308*t^2*x^5-25*t*x^6-9*t^6+44*t^5*x-44*t^4*x^2+19*t^3*x^3-57*t^2*x^4+47*t*x^5-t^5+4*t^4*x-4*t^3*x^2+4*t^2*x^3-7*t*x^4+4*x^5)/(1+2*t)/(t^2*x^4-4*t^2*x^3-2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(1+x)*dt;
Qx[9, 1, 0, "xy"] := -4*(424*t^6*x^10+1060*t^6*x^9+3548*t^6*x^8-40*t^4*x^10+5744*t^6*x^7-100*t^4*x^9+5960*t^6*x^6-156*t^4*x^8+16*t^2*x^10+5576*t^6*x^5+22*t^4*x^7+40*t^2*x^9+3592*t^6*x^4-2360*t^4*x^6-96*t^2*x^8+2548*t^6*x^3-2574*t^4*x^5-298*t^2*x^7+1980*t^6*x^2-4144*t^4*x^4+230*t^2*x^6+8*x^8+720*t^6*x-2506*t^4*x^3+258*t^2*x^5+24*x^7+288*t^6-1500*t^4*x^2+766*t^2*x^4-480*t^4*x+334*t^2*x^3-7*x^5-192*t^4+120*t^2*x^2-48*x^4-12*x^3)*t/(1+x)/(4*t^2*x^4+4*t^2*x^3+8*t^2*x^2+4*t^2*x+4*t^2-x^2)^2/(t^2+1)-2*t^2*(424*t^6*x^10+1060*t^6*x^9+3548*t^6*x^8-40*t^4*x^10+5744*t^6*x^7-100*t^4*x^9+5960*t^6*x^6-156*t^4*x^8+16*t^2*x^10+5576*t^6*x^5+22*t^4*x^7+40*t^2*x^9+3592*t^6*x^4-2360*t^4*x^6-96*t^2*x^8+2548*t^6*x^3-2574*t^4*x^5-298*t^2*x^7+1980*t^6*x^2-4144*t^4*x^4+230*t^2*x^6+8*x^8+720*t^6*x-2506*t^4*x^3+258*t^2*x^5+24*x^7+288*t^6-1500*t^4*x^2+766*t^2*x^4-480*t^4*x+334*t^2*x^3-7*x^5-192*t^4+120*t^2*x^2-48*x^4-12*x^3)/(1+x)/(4*t^2*x^4+4*t^2*x^3+8*t^2*x^2+4*t^2*x+4*t^2-x^2)^2/(t^2+1)*dt;
Qx[10, 1, 0, "xy"] := -(432*t^13*x^11+1872*t^13*x^10+4752*t^12*x^11+4176*t^13*x^9+22176*t^12*x^10+9180*t^11*x^11+8304*t^13*x^8+50688*t^12*x^9+54180*t^11*x^10+9828*t^10*x^11+11232*t^13*x^7+103536*t^12*x^8+134532*t^11*x^9+60264*t^10*x^10+5940*t^9*x^11+14112*t^13*x^6+146304*t^12*x^7+291564*t^11*x^8+152208*t^10*x^9+41472*t^9*x^10+1566*t^8*x^11+12960*t^13*x^5+186336*t^12*x^6+461064*t^11*x^7+326124*t^10*x^8+95832*t^9*x^9+7506*t^8*x^10+486*t^7*x^11+11232*t^13*x^4+180000*t^12*x^5+599832*t^11*x^6+579584*t^10*x^7+208392*t^9*x^8+2430*t^8*x^9-927*t^7*x^10+54*t^6*x^11+6768*t^13*x^3+157248*t^12*x^4+644280*t^11*x^5+737928*t^10*x^6+416012*t^9*x^7+5070*t^8*x^8-24723*t^7*x^9-306*t^6*x^10+3984*t^13*x^2+100080*t^12*x^3+566856*t^11*x^4+881656*t^10*x^5+530084*t^9*x^6+59816*t^8*x^7-50271*t^7*x^8-8676*t^6*x^9-18*t^5*x^10+1296*t^13*x+58752*t^12*x^2+397596*t^11*x^3+762288*t^10*x^4+694372*t^9*x^5+73716*t^8*x^6-100410*t^7*x^7-12915*t^6*x^8-1449*t^5*x^9+432*t^13+20448*t^12*x+229572*t^11*x^2+577436*t^10*x^3+619652*t^9*x^4+143044*t^8*x^5-100928*t^7*x^6-47181*t^6*x^7-5418*t^5*x^8-144*t^4*x^9+6480*t^12+89028*t^11*x+320784*t^10*x^2+492800*t^9*x^3+159720*t^8*x^4-148568*t^7*x^5-25251*t^6*x^6-12780*t^5*x^7-1863*t^4*x^8-9*t^3*x^9+25164*t^11+132984*t^10*x+282396*t^9*x^2+140042*t^8*x^3-62504*t^7*x^4-84745*t^6*x^5+4089*t^5*x^6-2393*t^4*x^7-114*t^3*x^8+30564*t^10+123588*t^9*x+94554*t^8*x^2-71172*t^7*x^3-20985*t^6*x^4-6942*t^5*x^5+1023*t^4*x^6+100*t^3*x^7+15*t^2*x^8+24948*t^9+49230*t^8*x-10401*t^7*x^2-50241*t^6*x^3+15942*t^5*x^4+1880*t^4*x^5+148*t^3*x^6+79*t^2*x^7+4266*t^8-477*t^7*x-10107*t^6*x^2-1782*t^5*x^3+5877*t^4*x^4+23*t^3*x^5+75*t^2*x^6+6*t*x^7-2025*t^7-3915*t^6*x-747*t^5*x^2+2653*t^4*x^3+148*t^3*x^4-64*t^2*x^5+11*t*x^6-324*t^6-459*t^5*x+75*t^4*x^2+262*t^3*x^3-60*t^2*x^4-16*t*x^5+6*t^3*x^2-11*t^2*x^3-t*x^4-2*x^5)/(t^2+t+1)/t/(3*t^2*x^4+4*t^2*x^3+6*t^2*x^2+2*t*x^3+4*t^2*x+3*t^2+2*t*x-x^2)^2/(1+x)-(432*t^13*x^11+1872*t^13*x^10+4752*t^12*x^11+4176*t^13*x^9+21744*t^12*x^10+9180*t^11*x^11+8304*t^13*x^8+49392*t^12*x^9+49428*t^11*x^10+9828*t^10*x^11+11232*t^13*x^7+99120*t^12*x^8+119844*t^11*x^9+57132*t^10*x^10+5940*t^9*x^11+14112*t^13*x^6+138528*t^12*x^7+242460*t^11*x^8+139068*t^10*x^9+39420*t^9*x^10+1566*t^8*x^11+12960*t^13*x^5+173664*t^12*x^6+372024*t^11*x^7+276444*t^10*x^8+89856*t^9*x^9+11070*t^8*x^10+486*t^7*x^11+11232*t^13*x^4+165600*t^12*x^5+457416*t^11*x^6+459176*t^10*x^7+176100*t^9*x^8+15246*t^8*x^9+1611*t^7*x^10+54*t^6*x^11+6768*t^13*x^3+142560*t^12*x^4+479016*t^11*x^5+550296*t^10*x^6+316808*t^9*x^7+26346*t^8*x^8-9693*t^7*x^9+342*t^6*x^10+3984*t^13*x^2+89424*t^12*x^3+400824*t^11*x^4+625432*t^10*x^5+375808*t^9*x^6+60608*t^8*x^7-19347*t^7*x^8-2637*t^6*x^9+36*t^5*x^10+1296*t^13*x+51888*t^12*x^2+275436*t^11*x^3+514392*t^10*x^4+460288*t^9*x^5+70340*t^8*x^6-49662*t^7*x^7-2982*t^6*x^8-243*t^5*x^9+432*t^13+17712*t^12*x+152100*t^11*x^2+376820*t^10*x^3+389248*t^9*x^4+95848*t^8*x^5-42624*t^7*x^6-22257*t^6*x^7-1782*t^5*x^8-54*t^4*x^9+5616*t^12+57780*t^11*x+201660*t^10*x^2+297428*t^9*x^3+103220*t^8*x^4-80920*t^7*x^5-8556*t^6*x^6-5691*t^5*x^7-936*t^4*x^8-9*t^3*x^9+15660*t^11+81324*t^10*x+163668*t^9*x^2+78146*t^8*x^3-25356*t^7*x^4-46649*t^6*x^5+3144*t^5*x^6-1241*t^4*x^7-78*t^3*x^8+18252*t^10+69552*t^9*x+53406*t^8*x^2-40668*t^7*x^3-10032*t^6*x^4-4260*t^5*x^5+510*t^4*x^6+19*t^3*x^7+6*t^2*x^8+13068*t^9+25866*t^8*x-3471*t^7*x^2-29205*t^6*x^3+7806*t^5*x^4+827*t^4*x^5+59*t^3*x^6+37*t^2*x^7+1890*t^8-567*t^7*x-5682*t^6*x^2-1911*t^5*x^3+2916*t^4*x^4-7*t^3*x^5+40*t^2*x^6+3*t*x^7-1053*t^7-2106*t^6*x-756*t^5*x^2+1276*t^4*x^3+83*t^3*x^4-34*t^2*x^5+6*t*x^6-162*t^6-243*t^5*x+12*t^4*x^2+139*t^3*x^3-26*t^2*x^4-8*t*x^5+6*t^3*x^2-5*t^2*x^3-x^5)/(1+x)/(3*t^2*x^4+4*t^2*x^3+6*t^2*x^2+2*t*x^3+4*t^2*x+3*t^2+2*t*x-x^2)^2/(t^2+t+1)*dt;
Qx[11, 1, 0, "xy"] := (8*t^4*x^4+32*t^4*x^3-8*t^4*x^2+6*t^2*x^3-8*t^4-2*t^2*x^2+6*t^2*x-x^2)/t^3/(1+x)/(4*t^2*x^2+4*t^2*x+4*t^2-x)+1/2*(16*t^4*x^3-32*t^4*x^2-16*t^4*x+8*t^2*x^3-16*t^4+8*t^2*x-x^2)/(1+x)/t^2/(4*t^2*x^2+4*t^2*x+4*t^2-x)*dt;
Qx[12, 1, 0, "xy"] := (48*t^10*x^11-648*t^10*x^10+88*t^9*x^11+2880*t^10*x^9-1480*t^9*x^10+38*t^8*x^11+5688*t^10*x^8+6872*t^9*x^9-1153*t^8*x^10-3*t^7*x^11+1248*t^10*x^7+11608*t^9*x^8+7184*t^8*x^9-284*t^7*x^10-5*t^6*x^11-8400*t^10*x^6-12112*t^9*x^7+9423*t^8*x^8+3339*t^7*x^9+62*t^6*x^10-t^5*x^11-17664*t^10*x^5-29392*t^9*x^6-33588*t^8*x^7+3976*t^7*x^8+126*t^6*x^9+44*t^5*x^10-16272*t^10*x^4-44816*t^9*x^5-46506*t^8*x^6-35430*t^7*x^7+2401*t^6*x^8-487*t^5*x^9+7*t^4*x^10-9360*t^10*x^3-30288*t^9*x^4-44128*t^8*x^5-43728*t^7*x^6-19692*t^6*x^7+2300*t^5*x^8-183*t^4*x^9-1704*t^10*x^2-23304*t^9*x^3-18930*t^8*x^4-13778*t^7*x^5-29098*t^6*x^6-6994*t^5*x^7+1246*t^4*x^8-23*t^3*x^9+1344*t^10*x-3432*t^9*x^2-25890*t^8*x^3+104*t^7*x^4+10674*t^6*x^5-16327*t^5*x^6-2262*t^4*x^7+327*t^3*x^8-168*t^10+2616*t^9*x-3221*t^8*x^2-16551*t^7*x^3+6384*t^6*x^4+13644*t^5*x^5-7745*t^4*x^6-758*t^3*x^7+35*t^2*x^8-264*t^9+2048*t^8*x-1748*t^7*x^2-6759*t^6*x^3+3461*t^5*x^4+7294*t^4*x^5-2595*t^3*x^6-175*t^2*x^7-157*t^8+855*t^7*x-556*t^6*x^2-1861*t^5*x^3+645*t^4*x^4+2491*t^3*x^5-508*t^2*x^6-18*t*x^7-48*t^7+216*t^6*x-101*t^5*x^2-342*t^4*x^3-75*t^3*x^4+598*t^2*x^5-44*t*x^6-9*t^6+35*t^5*x-11*t^4*x^2-36*t^3*x^3-55*t^2*x^4+96*t*x^5-t^5+3*t^4*x-t^3*x^2-t^2*x^3-8*t*x^4+8*x^5)/(1+2*t)/t/(1+x)/(t^2*x^4-4*t^2*x^3-2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2+(48*t^10*x^11-648*t^10*x^10+88*t^9*x^11+2880*t^10*x^9-1432*t^9*x^10+38*t^8*x^11+5688*t^10*x^8+6560*t^9*x^9-1065*t^8*x^10-3*t^7*x^11+1248*t^10*x^7+12088*t^9*x^8+6328*t^8*x^9-246*t^7*x^10-5*t^6*x^11-8400*t^10*x^6-4432*t^9*x^7+10543*t^8*x^8+2676*t^7*x^9+59*t^6*x^10-t^5*x^11-17664*t^10*x^5-24592*t^9*x^6-13492*t^8*x^7+5100*t^7*x^8+14*t^6*x^9+39*t^5*x^10-16272*t^10*x^4-41408*t^9*x^5-32666*t^8*x^6-13182*t^7*x^7+2489*t^6*x^8-413*t^5*x^9+6*t^4*x^10-9360*t^10*x^3-34608*t^9*x^4-35920*t^8*x^5-26704*t^7*x^6-5940*t^6*x^7+1697*t^5*x^8-147*t^4*x^9-1704*t^10*x^2-23496*t^9*x^3-28818*t^8*x^4-8512*t^7*x^5-16344*t^6*x^6-1365*t^5*x^7+822*t^4*x^8-18*t^3*x^9+1344*t^10*x-4440*t^9*x^2-24930*t^8*x^3-10588*t^7*x^4+8850*t^6*x^5-8900*t^5*x^6-402*t^4*x^7+208*t^3*x^8-168*t^10+2784*t^9*x-5309*t^8*x^2-14183*t^7*x^3-896*t^6*x^4+9313*t^5*x^5-4193*t^4*x^6-233*t^3*x^7+22*t^2*x^8-264*t^9+2312*t^8*x-3482*t^7*x^2-4607*t^6*x^3+216*t^5*x^4+4477*t^4*x^5-1406*t^3*x^6-74*t^2*x^7-157*t^8+1012*t^7*x-1315*t^6*x^2-818*t^5*x^3-233*t^4*x^4+1395*t^3*x^5-279*t^2*x^6-9*t*x^7-48*t^7+264*t^6*x-299*t^5*x^2-38*t^4*x^3-194*t^3*x^4+308*t^2*x^5-25*t*x^6-9*t^6+44*t^5*x-44*t^4*x^2+19*t^3*x^3-57*t^2*x^4+47*t*x^5-t^5+4*t^4*x-4*t^3*x^2+4*t^2*x^3-7*t*x^4+4*x^5)/(1+2*t)/(1+x)/(t^2*x^4-4*t^2*x^3-2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2*dt;
