FT[1] = 0
 
FT[lmu2Q] = NF[Pi^(-2)]/XX^2
 
FT[lmu2Q^2] = (-2/XX^2 + (2*lmu2X)/XX^2)*NF[Pi^(-2)]
 
FT[lmu2Q^3] = ((-6*lmu2X)/XX^2 + (3*lmu2X^2)/XX^2)*NF[Pi^(-2)]
 
FT[lmu2Q^4] = ((-12*lmu2X^2)/XX^2 + (4*lmu2X^3)/XX^2 + (16*z3)/XX^2)*
     NF[Pi^(-2)]
 
FT[lmu2Q^5] = ((-20*lmu2X^3)/XX^2 + (5*lmu2X^4)/XX^2 - (80*z3)/XX^2 + 
      (80*lmu2X*z3)/XX^2)*NF[Pi^(-2)]
 
FT[QQ^(-4)] = -(lmu2X*XX^2*NF[Pi^(-2)])/3072
 
FT[lmu2Q/QQ^4] = ((5*lmu2X*XX^2)/4608 - (lmu2X^2*XX^2)/6144)*NF[Pi^(-2)]
 
FT[lmu2Q^2/QQ^4] = ((-247*lmu2X*XX^2)/55296 + (5*lmu2X^2*XX^2)/4608 - 
      (lmu2X^3*XX^2)/9216)*NF[Pi^(-2)]
 
FT[lmu2Q^3/QQ^4] = ((1219*lmu2X*XX^2)/55296 - (247*lmu2X^2*XX^2)/36864 + 
      (5*lmu2X^3*XX^2)/4608 - (lmu2X^4*XX^2)/12288 - (lmu2X*XX^2*z3)/768)*
     NF[Pi^(-2)]
 
FT[lmu2Q^4/QQ^4] = ((-21157*lmu2X*XX^2)/165888 + (1219*lmu2X^2*XX^2)/27648 - 
      (247*lmu2X^3*XX^2)/27648 + (5*lmu2X^4*XX^2)/4608 - 
      (lmu2X^5*XX^2)/15360 + (5*lmu2X*XX^2*z3)/288 - (lmu2X^2*XX^2*z3)/384)*
     NF[Pi^(-2)]
 
FT[lmu2Q^5/QQ^4] = ((105725*lmu2X*XX^2)/124416 - (105785*lmu2X^2*XX^2)/
       331776 + (6095*lmu2X^3*XX^2)/82944 - (1235*lmu2X^4*XX^2)/110592 + 
      (5*lmu2X^5*XX^2)/4608 - (lmu2X^6*XX^2)/18432 - 
      (1235*lmu2X*XX^2*z3)/6912 + (25*lmu2X^2*XX^2*z3)/576 - 
      (5*lmu2X^3*XX^2*z3)/1152 - (lmu2X*XX^2*z5)/64)*NF[Pi^(-2)]
 
FT[QQ^(-3)] = (lmu2X*XX*NF[Pi^(-2)])/128
 
FT[lmu2Q/QQ^3] = ((-5*lmu2X*XX)/256 + (lmu2X^2*XX)/256)*NF[Pi^(-2)]
 
FT[lmu2Q^2/QQ^3] = ((17*lmu2X*XX)/256 - (5*lmu2X^2*XX)/256 + 
      (lmu2X^3*XX)/384)*NF[Pi^(-2)]
 
FT[lmu2Q^3/QQ^3] = ((-147*lmu2X*XX)/512 + (51*lmu2X^2*XX)/512 - 
      (5*lmu2X^3*XX)/256 + (lmu2X^4*XX)/512 + (lmu2X*XX*z3)/32)*NF[Pi^(-2)]
 
FT[lmu2Q^4/QQ^3] = ((387*lmu2X*XX)/256 - (147*lmu2X^2*XX)/256 + 
      (17*lmu2X^3*XX)/128 - (5*lmu2X^4*XX)/256 + (lmu2X^5*XX)/640 - 
      (5*lmu2X*XX*z3)/16 + (lmu2X^2*XX*z3)/16)*NF[Pi^(-2)]
 
FT[lmu2Q^5/QQ^3] = ((-4815*lmu2X*XX)/512 + (1935*lmu2X^2*XX)/512 - 
      (245*lmu2X^3*XX)/256 + (85*lmu2X^4*XX)/512 - (5*lmu2X^5*XX)/256 + 
      (lmu2X^6*XX)/768 + (85*lmu2X*XX*z3)/32 - (25*lmu2X^2*XX*z3)/32 + 
      (5*lmu2X^3*XX*z3)/48 + (3*lmu2X*XX*z5)/8)*NF[Pi^(-2)]
 