Qx[13, 1, 0, "xy"] := -4*(424*t^6*x^10+1060*t^6*x^9+3548*t^6*x^8-40*t^4*x^10+5744*t^6*x^7-100*t^4*x^9+5960*t^6*x^6-156*t^4*x^8+16*t^2*x^10+5576*t^6*x^5+22*t^4*x^7+40*t^2*x^9+3592*t^6*x^4-2360*t^4*x^6-96*t^2*x^8+2548*t^6*x^3-2574*t^4*x^5-298*t^2*x^7+1980*t^6*x^2-4144*t^4*x^4+230*t^2*x^6+8*x^8+720*t^6*x-2506*t^4*x^3+258*t^2*x^5+24*x^7+288*t^6-1500*t^4*x^2+766*t^2*x^4-480*t^4*x+334*t^2*x^3-7*x^5-192*t^4+120*t^2*x^2-48*x^4-12*x^3)*t/(1+x)/(4*t^2*x^4+4*t^2*x^3+8*t^2*x^2+4*t^2*x+4*t^2-x^2)^2/(t^2+1)-2*t^2*(424*t^6*x^10+1060*t^6*x^9+3548*t^6*x^8-40*t^4*x^10+5744*t^6*x^7-100*t^4*x^9+5960*t^6*x^6-156*t^4*x^8+16*t^2*x^10+5576*t^6*x^5+22*t^4*x^7+40*t^2*x^9+3592*t^6*x^4-2360*t^4*x^6-96*t^2*x^8+2548*t^6*x^3-2574*t^4*x^5-298*t^2*x^7+1980*t^6*x^2-4144*t^4*x^4+230*t^2*x^6+8*x^8+720*t^6*x-2506*t^4*x^3+258*t^2*x^5+24*x^7+288*t^6-1500*t^4*x^2+766*t^2*x^4-480*t^4*x+334*t^2*x^3-7*x^5-192*t^4+120*t^2*x^2-48*x^4-12*x^3)/(1+x)/(4*t^2*x^4+4*t^2*x^3+8*t^2*x^2+4*t^2*x+4*t^2-x^2)^2/(t^2+1)*dt;
Qx[14, 1, 0, "xy"] := -(432*t^13*x^11+1872*t^13*x^10+4752*t^12*x^11+4176*t^13*x^9+22176*t^12*x^10+9180*t^11*x^11+8304*t^13*x^8+50688*t^12*x^9+54180*t^11*x^10+9828*t^10*x^11+11232*t^13*x^7+103536*t^12*x^8+134532*t^11*x^9+60264*t^10*x^10+5940*t^9*x^11+14112*t^13*x^6+146304*t^12*x^7+291564*t^11*x^8+152208*t^10*x^9+41472*t^9*x^10+1566*t^8*x^11+12960*t^13*x^5+186336*t^12*x^6+461064*t^11*x^7+326124*t^10*x^8+95832*t^9*x^9+7506*t^8*x^10+486*t^7*x^11+11232*t^13*x^4+180000*t^12*x^5+599832*t^11*x^6+579584*t^10*x^7+208392*t^9*x^8+2430*t^8*x^9-927*t^7*x^10+54*t^6*x^11+6768*t^13*x^3+157248*t^12*x^4+644280*t^11*x^5+737928*t^10*x^6+416012*t^9*x^7+5070*t^8*x^8-24723*t^7*x^9-306*t^6*x^10+3984*t^13*x^2+100080*t^12*x^3+566856*t^11*x^4+881656*t^10*x^5+530084*t^9*x^6+59816*t^8*x^7-50271*t^7*x^8-8676*t^6*x^9-18*t^5*x^10+1296*t^13*x+58752*t^12*x^2+397596*t^11*x^3+762288*t^10*x^4+694372*t^9*x^5+73716*t^8*x^6-100410*t^7*x^7-12915*t^6*x^8-1449*t^5*x^9+432*t^13+20448*t^12*x+229572*t^11*x^2+577436*t^10*x^3+619652*t^9*x^4+143044*t^8*x^5-100928*t^7*x^6-47181*t^6*x^7-5418*t^5*x^8-144*t^4*x^9+6480*t^12+89028*t^11*x+320784*t^10*x^2+492800*t^9*x^3+159720*t^8*x^4-148568*t^7*x^5-25251*t^6*x^6-12780*t^5*x^7-1863*t^4*x^8-9*t^3*x^9+25164*t^11+132984*t^10*x+282396*t^9*x^2+140042*t^8*x^3-62504*t^7*x^4-84745*t^6*x^5+4089*t^5*x^6-2393*t^4*x^7-114*t^3*x^8+30564*t^10+123588*t^9*x+94554*t^8*x^2-71172*t^7*x^3-20985*t^6*x^4-6942*t^5*x^5+1023*t^4*x^6+100*t^3*x^7+15*t^2*x^8+24948*t^9+49230*t^8*x-10401*t^7*x^2-50241*t^6*x^3+15942*t^5*x^4+1880*t^4*x^5+148*t^3*x^6+79*t^2*x^7+4266*t^8-477*t^7*x-10107*t^6*x^2-1782*t^5*x^3+5877*t^4*x^4+23*t^3*x^5+75*t^2*x^6+6*t*x^7-2025*t^7-3915*t^6*x-747*t^5*x^2+2653*t^4*x^3+148*t^3*x^4-64*t^2*x^5+11*t*x^6-324*t^6-459*t^5*x+75*t^4*x^2+262*t^3*x^3-60*t^2*x^4-16*t*x^5+6*t^3*x^2-11*t^2*x^3-t*x^4-2*x^5)/(t^2+t+1)/t/(1+x)/(3*t^2*x^4+4*t^2*x^3+6*t^2*x^2+2*t*x^3+4*t^2*x+3*t^2+2*t*x-x^2)^2-(432*t^13*x^11+1872*t^13*x^10+4752*t^12*x^11+4176*t^13*x^9+21744*t^12*x^10+9180*t^11*x^11+8304*t^13*x^8+49392*t^12*x^9+49428*t^11*x^10+9828*t^10*x^11+11232*t^13*x^7+99120*t^12*x^8+119844*t^11*x^9+57132*t^10*x^10+5940*t^9*x^11+14112*t^13*x^6+138528*t^12*x^7+242460*t^11*x^8+139068*t^10*x^9+39420*t^9*x^10+1566*t^8*x^11+12960*t^13*x^5+173664*t^12*x^6+372024*t^11*x^7+276444*t^10*x^8+89856*t^9*x^9+11070*t^8*x^10+486*t^7*x^11+11232*t^13*x^4+165600*t^12*x^5+457416*t^11*x^6+459176*t^10*x^7+176100*t^9*x^8+15246*t^8*x^9+1611*t^7*x^10+54*t^6*x^11+6768*t^13*x^3+142560*t^12*x^4+479016*t^11*x^5+550296*t^10*x^6+316808*t^9*x^7+26346*t^8*x^8-9693*t^7*x^9+342*t^6*x^10+3984*t^13*x^2+89424*t^12*x^3+400824*t^11*x^4+625432*t^10*x^5+375808*t^9*x^6+60608*t^8*x^7-19347*t^7*x^8-2637*t^6*x^9+36*t^5*x^10+1296*t^13*x+51888*t^12*x^2+275436*t^11*x^3+514392*t^10*x^4+460288*t^9*x^5+70340*t^8*x^6-49662*t^7*x^7-2982*t^6*x^8-243*t^5*x^9+432*t^13+17712*t^12*x+152100*t^11*x^2+376820*t^10*x^3+389248*t^9*x^4+95848*t^8*x^5-42624*t^7*x^6-22257*t^6*x^7-1782*t^5*x^8-54*t^4*x^9+5616*t^12+57780*t^11*x+201660*t^10*x^2+297428*t^9*x^3+103220*t^8*x^4-80920*t^7*x^5-8556*t^6*x^6-5691*t^5*x^7-936*t^4*x^8-9*t^3*x^9+15660*t^11+81324*t^10*x+163668*t^9*x^2+78146*t^8*x^3-25356*t^7*x^4-46649*t^6*x^5+3144*t^5*x^6-1241*t^4*x^7-78*t^3*x^8+18252*t^10+69552*t^9*x+53406*t^8*x^2-40668*t^7*x^3-10032*t^6*x^4-4260*t^5*x^5+510*t^4*x^6+19*t^3*x^7+6*t^2*x^8+13068*t^9+25866*t^8*x-3471*t^7*x^2-29205*t^6*x^3+7806*t^5*x^4+827*t^4*x^5+59*t^3*x^6+37*t^2*x^7+1890*t^8-567*t^7*x-5682*t^6*x^2-1911*t^5*x^3+2916*t^4*x^4-7*t^3*x^5+40*t^2*x^6+3*t*x^7-1053*t^7-2106*t^6*x-756*t^5*x^2+1276*t^4*x^3+83*t^3*x^4-34*t^2*x^5+6*t*x^6-162*t^6-243*t^5*x+12*t^4*x^2+139*t^3*x^3-26*t^2*x^4-8*t*x^5+6*t^3*x^2-5*t^2*x^3-x^5)/(3*t^2*x^4+4*t^2*x^3+6*t^2*x^2+2*t*x^3+4*t^2*x+3*t^2+2*t*x-x^2)^2/(1+x)/(t^2+t+1)*dt;
Qx[15, 1, 0, "xy"] := 2*(24*t^4*x^4+48*t^4*x^2+8*t^2*x^4+6*t^2*x^3+24*t^4-8*t^2*x^2-10*t^2*x-x^2)/(4*t^2*x^2+4*t^2-x)/(1+x)/t+(48*t^4*x^4+96*t^4*x^2+8*t^2*x^4+48*t^4-8*t^2*x^2-16*t^2*x-x^2)/(1+x)/(4*t^2*x^2+4*t^2-x)*dt;
Qx[16, 1, 0, "xy"] := -1/2*(64*t^10*x^10-32*t^9*x^11-960*t^10*x^9+480*t^9*x^10-44*t^8*x^11+1216*t^10*x^8-2976*t^9*x^9+780*t^8*x^10-12*t^7*x^11-2688*t^10*x^7+2912*t^9*x^8-4132*t^8*x^9+464*t^7*x^10+t^6*x^11+4096*t^10*x^6-4096*t^9*x^7+2596*t^8*x^8-3320*t^7*x^9+79*t^6*x^10+t^5*x^11-3072*t^10*x^5+7680*t^9*x^6+4072*t^8*x^7+2412*t^7*x^8-1273*t^6*x^9-16*t^5*x^10+4864*t^10*x^4-2560*t^9*x^5-232*t^8*x^6+10976*t^7*x^7+1949*t^6*x^8-70*t^5*x^9-7*t^4*x^10-1920*t^10*x^3+10240*t^9*x^4+11288*t^8*x^5-5976*t^7*x^6+8638*t^6*x^7+559*t^5*x^8+94*t^4*x^9+1984*t^10*x^2-3040*t^9*x^3+2536*t^8*x^4+18392*t^7*x^5-3526*t^6*x^6+3108*t^5*x^7-267*t^4*x^8+23*t^3*x^9-576*t^10*x+5152*t^9*x^2+1604*t^8*x^3-6416*t^7*x^4+10674*t^6*x^5-102*t^5*x^6+565*t^4*x^7-196*t^3*x^8+64*t^10-1632*t^9*x+4700*t^8*x^2+4204*t^7*x^3-6786*t^6*x^4+1438*t^5*x^5+1247*t^4*x^6+210*t^3*x^7-35*t^2*x^8+160*t^9-1524*t^8*x+2312*t^7*x^2+2657*t^6*x^3-3184*t^5*x^4-1523*t^4*x^5+1015*t^3*x^6+109*t^2*x^7+116*t^8-672*t^7*x+663*t^6*x^2+859*t^5*x^3-741*t^4*x^4-1011*t^3*x^5+344*t^2*x^6+18*t*x^7+36*t^7-153*t^6*x+118*t^5*x^2+195*t^4*x^3-20*t^3*x^4-326*t^2*x^5+44*t*x^6+5*t^6-24*t^5*x+8*t^4*x^2+34*t^3*x^3+23*t^2*x^4-66*t*x^5+t^5-3*t^4*x+t^3*x^2+t^2*x^3+8*t*x^4-8*x^5)/(t+1)/t/(t^2*x^4-4*t^2*x^3+2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(1+x)-1/2*(64*t^10*x^10-32*t^9*x^11-960*t^10*x^9+480*t^9*x^10-44*t^8*x^11+1216*t^10*x^8-3040*t^9*x^9+748*t^8*x^10-12*t^7*x^11-2688*t^10*x^7+2976*t^9*x^8-3972*t^8*x^9+420*t^7*x^10+t^6*x^11+4096*t^10*x^6-5504*t^9*x^7+2596*t^8*x^8-2836*t^7*x^9+67*t^6*x^10+t^5*x^11-3072*t^10*x^5+9024*t^9*x^6-1816*t^8*x^7+1780*t^7*x^8-969*t^6*x^9-15*t^5*x^10+4864*t^10*x^4-4480*t^9*x^5+5144*t^8*x^6+2328*t^7*x^7+1113*t^6*x^8-25*t^5*x^9-6*t^4*x^10-1920*t^10*x^3+11968*t^9*x^4+2840*t^8*x^5+520*t^7*x^6+2338*t^6*x^7+261*t^5*x^8+78*t^4*x^9+1984*t^10*x^2-3680*t^9*x^3+9192*t^8*x^4+6440*t^7*x^5+78*t^6*x^6+586*t^5*x^7-192*t^4*x^8+18*t^3*x^9-576*t^10*x+5600*t^9*x^2-956*t^8*x^3+2344*t^7*x^4+2918*t^6*x^5+842*t^5*x^6-90*t^4*x^7-126*t^3*x^8+64*t^10-1696*t^9*x+6012*t^8*x^2+884*t^7*x^3-734*t^6*x^4-698*t^5*x^5+964*t^4*x^6+6*t^3*x^7-22*t^2*x^8+160*t^9-1684*t^8*x+3604*t^7*x^2+445*t^6*x^3-486*t^5*x^4-1294*t^4*x^5+600*t^3*x^6+41*t^2*x^7+116*t^8-788*t^7*x+1263*t^6*x^2-27*t^5*x^3+52*t^4*x^4-634*t^3*x^5+189*t^2*x^6+9*t*x^7+36*t^7-189*t^6*x+261*t^5*x^2-34*t^4*x^3+114*t^3*x^4-181*t^2*x^5+25*t*x^6+5*t^6-29*t^5*x+30*t^4*x^2-6*t^3*x^3+33*t^2*x^4-33*t*x^5+t^5-4*t^4*x+4*t^3*x^2-4*t^2*x^3+7*t*x^4-4*x^5)/(1+x)/(t^2*x^4-4*t^2*x^3+2*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(t+1)*dt;
Qx[17, 1, 0, "xy"] := 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^3*x^5-16104*t^2*x^6+3310*x^8-2610*t^3*x^4+3310*t*x^6)/t^3/(x^2+x+1)/(t^2*x^3-2*t*x^2-4*t^2+x)^4/(2*t*x^3-x^2+t)/x*dt;
Qx[18, 1, 0, "xy"] := 2*(4*t^7*x^16+6*t^6*x^17+400*t^7*x^15-47*t^6*x^16+2*t^5*x^17+824*t^7*x^14+378*t^6*x^15-52*t^5*x^16-720*t^7*x^13+746*t^6*x^14+211*t^5*x^15-12*t^4*x^16-2256*t^7*x^12-1586*t^6*x^13+284*t^5*x^14+97*t^4*x^15+4768*t^7*x^11-3508*t^6*x^12-1592*t^5*x^13+24*t^4*x^14+18*t^3*x^15+6344*t^7*x^10+7954*t^6*x^11-2500*t^5*x^12-867*t^4*x^13-30*t^3*x^14-5824*t^7*x^9+7890*t^6*x^10+6385*t^5*x^11-714*t^4*x^12-237*t^3*x^13-8*t^2*x^14-6216*t^7*x^8-12022*t^6*x^9+4812*t^5*x^10+3432*t^4*x^11+42*t^3*x^12-25*t^2*x^13-2800*t^7*x^7-3498*t^6*x^8-10450*t^5*x^9+1810*t^4*x^10+1112*t^3*x^11+47*t^2*x^12+296*t^7*x^6+734*t^6*x^7+1796*t^5*x^8-5514*t^4*x^9+194*t^3*x^10+154*t^2*x^11+4*t*x^12+2608*t^7*x^5-162*t^6*x^6+3597*t^5*x^7+1740*t^4*x^8-1948*t^3*x^9-106*t^2*x^10+2*t*x^11+2064*t^7*x^4+1018*t^6*x^5+244*t^5*x^6+1901*t^4*x^7+482*t^3*x^8-396*t^2*x^9-26*t*x^10+576*t^7*x^3+1484*t^6*x^4-628*t^5*x^5+496*t^4*x^6+256*t^3*x^7+108*t^2*x^8-24*t*x^9-40*t^7*x^2+598*t^6*x^3+52*t^5*x^4-195*t^4*x^5+100*t^3*x^6-38*t^2*x^7+36*t*x^8+3*x^9-32*t^7*x+38*t^6*x^2+111*t^5*x^3-54*t^4*x^4+41*t^3*x^5-62*t^2*x^6+6*x^8+4*t^7-24*t^6*x+36*t^5*x^2-38*t^4*x^3+44*t^3*x^4-7*t^2*x^5-18*t*x^6+3*x^7+t^6-4*t^5*x+6*t^4*x^2-10*t^3*x^3+13*t^2*x^4-6*t*x^5)/(3*t+1)/t/(t^2*x^4-4*t^2*x^3-6*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(t*x^4+2*t*x^3+2*t*x-x^2+t)/(x+1)/(x-1)/(x^2+x+1)/(12*t^2+12*t+3)+2*x^2*(4*t^6*x^12-3*t^5*x^13-232*t^6*x^11+22*t^5*x^12-t^4*x^13-716*t^6*x^10-187*t^5*x^11+22*t^4*x^12+560*t^6*x^9-877*t^5*x^10-57*t^4*x^11+5*t^3*x^12+1188*t^6*x^8+1138*t^5*x^9-508*t^4*x^10-19*t^3*x^11-672*t^6*x^7+1633*t^5*x^8+903*t^4*x^9-165*t^3*x^10-4*t^2*x^11-48*t^6*x^6-1814*t^5*x^7+1022*t^4*x^8+380*t^3*x^9-22*t^2*x^10+192*t^6*x^5+566*t^5*x^6-1766*t^4*x^7+324*t^3*x^8+86*t^2*x^9-108*t^6*x^4+721*t^5*x^5+810*t^4*x^6-958*t^3*x^7+32*t^2*x^8+8*t*x^9-88*t^6*x^3-8*t^5*x^4+525*t^4*x^5+406*t^3*x^6-298*t^2*x^7-3*t*x^8-68*t^6*x^2+t^5*x^3+52*t^4*x^4+36*t^3*x^5+122*t^2*x^6-39*t*x^7-16*t^6*x-25*t^5*x^2+47*t^4*x^3+3*t^3*x^4-66*t^2*x^5+36*t*x^6+4*t^6-16*t^5*x+10*t^4*x^2+17*t^3*x^3-12*t^2*x^4-15*t*x^5+6*x^6+t^5-3*t^4*x+3*t^3*x^2+2*t^2*x^3-3*t*x^4)/t/(3*t+1)/(t^2*x^4-4*t^2*x^3-6*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(t*x^4+2*t*x^3+2*t*x-x^2+t)/(x^2+x+1)/(12*t^2+12*t+3)*dx+2*(4*t^7*x^15+6*t^6*x^16+404*t^7*x^14-41*t^6*x^15+2*t^5*x^16+1228*t^7*x^13+333*t^6*x^14-47*t^5*x^15+508*t^7*x^12+1311*t^6*x^13+142*t^5*x^14-11*t^4*x^15-1748*t^7*x^11+437*t^6*x^12+616*t^5*x^13+64*t^4*x^14+3020*t^7*x^10-3399*t^6*x^11-121*t^5*x^12+146*t^4*x^13+13*t^3*x^14+9364*t^7*x^9+4083*t^6*x^10-3572*t^5*x^11-235*t^4*x^12+2*t^3*x^13+3540*t^7*x^8+12085*t^6*x^9+2057*t^5*x^10-1795*t^4*x^11-75*t^3*x^12-4*t^2*x^13-2676*t^7*x^7-1077*t^6*x^8+7545*t^5*x^9+1123*t^4*x^10-394*t^3*x^11-7*t^2*x^12-5476*t^7*x^6-4095*t^6*x^7-5104*t^5*x^8+3796*t^4*x^9+559*t^3*x^10-42*t^2*x^11-5180*t^7*x^5-3205*t^6*x^6-2215*t^5*x^7-3550*t^4*x^8+1331*t^3*x^9+102*t^2*x^10-4*t*x^11-2572*t^7*x^4-3471*t^6*x^5+824*t^5*x^6-569*t^4*x^7-1347*t^3*x^8+208*t^2*x^9+t*x^10-508*t^7*x^3-2277*t^6*x^4+346*t^5*x^5+470*t^4*x^6+57*t^3*x^7-342*t^2*x^8+6*t*x^9+68*t^7*x^2-689*t^6*x^3-249*t^5*x^4+394*t^4*x^5-96*t^3*x^6+130*t^2*x^7-51*t*x^8+28*t^7*x-27*t^6*x^2-182*t^5*x^3+137*t^4*x^4-49*t^3*x^5-18*t^2*x^6+39*t*x^7-3*x^8-4*t^7+27*t^6*x-47*t^5*x^2+39*t^4*x^3-14*t^3*x^4-16*t^2*x^5+6*t*x^6+3*x^7-t^6+5*t^5*x-9*t^4*x^2+13*t^3*x^3-11*t^2*x^4+3*t*x^5)/(3*t+1)/(t^2*x^4-4*t^2*x^3-6*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)^2/(t*x^4+2*t*x^3+2*t*x-x^2+t)/(x+1)/(x^2+x+1)/(12*t^2+12*t+3)*dt;
Qx[19, 1, 0, "xy"] := 1/2*(180*t^7*x^15+16*t^6*x^16+180*t^7*x^14-80*t^6*x^15-30*t^5*x^16-828*t^7*x^13+370*t^6*x^14-83*t^5*x^15-828*t^7*x^12+1706*t^6*x^13-102*t^5*x^14+126*t^4*x^15+1428*t^7*x^11+1920*t^6*x^12-1368*t^5*x^13+245*t^4*x^14+1428*t^7*x^10+16*t^6*x^11-3524*t^5*x^12+148*t^4*x^13-180*t^3*x^14-1020*t^7*x^9-2990*t^6*x^10-1131*t^5*x^11+784*t^4*x^12-458*t^3*x^13-1020*t^7*x^8-3734*t^6*x^9+3968*t^5*x^10+1028*t^4*x^11+132*t^2*x^13+60*t^7*x^7-224*t^6*x^8+4600*t^5*x^9-1026*t^4*x^10-308*t^3*x^11+472*t^2*x^12+60*t^7*x^6+1504*t^6*x^7+2458*t^5*x^8-3520*t^4*x^9-556*t^3*x^10+232*t^2*x^11-66*t*x^12+300*t^7*x^5-330*t^6*x^6+615*t^5*x^7-748*t^4*x^8-272*t^3*x^9+292*t^2*x^10-237*t*x^11+300*t^7*x^4-34*t^6*x^5-1590*t^5*x^6+478*t^4*x^7+116*t^3*x^8+838*t^2*x^9-204*t*x^10+18*x^11-132*t^7*x^3+1360*t^6*x^4-3168*t^5*x^5+2709*t^4*x^6-828*t^3*x^7-92*t^2*x^8+36*t*x^9+45*x^10-132*t^7*x^2+736*t^6*x^3-1624*t^5*x^4+1116*t^4*x^5+320*t^3*x^6-320*t^2*x^7-84*t*x^8+18*x^9+12*t^7*x-122*t^6*x^2+535*t^5*x^3-1196*t^4*x^4+1482*t^3*x^5-1056*t^2*x^6+417*t*x^7-72*x^8+12*t^7-114*t^6*x+444*t^5*x^2-912*t^4*x^3+1068*t^3*x^4-690*t^2*x^5+210*t*x^6-18*x^7)/(1+x)^3/(t*x^2+2*t*x+t-x)^2/(x-1)/(2*t*x^2+2*t-x)/(t*x^2-2*t*x+t-x)^2/t/x-1/2*x^3*(-3*t^5*x^12+144*t^6*x^10-74*t^5*x^10+9*t^4*x^11-480*t^6*x^8+224*t^5*x^9+40*t^4*x^10+983*t^5*x^8-15*t^4*x^9-6*t^3*x^10+480*t^6*x^6+928*t^5*x^7-1091*t^4*x^8-152*t^3*x^9+228*t^5*x^6-2022*t^4*x^7+72*t^3*x^8+12*t^2*x^9-672*t^5*x^5-428*t^4*x^6+904*t^3*x^7+196*t^2*x^8-805*t^5*x^4-142*t^4*x^5+884*t^3*x^6+128*t^2*x^7-21*t*x^8-240*t^6*x^2-32*t^5*x^3+1254*t^4*x^4-416*t^3*x^5-338