FT[QQ^(-2)] = -(lmu2X*NF[Pi^(-2)])/16
 
FT[lmu2Q/QQ^2] = (lmu2X/16 - lmu2X^2/32)*NF[Pi^(-2)]
 
FT[lmu2Q^2/QQ^2] = (-lmu2X/8 + lmu2X^2/16 - lmu2X^3/48)*NF[Pi^(-2)]
 
FT[lmu2Q^3/QQ^2] = ((3*lmu2X)/8 - (3*lmu2X^2)/16 + lmu2X^3/16 - lmu2X^4/64 - 
      (lmu2X*z3)/4)*NF[Pi^(-2)]
 
FT[lmu2Q^4/QQ^2] = ((-3*lmu2X)/2 + (3*lmu2X^2)/4 - lmu2X^3/4 + lmu2X^4/16 - 
      lmu2X^5/80 + lmu2X*z3 - (lmu2X^2*z3)/2)*NF[Pi^(-2)]
 
FT[lmu2Q^5/QQ^2] = ((15*lmu2X)/2 - (15*lmu2X^2)/4 + (5*lmu2X^3)/4 - 
      (5*lmu2X^4)/16 + lmu2X^5/16 - lmu2X^6/96 - 5*lmu2X*z3 + 
      (5*lmu2X^2*z3)/2 - (5*lmu2X^3*z3)/6 - 3*lmu2X*z5)*NF[Pi^(-2)]
 
FT[QQ^(-1)] = NF[Pi^(-2)]/(4*XX)
 
FT[lmu2Q/QQ] = (lmu2X*NF[Pi^(-2)])/(4*XX)
 
FT[lmu2Q^2/QQ] = (lmu2X^2*NF[Pi^(-2)])/(4*XX)
 
FT[lmu2Q^3/QQ] = (lmu2X^3/(4*XX) + z3/XX)*NF[Pi^(-2)]
 
FT[lmu2Q^4/QQ] = (lmu2X^4/(4*XX) + (4*lmu2X*z3)/XX)*NF[Pi^(-2)]
 
FT[lmu2Q^5/QQ] = (lmu2X^5/(4*XX) + (10*lmu2X^2*z3)/XX + (12*z5)/XX)*
     NF[Pi^(-2)]
 
FT[QQ] = 0
 
FT[lmu2Q*QQ] = (-8*NF[Pi^(-2)])/XX^3
 
FT[lmu2Q^2*QQ] = (40/XX^3 - (16*lmu2X)/XX^3)*NF[Pi^(-2)]
 
FT[lmu2Q^3*QQ] = (-96/XX^3 + (120*lmu2X)/XX^3 - (24*lmu2X^2)/XX^3)*NF[Pi^(-2)]
 
FT[lmu2Q^4*QQ] = (96/XX^3 - (384*lmu2X)/XX^3 + (240*lmu2X^2)/XX^3 - 
      (32*lmu2X^3)/XX^3 - (128*z3)/XX^3)*NF[Pi^(-2)]
 
FT[lmu2Q^5*QQ] = ((480*lmu2X)/XX^3 - (960*lmu2X^2)/XX^3 + 
      (400*lmu2X^3)/XX^3 - (40*lmu2X^4)/XX^3 + (1600*z3)/XX^3 - 
      (640*lmu2X*z3)/XX^3)*NF[Pi^(-2)]
FT[1] = 0
 
FT[lmu2Q] = NF[Pi^(-2)]/XX^2
 
FT[lmu2Q^2] = (-2/XX^2 + (2*lmu2X)/XX^2)*NF[Pi^(-2)]
 
FT[lmu2Q^3] = ((-6*lmu2X)/XX^2 + (3*lmu2X^2)/XX^2)*NF[Pi^(-2)]
 
FT[lmu2Q^4] = ((-12*lmu2X^2)/XX^2 + (4*lmu2X^3)/XX^2 + (16*z3)/XX^2)*
     NF[Pi^(-2)]
 
FT[lmu2Q^5] = ((-20*lmu2X^3)/XX^2 + (5*lmu2X^4)/XX^2 - (80*z3)/XX^2 + 
      (80*lmu2X*z3)/XX^2)*NF[Pi^(-2)]
 