*t^2*x^6-102*t*x^7-314*t^5*x^2+605*t^4*x^3-184*t^3*x^4+68*t^2*x^5-114*t*x^6+9*x^7+96*t^6-448*t^5*x+1020*t^4*x^2-840*t^3*x^3-32*t^2*x^4+156*t*x^5+18*x^6-15*t^5+29*t^4*x+2*t^3*x^2-16*t^2*x^3-9*t*x^4+9*x^5-27*t^4+120*t^3*x-210*t^2*x^2+162*t*x^3-45*x^4)/t/(1+x)^2/(t*x^2+2*t*x+t-x)^2/(x-1)/(2*t*x^2+2*t-x)/(t*x^2-2*t*x+t-x)^2*dx+1/2*(180*t^7*x^12+16*t^6*x^13-96*t^6*x^12-15*t^5*x^13-648*t^7*x^10+320*t^6*x^11-32*t^5*x^12+1288*t^6*x^10-35*t^5*x^11+63*t^4*x^12+780*t^7*x^8+1408*t^6*x^9-1667*t^5*x^10-20*t^4*x^11+288*t^6*x^8-2862*t^5*x^9+216*t^4*x^10-78*t^3*x^11-240*t^7*x^6-1152*t^6*x^7-836*t^5*x^8+1792*t^4*x^9+60*t^3*x^10-976*t^6*x^6+50*t^5*x^7+1502*t^4*x^8-18*t^3*x^9+36*t^2*x^10-180*t^7*x^4-112*t^6*x^5+1470*t^5*x^6+16*t^4*x^7-1086*t^3*x^8-12*t^2*x^9-512*t^6*x^4+893*t^5*x^5-64*t^4*x^6-186*t^3*x^7-52*t^2*x^8-9*t*x^9+120*t^7*x^2-576*t^6*x^3+1148*t^5*x^4-528*t^4*x^5-720*t^3*x^6+544*t^2*x^7-18*t*x^8+8*t^6*x^2-79*t^5*x^3+203*t^4*x^4-198*t^3*x^5+72*t^2*x^6-9*t*x^7+3*x^8-12*t^7+96*t^6*x-339*t^5*x^2+660*t^4*x^3-750*t^3*x^4+468*t^2*x^5-129*t*x^6+6*x^7)/x/(1+x)/(t*x^2+2*t*x+t-x)^2/(2*t*x^2+2*t-x)/(t*x^2-2*t*x+t-x)^2*dt;
Qx[1, 0, 1, "xy"] := -1/3*(4*t^7*x^12-27*t^6*x^12-24*t^7*x^10-48*t^6*x^11-54*t^5*x^12+130*t^6*x^10+324*t^5*x^11-18*t^4*x^12+60*t^7*x^8+192*t^6*x^9-600*t^5*x^10+360*t^4*x^11-253*t^6*x^8-208*t^5*x^9-1269*t^4*x^10+108*t^3*x^11-80*t^7*x^6-288*t^6*x^7+828*t^5*x^8+880*t^4*x^9-666*t^3*x^10+252*t^6*x^6-488*t^5*x^7+2160*t^4*x^8+948*t^3*x^9-162*t^2*x^10+60*t^7*x^4+192*t^6*x^5+312*t^5*x^6-3216*t^4*x^7+1278*t^3*x^8+360*t^2*x^9-133*t^6*x^4+304*t^5*x^5+994*t^4*x^6-3580*t^3*x^7+405*t^2*x^8+72*t*x^9-24*t^7*x^2-48*t^6*x^3-438*t^5*x^4+816*t^4*x^5+1266*t^3*x^6-1320*t^2*x^7+34*t^6*x^2+68*t^5*x^3-486*t^4*x^4-52*t^3*x^5+868*t^2*x^6-324*t*x^7+4*t^7-48*t^5*x^2+136*t^4*x^3-54*t^3*x^4-240*t^2*x^5+202*t*x^6-3*t^6+27*t^4*x^2-48*t^3*x^3+81*t^2*x^4-108*t*x^5+51*x^6)/t/(x-1)/x/(1+x)/(t*x^2+2*t*x+t-x)^2/(t*x^2-2*t*x+t-x)^2-1/3*(4*t^7*x^12-27*t^6*x^12-24*t^7*x^10-48*t^6*x^11-54*t^5*x^12+138*t^6*x^10+324*t^5*x^11-18*t^4*x^12+60*t^7*x^8+192*t^6*x^9-630*t^5*x^10+360*t^4*x^11-285*t^6*x^8-240*t^5*x^9-1251*t^4*x^10+108*t^3*x^11-80*t^7*x^6-288*t^6*x^7+948*t^5*x^8+1000*t^4*x^9-666*t^3*x^10+300*t^6*x^6-456*t^5*x^7+2136*t^4*x^8+876*t^3*x^9-162*t^2*x^10+60*t^7*x^4+192*t^6*x^5+132*t^5*x^6-3336*t^4*x^7+1098*t^3*x^8+360*t^2*x^9-165*t^6*x^4+336*t^5*x^5+1134*t^4*x^6-3540*t^3*x^7+513*t^2*x^8+72*t*x^9-24*t^7*x^2-48*t^6*x^3-318*t^5*x^4+696*t^4*x^5+1146*t^3*x^6-1200*t^2*x^7+42*t^6*x^2+36*t^5*x^3-510*t^4*x^4-12*t^3*x^5+948*t^2*x^6-396*t*x^7+4*t^7-78*t^5*x^2+256*t^4*x^3-234*t^3*x^4-120*t^2*x^5+172*t*x^6-3*t^6+45*t^4*x^2-120*t^3*x^3+189*t^2*x^4-180*t*x^5+69*x^6)/(x-1)/x/(1+x)/(t*x^2+2*t*x+t-x)^2/(t*x^2-2*t*x+t-x)^2*dt;
Qx[2, 0, 1, "xy"] := 2*(1024*t^6*x^10-384*t^5*x^11+5120*t^6*x^8-128*t^5*x^9-384*t^4*x^10+32*t^3*x^11+10240*t^6*x^6+1792*t^5*x^7-384*t^4*x^8-192*t^3*x^9+20*t^2*x^10+10240*t^6*x^4+2304*t^5*x^5-384*t^4*x^6-8*t^2*x^8+10*t*x^9+5120*t^6*x^2+640*t^5*x^3-1152*t^4*x^4-64*t^3*x^5-32*t^2*x^6-2*t*x^7+x^8+1024*t^6-128*t^5*x-768*t^4*x^2-288*t^3*x^3+8*t^2*x^4-10*t*x^5+12*t^2*x^2+18*t*x^3+3*x^4)/(1+x)/(2*t*x^2+2*t-x)^2/(x-1)/(2*t*x^2+2*t+x)^2/(16*t^2-1)+2*(512*t^6*x^10-384*t^5*x^11+2560*t^6*x^8-128*t^5*x^9-384*t^4*x^10+32*t^3*x^11+5120*t^6*x^6+1792*t^5*x^7-128*t^4*x^8-192*t^3*x^9+20*t^2*x^10+5120*t^6*x^4+2304*t^5*x^5+384*t^4*x^6-8*t^2*x^8+10*t*x^9+2560*t^6*x^2+640*t^5*x^3-384*t^4*x^4-64*t^3*x^5-64*t^2*x^6-2*t*x^7+x^8+512*t^6-128*t^5*x-512*t^4*x^2-288*t^3*x^3-24*t^2*x^4-10*t*x^5+12*t^2*x^2+18*t*x^3+3*x^4)*t/(1+x)/(2*t*x^2+2*t-x)^2/(x-1)/(2*t*x^2+2*t+x)^2/(16*t^2-1)*dt;
Qx[3, 0, 1, "xy"] := 2*(55296*t^10*x^10-20736*t^9*x^11+276480*t^10*x^9-117504*t^9*x^10+11520*t^8*x^11+829440*t^10*x^8-345600*t^9*x^9+13824*t^8*x^10+1152*t^7*x^11+1658880*t^10*x^7-794880*t^9*x^8+23616*t^7*x^10-1728*t^6*x^11+2488320*t^10*x^6-1416960*t^9*x^7-48384*t^8*x^8+33408*t^7*x^9-6240*t^6*x^10-176*t^5*x^11+2820096*t^10*x^5-2101248*t^9*x^6-124416*t^8*x^7+25920*t^7*x^8+2208*t^6*x^9-2112*t^5*x^10+16*t^4*x^11+2488320*t^10*x^4-2453760*t^9*x^5-207360*t^8*x^6+11520*t^7*x^7+19008*t^6*x^8-3168*t^5*x^9-8*t^4*x^10+1658880*t^10*x^3-2287872*t^9*x^4-248832*t^8*x^5+29952*t^7*x^6+33120*t^6*x^7+240*t^5*x^8-784*t^4*x^9+16*t^3*x^10+829440*t^10*x^2-1603584*t^9*x^3-207360*t^8*x^4+79488*t^7*x^5+51840*t^6*x^6+7056*t^5*x^7-1104*t^4*x^8+16*t^3*x^9+276480*t^10*x-836352*t^9*x^2-103680*t^8*x^3+110016*t^7*x^4+58464*t^6*x^5+11520*t^5*x^6-416*t^4*x^7-116*t^3*x^8+14*t^2*x^9+55296*t^10-283392*t^9*x-25344*t^8*x^2+81792*t^7*x^3+54144*t^6*x^4+8976*t^5*x^5-880*t^4*x^6-72*t^3*x^7+28*t^2*x^8-55296*t^9+6912*t^8*x+38592*t^7*x^2+28512*t^6*x^3+4176*t^5*x^4-1584*t^4*x^5-120*t^3*x^6-14*t^2*x^7+2*t*x^8+7200*t^6*x^2+288*t^5*x^3-3392*t^4*x^4-288*t^3*x^5-28*t^2*x^6+1920*t^6*x-832*t^5*x^2-1936*t^4*x^3-412*t^3*x^4+2*t^2*x^5-2*t*x^6+384*t^6-48*t^5*x-280*t^4*x^2-40*t^3*x^3+56*t^2*x^4+2*t*x^5+8*t^3*x^2+14*t^2*x^3+4*t*x^4+x^5)/(1+x)/(x-1)/(2*t*x^2+2*t*x+2*t+x)^2/(2*t*x^2+2*t*x+2*t-x)^2/t+2*(27648*t^10*x^10-20736*t^9*x^11+138240*t^10*x^9-89856*t^9*x^10+11520*t^8*x^11+414720*t^10*x^8-207360*t^9*x^9+13824*t^8*x^10+1152*t^7*x^11+829440*t^10*x^7-380160*t^9*x^8+23616*t^7*x^10-1728*t^6*x^11+1244160*t^10*x^6-587520*t^9*x^7-34560*t^8*x^8+33408*t^7*x^9-6432*t^6*x^10-176*t^5*x^11+1410048*t^10*x^5-857088*t^9*x^6-82944*t^8*x^7+12096*t^7*x^8+1248*t^6*x^9-2112*t^5*x^10+16*t^4*x^11+1244160*t^10*x^4-1043712*t^9*x^5-124416*t^8*x^6-29952*t^7*x^7+16128*t^6*x^8-3168*t^5*x^9-8*t^4*x^10+829440*t^10*x^3-1043712*t^9*x^4-152064*t^8*x^5-52992*t^7*x^6+27360*t^6*x^7+240*t^5*x^8-784*t^4*x^9+16*t^3*x^10+414720*t^10*x^2-774144*t^9*x^3-124416*t^8*x^4-17280*t^7*x^5+41472*t^6*x^6+7056*t^5*x^7-1008*t^4*x^8+16*t^3*x^9+138240*t^10*x-421632*t^9*x^2-62208*t^8*x^3+27072*t^7*x^4+46944*t^6*x^5+13248*t^5*x^6-128*t^4*x^7-116*t^3*x^8+14*t^2*x^9+27648*t^10-145152*t^9*x-11520*t^8*x^2+40320*t^7*x^3+43776*t^6*x^4+10704*t^5*x^5-304*t^4*x^6-72*t^3*x^7+28*t^2*x^8-27648*t^9+6912*t^8*x+24768*t^7*x^2+22752*t^6*x^3+5904*t^5*x^4-912*t^4*x^5-120*t^3*x^6-14*t^2*x^7+2*t*x^8+4320*t^6*x^2+288*t^5*x^3-2816*t^4*x^4-288*t^3*x^5-40*t^2*x^6+960*t^6*x-832*t^5*x^2-1648*t^4*x^3-412*t^3*x^4-10*t^2*x^5-2*t*x^6+192*t^6-48*t^5*x-184*t^4*x^2-40*t^3*x^3+44*t^2*x^4+2*t*x^5+8*t^3*x^2+14*t^2*x^3+4*t*x^4+x^5)/(2*t*x^2+2*t*x+2*t-x)^2/(2*t*x^2+2*t*x+2*t+x)^2/(x-1)/(1+x)*dt;
Qx[4, 0, 1, "xy"] := -2*(288*t^9*x^11+4704*t^9*x^10+981*t^8*x^11+19232*t^9*x^9+12357*t^8*x^10+1206*t^7*x^11+50464*t^9*x^8+44279*t^8*x^9+9261*t^7*x^10+612*t^6*x^11+98240*t^9*x^7+103719*t^8*x^8+16305*t^7*x^9+5934*t^6*x^10+90*t^5*x^11+146496*t^9*x^6+189794*t^8*x^7+389*t^7*x^8+9379*t^6*x^9+1476*t^5*x^10-9*t^4*x^11+170688*t^9*x^5+279746*t^8*x^6-44688*t^7*x^7-8284*t^6*x^8+4414*t^5*x^9+54*t^4*x^10+153792*t^9*x^4+330430*t^8*x^5-78370*t^7*x^6-59819*t^6*x^7+1758*t^5*x^8+888*t^4*x^9-12*t^3*x^10+104736*t^9*x^3+307358*t^8*x^4-78834*t^7*x^5-96198*t^6*x^6-11528*t^5*x^7+952*t^4*x^8+2*t^3*x^9+51552*t^9*x^2+213849*t^8*x^3-36730*t^7*x^4-106441*t^6*x^5-15506*t^5*x^6-354*t^4*x^7+4*t^3*x^8-13*t^2*x^9+16416*t^9*x+107145*t^8*x^2-9918*t^7*x^3-63786*t^6*x^4-15514*t^5*x^5+559*t^4*x^6+134*t^3*x^7-36*t^2*x^8+2592*t^9+33723*t^8*x+3429*t^7*x^2-34797*t^6*x^3-1502*t^5*x^4+1296*t^4*x^5+333*t^3*x^6+17*t^2*x^7-4*t*x^8+4779*t^8+729*t^7*x-8928*t^6*x^2-1998*t^5*x^3+3523*t^4*x^4+241*t^3*x^5+74*t^2*x^6-891*t^7-2214*t^6*x-450*t^5*x^2+1395*t^4*x^3+285*t^3*x^4+7*t^2*x^5+8*t*x^6-162*t^6-216*t^5*x+54*t^4*x^2+138*t^3*x^3-34*t^2*x^4-6*t*x^5-9*t^2*x^3-4*t*x^4-x^5)/(4*t+1)/t/(t+1)/(x-1)/(1+x)/(t*x^2+2*t*x+t+x)^2/(3*t*x^2+2*t*x+3*t-x)^2-2*(288*t^8*x^11+4704*t^8*x^10+693*t^7*x^11+19232*t^8*x^9+5061*t^7*x^10+513*t^6*x^11+50464*t^8*x^8+8631*t^7*x^9+4605*t^6*x^10+99*t^5*x^11+98240*t^8*x^7+1127*t^7*x^8+6783*t^6*x^9+1410*t^5*x^10-9*t^4*x^11+146496*t^8*x^6-17886*t^7*x^7-5265*t^6*x^8+3649*t^5*x^9+66*t^4*x^10+170688*t^8*x^5-33214*t^7*x^6-37350*t^6*x^7+1166*t^5*x^8+873*t^4*x^9-12*t^3*x^10+153792*t^8*x^4-30914*t^7*x^5-61770*t^6*x^6-9545*t^5*x^7+898*t^4*x^8+15*t^3*x^9+104736*t^8*x^3-12898*t^7*x^4-66514*t^6*x^5-13926*t^5*x^6-777*t^4*x^7+36*t^3*x^8-13*t^2*x^9+51552*t^8*x^2-327*t^7*x^3-40446*t^6*x^4-13737*t^5*x^5-446*t^4*x^6+81*t^3*x^7-32*t^2*x^8+16416*t^8*x+3465*t^7*x^2-20139*t^6*x^3-2838*t^5*x^4+59*t^4*x^5+267*t^3*x^6+17*t^2*x^7-4*t*x^8+2592*t^8+891*t^7*x-4563*t^6*x^2-1734*t^5*x^3+2470*t^4*x^4+193*t^3*x^5+75*t^2*x^6-405*t^7-1053*t^6*x-180*t^5*x^2+942*t^4*x^3+315*t^3*x^4+21*t^2*x^5+8*t*x^6-81*t^6-108*t^5*x+36*t^4*x^2+111*t^3*x^3-21*t^2*x^4-5*t*x^5-9*t^2*x^3-4*t*x^4-x^5)/(4*t+1)/(x-1)/(1+x)/(t*x^2+2*t*x+t+x)^2/(3*t*x^2+2*t*x+3*t-x)^2*dt;
Qx[5, 0, 1, "xy"] := 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Qx[6, 0, 1, "xy"] := 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Qx[7, 0, 1, "xy"] := 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Qx[9, 0, 1, "xy"] := 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Qx[10, 0, 1, "xy"] := 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Qx[11, 0, 1, "xy"] := 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Qx[12, 0, 1, "xy"] := 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Qx[13, 0, 1, "xy"] := 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Qx[14, 0, 1, "xy"] := 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Qx[15, 0, 1, "xy"] := 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Qx[16, 0, 1, "xy"] := 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Qx[17, 0, 1, "xy"] := 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Qx[18, 0, 1, "xy"] := 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17937*t^5*x^8-1117*t^4*x^9-1002*t^3*x^10+157*t^2*x^11+36*t*x^12-3*x^13-1968*t^9*x^3+5672*t^8*x^4+15316*t^7*x^5-7984*t^6*x^6-2166*t^5*x^7+2759*t^4*x^8-454*t^3*x^9+119*t^2*x^10-26*t*x^11-x^12-800*t^9*x^2+224*t^8*x^3+4464*t^7*x^4-6252*t^6*x^5+3512*t^5*x^6-606*t^4*x^7-424*t^3*x^8+320*t^2*x^9-56*t*x^10-80*t^9*x-896*t^8*x^2+2808*t^7*x^3-2572*t^6*x^4-754*t^5*x^5+1650*t^4*x^6-832*t^3*x^7+194*t^2*x^8-31*t*x^9+3*x^10+32*t^9-224*t^8*x+176*t^7*x^2+624*t^6*x^3-1232*t^5*x^4+750*t^4*x^5-288*t^3*x^6+106*t^2*x^7-32*t*x^8+4*x^9+32*t^8-144*t^7*x+272*t^6*x^2-248*t^5*x^3+128*t^4*x^4-56*t^3*x^5+18*t^2*x^6-2*t*x^7)/x/t/(x+1)/(2*t*x^2+2*t*x+2*t-x)/(t^2*x^10+6*t^2*x^9+10*t^2*x^8+15*t^2*x^7-4*t*x^8+32*t^2*x^6-9*t*x^7+49*t^2*x^5-12*t*x^6+x^7+54*t^2*x^4-19*t*x^5+2*x^6+23*t^2*x^3-9*t*x^4+13*t^2*x^2-12*t*x^3+2*x^4+11*t^2*x-7*t*x^2+x^3+2*t^2)/(x-1)^2/(t^2*x^4-4*t^2*x^3-6*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)/(12*t^3+16*t^2+7*t+1)*dt-(16*t^9*x^21-48*t^9*x^20+16*t^8*x^21+48*t^9*x^19-120*t^8*x^20+4*t^7*x^21+1920*t^9*x^18-16*t^8*x^19-82*t^7*x^20+848*t^9*x^17+3176*t^8*x^18+16*t^7*x^19-18*t^6*x^20-4696*t^9*x^16-808*t^8*x^17+2262*t^7*x^18+50*t^6*x^19-5824*t^9*x^15-8320*t^8*x^16-2462*t^7*x^17+874*t^6*x^18+19*t^5*x^19-4264*t^9*x^14-2168*t^8*x^15-4402*t^7*x^16-1824*t^6*x^17+149*t^5*x^18-4360*t^9*x^13+96*t^8*x^14+6260*t^7*x^15-368*t^6*x^16-759*t^5*x^17-3*t^4*x^18-30408*t^9*x^12+10264*t^8*x^13+1106*t^7*x^14+4812*t^6*x^15+251*t^5*x^16-160*t^4*x^17-15952*t^9*x^11-45304*t^8*x^12+24530*t^7*x^13-5936*t^6*x^14+1082*t^5*x^15+177*t^4*x^16-2*t^3*x^17+33848*t^9*x^10-22352*t^8*x^11-25858*t^7*x^12+14874*t^6*x^13-5108*t^5*x^14+313*t^4*x^15+65*t^3*x^16+55016*t^9*x^9+34712*t^8*x^10-260*t^7*x^11-15770*t^6*x^12+5910*t^5*x^13-1115*t^4*x^14+84*t^3*x^15+38824*t^9*x^8+57024*t^8*x^9+1754*t^7*x^10+12782*t^6*x^11-9318*t^5*x^12+2535*t^4*x^13-139*t^3*x^14-13*t^2*x^15+22624*t^9*x^7+44704*t^8*x^8-4826*t^7*x^9-4030*t^6*x^10+9155*t^5*x^11-3294*t^4*x^12+516*t^3*x^13-51*t^2*x^14+27208*t^9*x^6+11848*t^8*x^7+8082*t^7*x^8-14796*t^6*x^9-815*t^5*x^10+3140*t^4*x^11-822*t^3*x^12+26*t^2*x^13+t*x^14+10744*t^9*x^5+39632*t^8*x^6-30724*t^7*x^7+10900*t^6*x^8-5007*t^5*x^9-1007*t^4*x^10+706*t^3*x^11-114*t^2*x^12+11*t*x^13-104*t^9*x^4+20040*t^8*x^5+8174*t^7*x^6-21680*t^6*x^7+11723*t^5*x^8-2308*t^4*x^9-338*t^3*x^10+135*t^2*x^11-640*t^9*x^3+2624*t^8*x^4+6962*t^7*x^5-3236*t^6*x^6-2832*t^5*x^7+2379*t^4*x^8-326*t^3*x^9-35*t^2*x^10+10*t*x^11-x^12-344*t^9*x^2+528*t^8*x^3+1076*t^7*x^4-1774*t^6*x^5+1406*t^5*x^6-765*t^4*x^7+69*t^3*x^8+104*t^2*x^9-23*t*x^10-56*t^9*x-304*t^8*x^2+1348*t^7*x^3-1656*t^6*x^4+224*t^5*x^5+517*t^4*x^6-338*t^3*x^7+64*t^2*x^8-3*t*x^9+16*t^9-136*t^8*x+208*t^7*x^2+132*t^6*x^3-528*t^5*x^4+381*t^4*x^5-147*t^3*x^6+52*t^2*x^7-16*t*x^8+2*x^9+16*t^8-80*t^7*x+168*t^6*x^2-176*t^5*x^3+106*t^4*x^4-48*t^3*x^5+16*t^2*x^6-2*t*x^7)/x/(2*t*x^2+2*t*x+2*t-x)/(t^2*x^10+6*t^2*x^9+10*t^2*x^8+15*t^2*x^7-4*t*x^8+32*t^2*x^6-9*t*x^7+49*t^2*x^5-12*t*x^6+x^7+54*t^2*x^4-19*t*x^5+2*x^6+23*t^2*x^3-9*t*x^4+13*t^2*x^2-12*t*x^3+2*x^4+11*t^2*x-7*t*x^2+x^3+2*t^2)/(x-1)^2/(t^2*x^4-4*t^2*x^3-6*t^2*x^2-2*t*x^3-4*t^2*x+t^2-2*t*x+x^2)/(12*t^3+16*t^2+7*t+1)*dt^2;
Qx[19, 0, 1, "xy"] := 1/6*(3*t^6*x^8+18*t^5*x^9-12*t^6*x^6-27*t^5*x^7-67*t^4*x^8-132*t^3*x^9+30*t^2*x^10+18*t^6*x^4-33*t^5*x^5+31*t^4*x^6+243*t^3*x^7+300*t^2*x^8-42*t*x^9-12*t^6*x^2+75*t^5*x^3-90*t^4*x^4+290*t^3*x^5+91*t^2*x^6-138*t*x^7-6*x^8+3*t^6-33*t^5*x+115*t^4*x^2-580*t^3*x^3+88*t^2*x^4-379*t*x^5+84*x^6-13*t^4+233*t^3*x-417*t^2*x^2+181*t*x^3+10*x^4)/t/x/(x-1)^2/(1+x)^2/(t*x^2+2*t*x+t-x)/(t*x^2-2*t*x+t-x)-1/6*x*(6*t^5*x^6-15*t^5*x^4-18*t^4*x^5-44*t^3*x^6+6*t^2*x^7+12*t^5*x^2+6*t^4*x^3+137*t^3*x^4+138*t^2*x^5-6*t*x^6-3*t^5-97*t^3*x^2-98*t^2*x^3-96*t*x^4-6*x^5+31*t^3-87*t*x^2+50*x^3)/t/(x-1)/(1+x)/(t*x^2+2*t*x+t-x)/(t*x^2-2*t*x+t-x)*dx+1/6*(3*t^6*x^6+6*t^5*x^7-9*t^6*x^4-31*t^4*x^6-44*t^3*x^7+12*t^2*x^8+9*t^6*x^2-30*t^5*x^3+6*t^4*x^4+72*t^2*x^6-18*t*x^7-3*t^6+24*t^5*x-84*t^4*x^2+250*t^3*x^3+137*t^2*x^4+13*t^4-158*t^3*x+285*t^2*x^2-142*t*x^3+8*x^4)/x/(t*x^2-2*t*x+t-x)/(1+x)/(x-1)/(t*x^2+2*t*x+t-x)*dt;
Qx[1, 1, 1, "xy"] := -(t^3*x^7-t^3*x^6+9*t^3*x^5-4*t^2*x^6+11*t^3*x^4-4*t^2*x^5-13*t^3*x^3+6*t^2*x^4+3*t*x^5-11*t^3*x^2-10*t^2*x^3+9*t*x^4+3*t^3*x-2*t^2*x^2-3*t*x^3+t^3-2*t^2*x+3*t*x^2-2*x^3)/t/(1+x)/(t*x^2+2*t*x+t-x)/(t*x^2-2*t*x+t-x)-(t^3*x^7-t^3*x^6+9*t^3*x^5-4*t^2*x^6+11*t^3*x^4-5*t^2*x^5-13*t^3*x^3+6*t^2*x^4+3*t*x^5-11*t^3*x^2-8*t^2*x^3+11*t*x^4+3*t^3*x-2*t^2*x^2-3*t*x^3+t^3-3*t^2*x+5*t*x^2-3*x^3)/(1+x)/(t*x^2+2*t*x+t-x)/(t*x^2-2*t*x+t-x)*dt;
Qx[2, 1, 1, "xy"] := -(96*t^4*x^6-16*t^3*x^7+64*t^4*x^5-48*t^3*x^6+8*t^2*x^7+224*t^4*x^4+48*t^3*x^5-4*t^2*x^6+128*t^4*x^3-32*t^3*x^4-8*t^2*x^5+2*t*x^6+160*t^4*x^2+80*t^3*x^3-24*t^2*x^4-2*t*x^5+64*t^4*x+16*t^3*x^2-16*t^2*x^3+2*t*x^4+32*t^4+16*t^3*x-20*t^2*x^2-6*t*x^3+x^4)/x/t/(1+x)/(2*t*x^2+2*t+x)/(2*t*x^2+2*t-x)+(32*t^4*x^7-96*t^4*x^6+32*t^3*x^7+32*t^4*x^5+48*t^3*x^6-8*t^2*x^7-224*t^4*x^4+4*t^2*x^6-32*t^4*x^3+32*t^3*x^4-2*t*x^6-160*t^4*x^2-32*t^3*x^3+24*t^2*x^4-2*t*x^5-32*t^4*x-16*t^3*x^2+8*t^2*x^3-2*t*x^4-32*t^4+20*t^2*x^2+2*t*x^3-x^4)/x/(1+x)/(2*t*x^2+2*t+x)/(2*t*x^2+2*t-x)*dt;
Qx[3, 1, 1, "xy"] := (1152*t^7*x^7+2304*t^7*x^6-384*t^6*x^7+1152*t^7*x^5-384*t^6*x^6-96*t^5*x^7-4608*t^7*x^4+192*t^6*x^5-384*t^5*x^6-32*t^4*x^7-10368*t^7*x^3-768*t^6*x^4-480*t^5*x^5-192*t^4*x^6-11520*t^7*x^2-1344*t^6*x^3+480*t^5*x^4-416*t^4*x^5+16*t^3*x^6-6912*t^7*x-1920*t^6*x^2+1344*t^5*x^3+128*t^4*x^4+8*t^3*x^5+8*t^2*x^6-2304*t^7-576*t^6*x+1632*t^5*x^2+688*t^4*x^3-32*t^3*x^4+44*t^2*x^5+768*t^5*x+1088*t^4*x^2-16*t^3*x^3+16*t^2*x^4+2*t*x^5+192*t^5+480*t^4*x-32*t^3*x^2-20*t^2*x^3+2*t*x^4+128*t^4-16*t^3*x-56*t^2*x^2-2*t*x^3-4*t^2*x-2*t*x^2-x^3)/(2*t*x^2+2*t*x+2*t-x)/(2*t*x^2+2*t*x+2*t+x)/(1+x)/t+(1152*t^7*x^7+3456*t^7*x^6-384*t^6*x^7+4608*t^7*x^5-384*t^6*x^6-96*t^5*x^7+2304*t^7*x^4+192*t^6*x^5-480*t^5*x^6-32*t^4*x^7-2304*t^7*x^3-768*t^6*x^4-768*t^5*x^5-256*t^4*x^6-4608*t^7*x^2-1344*t^6*x^3-384*t^5*x^4-608*t^4*x^5+16*t^3*x^6-3456*t^7*x-1920*t^6*x^2+384*t^5*x^3-256*t^4*x^4+8*t^3*x^5+8*t^2*x^6-1152*t^7-576*t^6*x+768*t^5*x^2+240*t^4*x^3-8*t^3*x^4+44*t^2*x^5+480*t^5*x+704*t^4*x^2+8*t^3*x^3+32*t^2*x^4+2*t*x^5+96*t^5+288*t^4*x-8*t^3*x^2-4*t^2*x^3+2*t*x^4+64*t^4-16*t^3*x-40*t^2*x^2-2*t*x^3-4*t^2*x-2*t*x^2-x^3)/(1+x)/(2*t*x^2+2*t*x+2*t+x)/(2*t*x^2+2*t*x+2*t-x)*dt;
Qx[4, 1, 1, "xy"] := (18*t^6*x^7+78*t^6*x^6+36*t^5*x^7+170*t^6*x^5+156*t^5*x^6+18*t^4*x^7+246*t^6*x^4+316*t^5*x^5+54*t^4*x^6+246*t^6*x^3+324*t^5*x^4+11*t^4*x^5+24*t^3*x^6+170*t^6*x^2+232*t^5*x^3-264*t^4*x^4+2*t^3*x^5-6*t^2*x^6+78*t^6*x+64*t^5*x^2-484*t^4*x^3-18*t^3*x^4-29*t^2*x^5+18*t^6+24*t^5*x-526*t^4*x^2-68*t^3*x^3-6*t^2*x^4-4*t*x^5-273*t^4*x-58*t^3*x^2+25*t^2*x^3-6*t*x^4-72*t^4-54*t^3*x+40*t^2*x^2+2*t*x^3+3*t^2*x+2*t*x^2+x^3)/t/(1+x)/(t*x^2+2*t*x+t+x)/(3*t*x^2+2*t*x+3*t-x)/(t+1)+(18*t^6*x^7+78*t^6*x^6+36*t^5*x^7+170*t^6*x^5+138*t^5*x^6+18*t^4*x^7+246*t^6*x^4+250*t^5*x^5+90*t^4*x^6+246*t^6*x^3+198*t^5*x^4+131*t^4*x^5+24*t^3*x^6+170*t^6*x^2+76*t^5*x^3-24*t^4*x^4+26*t^3*x^5-6*t^2*x^6+78*t^6*x-62*t^5*x^2-196*t^4*x^3+12*t^3*x^4-29*t^2*x^5+18*t^6-42*t^5*x-286*t^4*x^2-14*t^3*x^3-18*t^2*x^4-4*t*x^5-18*t^5-153*t^4*x-28*t^3*x^2+13*t^2*x^3-6*t*x^4-36*t^4-30*t^3*x+28*t^2*x^2+2*t*x^3+3*t^2*x+2*t*x^2+x^3)/(1+x)/(t*x^2+2*t*x+t+x)/(3*t*x^2+2*t*x+3*t-x)/(t+1)*dt;
Qx[5, 1, 1, "xy"] := 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Qx[6, 1, 1, "xy"] := 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*x+t^2-2*t*x+x^2)^3/(3*t^2+6*t+3)*dt;
Qx[7, 1, 1, "xy"] := 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Qx[8, 1, 1, "xy"] := 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Qx[9, 1, 1, "xy"] := 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Qx[10, 1, 1, "xy"] := 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Qx[11, 1, 1, "xy"] := 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Qx[12, 1, 1, "xy"] := 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Qx[13, 1, 1, "xy"] := 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Qx[14, 1, 1, "xy"] := 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Qx[15, 1, 1, "xy"] := 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Qx[16, 1, 1, "xy"] := 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Qx[17, 1, 1, "xy"] := 1/3*(4*t^5*x^14+2*t^5*x^13+14*t^5*x^12-8*t^4*x^13-28*t^5*x^11+4*t^4*x^12-2*t^5*x^10+16*t^4*x^11+8*t^3*x^12-104*t^5*x^9+45*t^4*x^10-13*t^3*x^11+42*t^5*x^8-117*t^4*x^9-111*t^3*x^10-t^2*x^11-24*t^5*x^7+186*t^4*x^8+90*t^3*x^9+28*t^2*x^10+210*t^5*x^6-24*t^4*x^7+276*t^3*x^8+19*t^2*x^9-4*t*x^10+38*t^5*x^5+273*t^4*x^6-513*t^3*x^7-65*t^2*x^8-t*x^9-8*t^5*x^4-528*t^4*x^5+162*t^3*x^6-105*t^2*x^7-t*x^8+x^9-56*t^5*x^3-109*t^4*x^4-237*t^3*x^5+316*t^2*x^6+21*t*x^7-2*x^8-56*t^5*x^2+194*t^4*x^3+276*t^3*x^4-75*t^2*x^5-17*t*x^6+3*x^7+32*t^5*x+56*t^4*x^2+10*t^3*x^3+18*t^2*x^4-43*t*x^5-6*x^6-64*t^5-12*t^4*x-80*t^3*x^2-56*t^2*x^3+17*t*x^4+9*x^5+24*t^4+24*t^3*x+6*t^2*x^2+10*t*x^3-4*x^4-4*t^2*x)/(t^2*x^9+5*t^2*x^8+4*t^2*x^7-2*t*x^8+9*t^2*x^6-6*t*x^7+5*t^2*x^5-3*t*x^6+x^7+13*t^2*x^4-11*t*x^5+2*x^6+15*t^2*x^3-6*t*x^4-t^2*x^2-3*t*x^3+2*x^4+t^2*x-5*t*x^2+x^3+2*t^2)/(x-1)^2/t^2+1/6*(4*t^5*x^13+6*t^5*x^12+20*t^5*x^11-12*t^4*x^12-8*t^5*x^10-4*t^4*x^11-10*t^5*x^9-14*t^4*x^10+8*t^3*x^11-114*t^5*x^8+61*t^4*x^9-21*t^3*x^10-72*t^5*x^7-108*t^4*x^8-12*t^3*x^9+5*t^2*x^10-96*t^5*x^6+126*t^4*x^7-15*t^3*x^8+15*t^2*x^9+114*t^5*x^5-12*t^4*x^6+279*t^3*x^7+22*t^2*x^8-6*t*x^9+152*t^5*x^4+327*t^4*x^5-234*t^3*x^6-55*t^2*x^7-2*t*x^8+144*t^5*x^3-129*t^4*x^4-60*t^3*x^5-157*t^2*x^6-4*t*x^7+x^8+88*t^5*x^2-210*t^4*x^3-144*t^3*x^4+189*t^2*x^5+35*t*x^6+32*t^5*x+28*t^4*x^2-15*t^3*x^3+42*t^2*x^4+8*t*x^5+64*t^5-64*t^4*x+22*t^3*x^2+21*t^2*x^3-45*t*x^4-6*x^5-16*t^4-24*t^3*x+28*t^2*x^2-2*t*x^3+6*x^4+4*t^2*x-4*t*x^2)/(x-1)/(t^2*x^9+5*t^2*x^8+4*t^2*x^7-2*t*x^8+9*t^2*x^6-6*t*x^7+5*t^2*x^5-3*t*x^6+x^7+13*t^2*x^4-11*t*x^5+2*x^6+15*t^2*x^3-6*t*x^4-t^2*x^2-3*t*x^3+2*x^4+t^2*x-5*t*x^2+x^3+2*t^2)*dt^2+1/3*(8*t^5*x^13+12*t^5*x^12+40*t^5*x^11-20*t^4*x^12-16*t^5*x^10-8*t^4*x^11-20*t^5*x^9-2*t^4*x^10+16*t^3*x^11-228*t^5*x^8+118*t^4*x^9-24*t^3*x^10-144*t^5*x^7-168*t^4*x^8-126*t^3*x^9+4*t^2*x^10-192*t^5*x^6+252*t^4*x^7-27*t^3*x^8+42*t^2*x^9+228*t^5*x^5+90*t^4*x^6+543*t^3*x^7+77*t^2*x^8-10*t*x^9+304*t^5*x^4+702*t^4*x^5-465*t^3*x^6-116*t^2*x^7-10*t*x^8+288*t^5*x^3-282*t^4*x^4-117*t^3*x^5-326*t^2*x^6-7*t*x^7+2*x^8+176*t^5*x^2-472*t^4*x^3-390*t^3*x^4+363*t^2*x^5+71*t*x^6+64*t^5*x-40*t^4*x^2+51*t^3*x^3+93*t^2*x^4+18*t*x^5+128*t^5-76*t^4*x+74*t^3*x^2+75*t^2*x^3-87*t*x^4-12*x^5-40*t^4-48*t^3*x+26*t^2*x^2-12*t*x^3+12*x^4+8*t^2*x-4*t*x^2)/(t^2*x^9+5*t^2*x^8+4*t^2*x^7-2*t*x^8+9*t^2*x^6-6*t*x^7+5*t^2*x^5-3*t*x^6+x^7+13*t^2*x^4-11*t*x^5+2*x^6+15*t^2*x^3-6*t*x^4-t^2*x^2-3*t*x^3+2*x^4+t^2*x-5*t*x^2+x^3+2*t^2)/(x-1)/t*dt-1/3*x^3*(2*t^3*x^9+12*t^3*x^7+9*t^2*x^7+18*t^3*x^5-51*t^2*x^6-3*t*x^7+12*t^3*x^4-3*t^2*x^5+6*t*x^6+48*t^3*x^3+27*t^2*x^4+18*t*x^5+x^6+36*t^3*x^2-48*t^2*x^3-9*t*x^4-3*x^5-24*t^3*x-15*t^2*x^2-9*t*x^3+4*t^3+15*t*x^2+3*x^3-2*x^2)/t^2/(x-1)/(t^2*x^9+5*t^2*x^8+4*t^2*x^7-2*t*x^8+9*t^2*x^6-6*t*x^7+5*t^2*x^5-3*t*x^6+x^7+13*t^2*x^4-11*t*x^5+2*x^6+15*t^2*x^3-6*t*x^4-t^2*x^2-3*t*x^3+2*x^4+t^2*x-5*t*x^2+x^3+2*t^2)*dx;
Qx[18, 1, 1, "xy"] := (32*t^6*x^19+224*t^6*x^18+24*t^5*x^19-800*t^6*x^17+116*t^5*x^18-1888*t^6*x^16-1180*t^5*x^17-12*t^4*x^18-2840*t^6*x^15-1596*t^5*x^16-458*t^4*x^17-9920*t^6*x^14-108*t^5*x^15+76*t^4*x^16-18*t^3*x^17-5920*t^6*x^13-6120*t^5*x^14+1948*t^4*x^15+198*t^3*x^16+13480*t^6*x^12+6196*t^5*x^13-1742*t^4*x^14+572*t^3*x^15+6*t^2*x^16+30808*t^6*x^11+13192*t^5*x^12+5854*t^4*x^13-1046*t^3*x^14+15*t^2*x^15+18496*t^6*x^10+9532*t^5*x^11-2822*t^4*x^12+1880*t^3*x^13-276*t^2*x^14-10512*t^6*x^9-2692*t^5*x^10-8724*t^4*x^11-2394*t^3*x^12+366*t^2*x^13-21*t*x^14-7480*t^6*x^8-21932*t^5*x^9-2520*t^4*x^10-1604*t^3*x^11-411*t^2*x^12+39*t*x^13-2504*t^6*x^7-1148*t^5*x^8-8010*t^4*x^9+2894*t^3*x^10+348*t^2*x^11-45*t*x^12+3*x^13-10048*t^6*x^6+9060*t^5*x^7+2768*t^4*x^8-1318*t^3*x^9+975*t^2*x^10+34*t*x^11-3*x^12-7648*t^6*x^5-3024*t^5*x^6+6224*t^4*x^7+332*t^3*x^8-426*t^2*x^9+44*t*x^10-3*x^11-3080*t^6*x^4-348*t^5*x^5-2182*t^4*x^6+1500*t^3*x^7-185*t^2*x^8-70*t*x^9-3*x^10-664*t^6*x^3+656*t^5*x^4-34*t^4*x^5-628*t^3*x^6+67*t^2*x^7+14*t*x^8-3*x^9+224*t^6*x^2-556*t^5*x^3+914*t^4*x^4-244*t^3*x^5-29*t^2*x^6+t*x^7+3*x^8+48*t^6*x-88*t^5*x^2+80*t^4*x^3+20*t^3*x^4+6*t^2*x^5-8*t^6+16*t^5*x)/(x-1)^2/(1+x)/(t^2*x^10+6*t^2*x^9+10*t^2*x^8+15*t^2*x^7-4*t*x^8+32*t^2*x^6-9*t*x^7+49*t^2*x^5-12*t*x^6+x^7+54*t^2*x^4-19*t*x^5+2*x^6+23*t^2*x^3-9*t*x^4+13*t^2*x^2-12*t*x^3+2*x^4+11*t^2*x-7*t*x^2+x^3+2*t^2)/t^2/x^3/(48*t^2+54*t+15)+1/2*(32*t^6*x^17+224*t^6*x^16+24*t^5*x^17-768*t^6*x^15+100*t^5*x^16-1664*t^6*x^14-1388*t^5*x^15-24*t^4*x^16-3608*t^6*x^13-1496*t^5*x^14-626*t^4*x^15-11584*t^6*x^12-1752*t^5*x^13+312*t^4*x^14-42*t^3*x^15-9528*t^6*x^11-7868*t^5*x^12+1554*t^4*x^13+344*t^3*x^14+1896*t^6*x^10+1152*t^5*x^11-698*t^4*x^12+590*t^3*x^13+15*t^2*x^14+21280*t^6*x^9+2060*t^5*x^10+4976*t^4*x^11-360*t^3*x^12-30*t^2*x^13+20392*t^6*x^8+14748*t^5*x^9-4392*t^4*x^10+1576*t^3*x^11-240*t^2*x^12-3*t*x^13+10768*t^6*x^7+7932*t^5*x^8+1212*t^4*x^9-2892*t^3*x^10+237*t^2*x^11-21*t*x^12+12912*t^6*x^6-4348*t^5*x^7-1020*t^4*x^8+294*t^3*x^9-428*t^2*x^10+27*t*x^11+8264*t^6*x^5+4928*t^5*x^6-7542*t^4*x^7+516*t^3*x^8+406*t^2*x^9-18*t*x^10+3*x^11+2864*t^6*x^4+1928*t^5*x^5+320*t^4*x^6-1518*t^3*x^7+268*t^2*x^8+45*t*x^9+616*t^6*x^3-324*t^5*x^4-246*t^4*x^5+420*t^3*x^6+13*t^2*x^7-35*t*x^8-216*t^6*x^2+632*t^5*x^3-1074*t^4*x^4+272*t^3*x^5+49*t^2*x^6+9*t*x^7-6*x^8-48*t^6*x+108*t^5*x^2-112*t^4*x^3-12*t^3*x^4-18*t^2*x^5+6*t*x^6+8*t^6-20*t^5*x+16*t^4*x^2-4*t^3*x^3)/(t^2*x^10+6*t^2*x^9+10*t^2*x^8+15*t^2*x^7-4*t*x^8+32*t^2*x^6-9*t*x^7+49*t^2*x^5-12*t*x^6+x^7+54*t^2*x^4-19*t*x^5+2*x^6+23*t^2*x^3-9*t*x^4+13*t^2*x^2-12*t*x^3+2*x^4+11*t^2*x-7*t*x^2+x^3+2*t^2)/x^3/(x-1)/(48*t^2+54*t+15)*dt^2+(4*t^4*x^13-240*t^4*x^11+184*t^4*x^10-120*t^3*x^11-152*t^4*x^9+408*t^3*x^10-24*t^2*x^11-1356*t^4*x^8-36*t^3*x^9+126*t^2*x^10-1584*t^4*x^7-324*t^3*x^8-114*t^2*x^9+9*t*x^10-600*t^4*x^6-192*t^3*x^7+102*t^2*x^8-42*t*x^9-348*t^4*x^5+288*t^3*x^6+36*t^2*x^7+46*t*x^8-3*x^9-208*t^4*x^4+84*t^3*x^5+54*t^2*x^6+3*x^8-36*t^3*x^4+42*t^2*x^5-19*t*x^6+6*t^2*x^4+4*t*x^5-3*x^6-16*t^4*x-4*t^4)/t^2/(t^2*x^10+6*t^2*x^9+10*t^2*x^8+15*t^2*x^7-4*t*x^8+32*t^2*x^6-9*t*x^7+49*t^2*x^5-12*t*x^6+x^7+54*t^2*x^4-19*t*x^5+2*x^6+23*t^2*x^3-9*t*x^4+13*t^2*x^2-12*t*x^3+2*x^4+11*t^2*x-7*t*x^2+x^3+2*t^2)/(x-1)/(48*t^2+54*t+15)*dx+(64*t^6*x^18+512*t^6*x^17+48*t^5*x^18-1088*t^6*x^16+264*t^5*x^17-4864*t^6*x^15-2328*t^5*x^16-36*t^4*x^17-10544*t^6*x^14-5520*t^5*x^15-1120*t^4*x^16-30384*t^6*x^13-5992*t^5*x^14-688*t^4*x^15-60*t^3*x^16-42224*t^6*x^12-18484*t^5*x^13+3684*t^4*x^14+482*t^3*x^15-15264*t^6*x^11-9384*t^5*x^12+728*t^4*x^13+1790*t^3*x^14+21*t^2*x^15+46352*t^6*x^10+13736*t^5*x^11+10436*t^4*x^12-388*t^3*x^13+30*t^2*x^14+83344*t^6*x^9+36864*t^5*x^10+5140*t^4*x^11+2654*t^3*x^12-623*t^2*x^13-3*t*x^14+62320*t^6*x^8+40044*t^5*x^9-5712*t^4*x^10-2344*t^3*x^11+152*t^2*x^12-54*t*x^13+47360*t^6*x^7-984*t^5*x^8-3144*t^4*x^9-4954*t^3*x^10-691*t^2*x^11+57*t*x^12+42352*t^6*x^6-5136*t^5*x^7-17988*t^4*x^8+1408*t^3*x^9-96*t^2*x^10-40*t*x^11+9*x^12+22256*t^6*x^5+10200*t^5*x^6-12764*t^4*x^7-1686*t^3*x^8+1435*t^2*x^9+54*t*x^10+3*x^11+6960*t^6*x^4+1924*t^5*x^5+1168*t^4*x^6-1678*t^3*x^7+522*t^2*x^8+54*t*x^9+800*t^6*x^3+280*t^5*x^4-2316*t^4*x^5+1528*t^3*x^6+58*t^2*x^7-56*t*x^8-9*x^9-528*t^6*x^2+1368*t^5*x^3-2168*t^4*x^4+436*t^3*x^5+68*t^2*x^6+18*t*x^7-12*x^8-80*t^6*x+160*t^5*x^2-152*t^4*x^3-64*t^3*x^4-20*t^2*x^5+6*t*x^6+16*t^6-36*t^5*x+20*t^4*x^2-4*t^3*x^3)/(x-1)/(1+x)/(t^2*x^10+6*t^2*x^9+10*t^2*x^8+15*t^2*x^7-4*t*x^8+32*t^2*x^6-9*t*x^7+49*t^2*x^5-12*t*x^6+x^7+54*t^2*x^4-19*t*x^5+2*x^6+23*t^2*x^3-9*t*x^4+13*t^2*x^2-12*t*x^3+2*x^4+11*t^2*x-7*t*x^2+x^3+2*t^2)/x^3/t/(48*t^2+54*t+15)*dt;
Qx[19, 1, 1, "xy"] := -(8*t^5*x^9+28*t^5*x^8-6*t^4*x^9-37*t^4*x^8-80*t^5*x^6-116*t^4*x^7+30*t^3*x^8-272*t^5*x^5+128*t^4*x^6+65*t^3*x^7-344*t^5*x^4+304*t^4*x^5+267*t^3*x^6-60*t^2*x^7+128*t^5*x^3-130*t^4*x^4+379*t^3*x^5-120*t^2*x^6+432*t^5*x^2-204*t^4*x^3+101*t^3*x^4-91*t^2*x^5+36*t*x^6+136*t^5*x+184*t^4*x^2-97*t^3*x^3-210*t^2*x^4+102*t*x^5-36*t^5+150*t^4*x-43*t^3*x^2-40*t^2*x^3-4*t*x^4-17*t^4+5*t^3*x+2*t^2*x^2+28*t*x^3-18*x^4-3*t^3-9*t^2*x+18*t*x^2-6*x^3)*x^2/t/(1+x)^2/(t*x^2+2*t*x+t-x)^2/(t*x^2-2*t*x+t-x)^2+(4*t^5*x^8-3*t^4*x^8-16*t^5*x^6-20*t^4*x^7+15*t^3*x^7+24*t^5*x^4+140*t^4*x^5+37*t^3*x^6+114*t^4*x^4+43*t^3*x^5-30*t^2*x^6-16*t^5*x^2-124*t^4*x^3+25*t^3*x^4-63*t^2*x^5-120*t^4*x^2-35*t^3*x^3+22*t^2*x^4+18*t*x^5+4*t^5+4*t^4*x-65*t^3*x^2-24*t^2*x^3+54*t*x^4+9*t^4-23*t^3*x+40*t^2*x^2-26*t*x^3+3*t^3-9*t^2*x+18*t*x^2-12*x^3)*x^3/(t*x^2-2*t*x+t-x)^2/(t*x^2+2*t*x+t-x)^2/(1+x)/t*dx-(4*t^5*x^8+24*t^5*x^7-3*t^4*x^8-8*t^5*x^6-14*t^4*x^7-72*t^5*x^5-102*t^4*x^6+15*t^3*x^7-224*t^5*x^4+90*t^4*x^5+13*t^3*x^6-120*t^5*x^3+100*t^4*x^4+211*t^3*x^5-30*t^2*x^6+264*t^5*x^2-106*t^4*x^3+143*t^3*x^4-27*t^2*x^5+168*t^5*x+22*t^4*x^2-7*t^3*x^3-86*t^2*x^4+18*t*x^5-36*t^5+158*t^4*x-25*t^3*x^2-100*t^2*x^3+30*t*x^4-17*t^4+5*t^3*x+20*t^2*x^2-8*t*x^3-3*t^3-9*t^2*x+18*t*x^2-6*x^3)*x^2/(t*x^2-2*t*x+t-x)^2/(t*x^2+2*t*x+t-x)^2/(1+x)*dt;
Qx[1, 0, 0, "yx"] := -1/2*(2*t^7*x^6*y^11+2*t^7*x^5*y^12+32*t^7*x^6*y^9+34*t^7*x^5*y^10-6*t^7*x^4*y^11-12*t^7*x^3*y^12-4*t^7*x^2*y^13-5*t^6*x^6*y^10-7*t^6*x^5*y^11-76*t^7*x^6*y^7-44*t^7*x^5*y^8-96*t^7*x^4*y^9-204*t^7*x^3*y^10-82*t^7*x^2*y^11-6*t^7*x*y^12-130*t^6*x^6*y^8-199*t^6*x^5*y^9+15*t^6*x^4*y^10+42*t^6*x^3*y^11+18*t^6*x^2*y^12-2*t^5*x^6*y^9+3*t^5*x^5*y^10+48*t^7*x^6*y^5-28*t^7*x^5*y^6+228*t^7*x^4*y^7+264*t^7*x^3*y^8-140*t^7*x^2*y^9-102*t^7*x*y^10-2*t^7*y^11-140*t^6*x^6*y^6-130*t^6*x^5*y^7+390*t^6*x^4*y^8+1066*t^6*x^3*y^9+441*t^6*x^2*y^10+21*t^6*x*y^11+96*t^5*x^6*y^7+288*t^5*x^5*y^8+6*t^5*x^4*y^9-18*t^5*x^3*y^10-20*t^5*x^2*y^11+16*t^4*x^6*y^8+20*t^4*x^5*y^9-6*t^7*x^6*y^3+42*t^7*x^5*y^4-144*t^7*x^4*y^5+168*t^7*x^3*y^6+524*t^7*x^2*y^7+132*t^7*x*y^8-32*t^7*y^9+18*t^6*x^6*y^4-202*t^6*x^5*y^5+420*t^6*x^4*y^6+1036*t^6*x^3*y^7+1284*t^6*x^2*y^8+469*t^6*x*y^9+5*t^6*y^10-26*t^5*x^6*y^5+274*t^5*x^5*y^6-288*t^5*x^4*y^7-1472*t^5*x^3*y^8-778*t^5*x^2*y^9-9*t^5*x*y^10+26*t^4*x^6*y^6-90*t^4*x^5*y^7-48*t^4*x^4*y^8-112*t^4*x^3*y^9-30*t^4*x^2*y^10-12*t^3*x^6*y^7-32*t^3*x^5*y^8-6*t^7*x^5*y^2+18*t^7*x^4*y^3-252*t^7*x^3*y^4-268*t^7*x^2*y^5+84*t^7*x*y^6+76*t^7*y^7+t^6*x^6*y^2+25*t^6*x^5*y^3-54*t^6*x^4*y^4+1084*t^6*x^3*y^5+1372*t^6*x^2*y^6+646*t^6*x*y^7+130*t^6*y^8-4*t^5*x^6*y^3-48*t^5*x^5*y^4+78*t^5*x^4*y^5-1388*t^5*x^3*y^6-1736*t^5*x^2*y^7-608*t^5*x*y^8+2*t^5*y^9+6*t^4*x^6*y^4+60*t^4*x^5*y^5-78*t^4*x^4*y^6+396*t^4*x^3*y^7+440*t^4*x^2*y^8-52*t^4*x*y^9-4*t^3*x^6*y^5-46*t^3*x^5*y^6+36*t^3*x^4*y^7+176*t^3*x^3*y^8+92*t^3*x^2*y^9+t^2*x^6*y^6+15*t^2*x^5*y^7+36*t^7*x^3*y^2-42*t^7*x^2*y^3-126*t^7*x*y^4-48*t^7*y^5+t^6*x^5*y-3*t^6*x^4*y^2-150*t^6*x^3*y^3+284*t^6*x^2*y^4+478*t^6*x*y^5+140*t^6*y^6-5*t^5*x^5*y^2+12*t^5*x^4*y^3+288*t^5*x^3*y^4-534*t^5*x^2*y^5-566*t^5*x*y^6-96*t^5*y^7+10*t^4*x^5*y^3-18*t^4*x^4*y^4-352*t^4*x^3*y^5+282*t^4*x^2*y^6+126*t^4*x*y^7-16*t^4*y^8-10*t^3*x^5*y^4+12*t^3*x^4*y^5+260*t^3*x^3*y^6+92*t^3*x^2*y^7+80*t^3*x*y^8+5*t^2*x^5*y^5-3*t^2*x^4*y^6-82*t^2*x^3*y^7-82*t^2*x^2*y^8-t*x^5*y^6+12*t^7*x^2*y+18*t^7*x*y^2+6*t^7*y^3-6*t^6*x^3*y-69*t^6*x^2*y^2-75*t^6*x*y^3-18*t^6*y^4+30*t^5*x^3*y^2+176*t^5*x^2*y^3+144*t^5*x*y^4+26*t^5*y^5-60*t^4*x^3*y^3-262*t^4*x^2*y^4-172*t^4*x*y^5-26*t^4*y^6+60*t^3*x^3*y^4+240*t^3*x^2*y^5+122*t^3*x*y^6+12*t^3*y^7-30*t^2*x^3*y^5-125*t^2*x^2*y^6-37*t^2*x*y^7+6*t*x^3*y^6+28*t*x^2*y^7-2*t^6*x^2-3*t^6*x*y-t^6*y^2+12*t^5*x^2*y+15*t^5*x*y^2+4*t^5*y^3-30*t^4*x^2*y^2-30*t^4*x*y^3-6*t^4*y^4+40*t^3*x^2*y^3+30*t^3*x*y^4+4*t^3*y^5-30*t^2*x^2*y^4-15*t^2*x*y^5-t^2*y^6+12*t*x^2*y^5+3*t*x*y^6-2*x^2*y^6)/t^2*x/y/(t^4*y^8-4*t^4*y^6-4*t^3*y^7+6*t^4*y^4+4*t^3*y^5+6*t^2*y^6-4*t^4*y^2+4*t^3*y^3+4*t^2*y^4-4*t*y^5+t^4-4*t^3*y+6*t^2*y^2-4*t*y^3+y^4)/(x-1)/(1+x)/(t*x^2*y+t*x*y^2+t*x+t*y-x*y)^2-1/2*(32*t^8*x^6*y^9+32*t^8*x^5*y^10-64*t^8*x^6*y^7-32*t^8*x^5*y^8-96*t^8*x^4*y^9-192*t^8*x^3*y^10-64*t^8*x^2*y^11-64*t^7*x^6*y^8-96*t^7*x^5*y^9-2*t^6*x^6*y^9-2*t^6*x^5*y^10+32*t^8*x^6*y^5-32*t^8*x^5*y^6+192*t^8*x^4*y^7+192*t^8*x^3*y^8-160*t^8*x^2*y^9-96*t^8*x*y^10-64*t^7*x^6*y^6-64*t^7*x^5*y^7+192*t^7*x^4*y^8+576*t^7*x^3*y^9+256*t^7*x^2*y^10+36*t^6*x^6*y^7+98*t^6*x^5*y^8+6*t^6*x^4*y^9+12*t^6*x^3*y^10+4*t^6*x^2*y^11+4*t^5*x^6*y^8+6*t^5*x^5*y^9+32*t^8*x^5*y^4-96*t^8*x^4*y^5+192*t^8*x^3*y^6+448*t^8*x^2*y^7+96*t^8*x*y^8-32*t^8*y^9-96*t^7*x^5*y^5+192*t^7*x^4*y^6+384*t^7*x^3*y^7+576*t^7*x^2*y^8+288*t^7*x*y^9-2*t^6*x^6*y^5+98*t^6*x^5*y^6-108*t^6*x^4*y^7-588*t^6*x^3*y^8-374*t^6*x^2*y^9+6*t^6*x*y^10+4*t^5*x^6*y^6-28*t^5*x^5*y^7-12*t^5*x^4*y^8-36*t^5*x^3*y^9-16*t^5*x^2*y^10-2*t^4*x^6*y^7-6*t^4*x^5*y^8-192*t^8*x^3*y^4-160*t^8*x^2*y^5+96*t^8*x*y^6+64*t^8*y^7+576*t^7*x^3*y^5+576*t^7*x^2*y^6+192*t^7*x*y^7+64*t^7*y^8-2*t^6*x^5*y^4+6*t^6*x^4*y^5-588*t^6*x^3*y^6-700*t^6*x^2*y^7-294*t^6*x*y^8+2*t^6*y^9+6*t^5*x^5*y^5-12*t^5*x^4*y^6+168*t^5*x^3*y^7+220*t^5*x^2*y^8-18*t^5*x*y^9-6*t^4*x^5*y^6+6*t^4*x^4*y^7+36*t^4*x^3*y^8+24*t^4*x^2*y^9+2*t^3*x^5*y^7-64*t^8*x^2*y^3-96*t^8*x*y^4-32*t^8*y^5+256*t^7*x^2*y^4+288*t^7*x*y^5+64*t^7*y^6+12*t^6*x^3*y^4-374*t^6*x^2*y^5-294*t^6*x*y^6-36*t^6*y^7-36*t^5*x^3*y^5+220*t^5*x^2*y^6+84*t^5*x*y^7-4*t^5*y^8+36*t^4*x^3*y^6-22*t^4*x^2*y^7+18*t^4*x*y^8-12*t^3*x^3*y^7-16*t^3*x^2*y^8+4*t^6*x^2*y^3+6*t^6*x*y^4+2*t^6*y^5-16*t^5*x^2*y^4-18*t^5*x*y^5-4*t^5*y^6+24*t^4*x^2*y^5+18*t^4*x*y^6+2*t^4*y^7-16*t^3*x^2*y^6-6*t^3*x*y^7+4*t^2*x^2*y^7)/t^2*x/y/(t^4*y^8-4*t^4*y^6-4*t^3*y^7+6*t^4*y^4+4*t^3*y^5+6*t^2*y^6-4*t^4*y^2+4*t^3*y^3+4*t^2*y^4-4*t*y^5+t^4-4*t^3*y+6*t^2*y^2-4*t*y^3+y^4)/(x-1)/(1+x)/(t*x^2*y+t*x*y^2+t*x+t*y-x*y)^2*dt;
Qx[2, 0, 0, "yx"] := -(64*t^5*x^7*y^9-8*t^4*x^6*y^10+256*t^5*x^7*y^7-64*t^5*x^5*y^9-88*t^4*x^6*y^8-24*t^4*x^4*y^10+384*t^5*x^7*y^5-256*t^5*x^5*y^7-64*t^5*x^3*y^9+8*t^3*x^7*y^7+16*t^3*x^5*y^9-208*t^4*x^6*y^6-264*t^4*x^4*y^8-24*t^4*x^2*y^10+2*t^2*x^6*y^8+256*t^5*x^7*y^3-384*t^5*x^5*y^5-256*t^5*x^3*y^7+64*t^5*x*y^9+8*t^3*x^7*y^5+152*t^3*x^5*y^7+32*t^3*x^3*y^9-2*t*x^7*y^7-176*t^4*x^6*y^4-624*t^4*x^4*y^6-264*t^4*x^2*y^8-8*t^4*y^10-22*t^2*x^6*y^6+18*t^2*x^4*y^8+64*t^5*x^7*y-256*t^5*x^5*y^3-384*t^5*x^3*y^5+256*t^5*x*y^7-8*t^3*x^7*y^3+248*t^3*x^5*y^5+312*t^3*x^3*y^7+16*t^3*x*y^9-2*t*x^7*y^5-10*t*x^5*y^7-40*t^4*x^6*y^2-528*t^4*x^4*y^4-624*t^4*x^2*y^6-88*t^4*y^8-18*t^2*x^6*y^4+42*t^2*x^4*y^6+6*t^2*x^2*y^8+3*x^6*y^6-64*t^5*x^5*y-256*t^5*x^3*y^3+384*t^5*x*y^5-8*t^3*x^7*y+104*t^3*x^5*y^3+504*t^3*x^3*y^5+168*t^3*x*y^7-14*t*x^5*y^5-22*t*x^3*y^7+8*t^4*x^6-120*t^4*x^4*y^2-528*t^4*x^2*y^4-208*t^4*y^6+6*t^2*x^6*y^2+30*t^2*x^4*y^4-66*t^2*x^2*y^6+6*t^2*y^8+x^6*y^4-64*t^5*x^3*y+256*t^5*x*y^3-8*t^3*x^5*y+200*t^3*x^3*y^3+264*t^3*x*y^5-4*t*x^5*y^3-30*t*x^3*y^5-14*t*x*y^7+24*t^4*x^4-120*t^4*x^2*y^2-176*t^4*y^4+6*t^2*x^4*y^2-54*t^2*x^2*y^4+14*t^2*y^6+9*x^2*y^6+64*t^5*x*y-24*t^3*x^3*y+88*t^3*x*y^3-8*t*x^3*y^3-18*t*x*y^5+24*t^4*x^2-40*t^4*y^2+18*t^2*x^2*y^2+10*t^2*y^4+3*x^2*y^4-24*t^3*x*y-4*t*x*y^3+8*t^4+2*t^2*y^2)*y/(16*t^4*y^8+64*t^4*y^6+96*t^4*y^4-8*t^2*y^6+64*t^4*y^2-16*t^2*y^4+16*t^4-8*t^2*y^2+y^4)/(t*x^2*y^2+t*x^2+t*y^2-x*y+t)^2/(x-1)/(1+x)-(128*t^7*x^6*y^10-64*t^6*x^7*y^9+640*t^7*x^6*y^8+384*t^7*x^4*y^10-8*t^5*x^6*y^10-256*t^6*x^7*y^7-192*t^6*x^5*y^9+4*t^4*x^7*y^9+1280*t^7*x^6*y^6+1920*t^7*x^4*y^8+384*t^7*x^2*y^10-8*t^5*x^6*y^8-24*t^5*x^4*y^10-384*t^6*x^7*y^5-768*t^6*x^5*y^7-448*t^6*x^3*y^9+32*t^4*x^7*y^7+12*t^4*x^5*y^9+1280*t^7*x^6*y^4+3840*t^7*x^4*y^6+1920*t^7*x^2*y^8+128*t^7*y^10+16*t^5*x^6*y^6-216*t^5*x^4*y^8-24*t^5*x^2*y^10-2*t^3*x^6*y^8-256*t^6*x^7*y^3-1152*t^6*x^5*y^5-1792*t^6*x^3*y^7-320*t^6*x*y^9+56*t^4*x^7*y^5+96*t^4*x^5*y^7+28*t^4*x^3*y^9-t^2*x^7*y^7+640*t^7*x^6*y^2+3840*t^7*x^4*y^4+3840*t^7*x^2*y^6+640*t^7*y^8+16*t^5*x^6*y^4-528*t^5*x^4*y^6-24*t^5*x^2*y^8-8*t^5*y^10-22*t^3*x^6*y^6+6*t^3*x^4*y^8-64*t^6*x^7*y-768*t^6*x^5*y^3-2688*t^6*x^3*y^5-1280*t^6*x*y^7+32*t^4*x^7*y^3+168*t^4*x^5*y^5+224*t^4*x^3*y^7+20*t^4*x*y^9-2*t^2*x^7*y^5-3*t^2*x^5*y^7+128*t^7*x^6+1920*t^7*x^4*y^2+3840*t^7*x^2*y^4+1280*t^7*y^6-8*t^5*x^6*y^2-528*t^5*x^4*y^4+48*t^5*x^2*y^6-72*t^5*y^8-22*t^3*x^6*y^4+18*t^3*x^4*y^6-6*t^3*x^2*y^8+t*x^6*y^6-192*t^6*x^5*y-1792*t^6*x^3*y^3-1920*t^6*x*y^5+4*t^4*x^7*y+96*t^4*x^5*y^3+392*t^4*x^3*y^5+160*t^4*x*y^7-t^2*x^7*y^3-6*t^2*x^5*y^5-7*t^2*x^3*y^7+384*t^7*x^4+1920*t^7*x^2*y^2+1280*t^7*y^4-8*t^5*x^6-216*t^5*x^4*y^2+48*t^5*x^2*y^4-176*t^5*y^6-2*t^3*x^6*y^2+18*t^3*x^4*y^4-66*t^3*x^2*y^6+2*t^3*y^8+t*x^6*y^4-448*t^6*x^3*y-1280*t^6*x*y^3+12*t^4*x^5*y+224*t^4*x^3*y^3+280*t^4*x*y^5-3*t^2*x^5*y^3-14*t^2*x^3*y^5-5*t^2*x*y^7+384*t^7*x^2+640*t^7*y^2-24*t^5*x^4-24*t^5*x^2*y^2-176*t^5*y^4+6*t^3*x^4*y^2-66*t^3*x^2*y^4+6*t^3*y^6+3*t*x^2*y^6-320*t^6*x*y+28*t^4*x^3*y+160*t^4*x*y^3-7*t^2*x^3*y^3-10*t^2*x*y^5+128*t^7-24*t^5*x^2-72*t^5*y^2-6*t^3*x^2*y^2+6*t^3*y^4+3*t*x^2*y^4+20*t^4*x*y-5*t^2*x*y^3-8*t^5+2*t^3*y^2)*y/(16*t^4*y^8+64*t^4*y^6+96*t^4*y^4-8*t^2*y^6+64*t^4*y^2-16*t^2*y^4+16*t^4-8*t^2*y^2+y^4)/(t*x^2*y^2+t*x^2+t*y^2-x*y+t)^2/(x-1)/(1+x)*dt;
Qx[3, 0, 0, "yx"] := 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