FT[QQ^(-4)] = -(lmu2X*XX^2*NF[Pi^(-2)])/3072
 
FT[lmu2Q/QQ^4] = ((5*lmu2X*XX^2)/4608 - (lmu2X^2*XX^2)/6144)*NF[Pi^(-2)]
 
FT[lmu2Q^2/QQ^4] = ((-247*lmu2X*XX^2)/55296 + (5*lmu2X^2*XX^2)/4608 - 
      (lmu2X^3*XX^2)/9216)*NF[Pi^(-2)]
 
FT[lmu2Q^3/QQ^4] = ((1219*lmu2X*XX^2)/55296 - (247*lmu2X^2*XX^2)/36864 + 
      (5*lmu2X^3*XX^2)/4608 - (lmu2X^4*XX^2)/12288 - (lmu2X*XX^2*z3)/768)*
     NF[Pi^(-2)]
 
FT[lmu2Q^4/QQ^4] = ((-21157*lmu2X*XX^2)/165888 + (1219*lmu2X^2*XX^2)/27648 - 
      (247*lmu2X^3*XX^2)/27648 + (5*lmu2X^4*XX^2)/4608 - 
      (lmu2X^5*XX^2)/15360 + (5*lmu2X*XX^2*z3)/288 - (lmu2X^2*XX^2*z3)/384)*
     NF[Pi^(-2)]
 
FT[lmu2Q^5/QQ^4] = ((105725*lmu2X*XX^2)/124416 - (105785*lmu2X^2*XX^2)/
       331776 + (6095*lmu2X^3*XX^2)/82944 - (1235*lmu2X^4*XX^2)/110592 + 
      (5*lmu2X^5*XX^2)/4608 - (lmu2X^6*XX^2)/18432 - 
      (1235*lmu2X*XX^2*z3)/6912 + (25*lmu2X^2*XX^2*z3)/576 - 
      (5*lmu2X^3*XX^2*z3)/1152 - (lmu2X*XX^2*z5)/64)*NF[Pi^(-2)]
 
FT[QQ^(-3)] = (lmu2X*XX*NF[Pi^(-2)])/128
 
FT[lmu2Q/QQ^3] = ((-5*lmu2X*XX)/256 + (lmu2X^2*XX)/256)*NF[Pi^(-2)]
 
FT[lmu2Q^2/QQ^3] = ((17*lmu2X*XX)/256 - (5*lmu2X^2*XX)/256 + 
      (lmu2X^3*XX)/384)*NF[Pi^(-2)]
 
FT[lmu2Q^3/QQ^3] = ((-147*lmu2X*XX)/512 + (51*lmu2X^2*XX)/512 - 
      (5*lmu2X^3*XX)/256 + (lmu2X^4*XX)/512 + (lmu2X*XX*z3)/32)*NF[Pi^(-2)]
 
FT[lmu2Q^4/QQ^3] = ((387*lmu2X*XX)/256 - (147*lmu2X^2*XX)/256 + 
      (17*lmu2X^3*XX)/128 - (5*lmu2X^4*XX)/256 + (lmu2X^5*XX)/640 - 
      (5*lmu2X*XX*z3)/16 + (lmu2X^2*XX*z3)/16)*NF[Pi^(-2)]
 
FT[lmu2Q^5/QQ^3] = ((-4815*lmu2X*XX)/512 + (1935*lmu2X^2*XX)/512 - 
      (245*lmu2X^3*XX)/256 + (85*lmu2X^4*XX)/512 - (5*lmu2X^5*XX)/256 + 
      (lmu2X^6*XX)/768 + (85*lmu2X*XX*z3)/32 - (25*lmu2X^2*XX*z3)/32 + 
      (5*lmu2X^3*XX*z3)/48 + (3*lmu2X*XX*z5)/8)*NF[Pi^(-2)]
 
FT[QQ^(-2)] = -(lmu2X*NF[Pi^(-2)])/16
 
FT[lmu2Q/QQ^2] = (lmu2X/16 - lmu2X^2/32)*NF[Pi^(-2)]
 
FT[lmu2Q^2/QQ^2] = (-lmu2X/8 + lmu2X^2/16 - lmu2X^3/48)*NF[Pi^(-2)]
 
FT[lmu2Q^3/QQ^2] = ((3*lmu2X)/8 - (3*lmu2X^2)/16 + lmu2X^3/16 - lmu2X^4/64 - 
      (lmu2X*z3)/4)*NF[Pi^(-2)]
 
FT[lmu2Q^4/QQ^2] = ((-3*lmu2X)/2 + (3*lmu2X^2)/4 - lmu2X^3/4 + lmu2X^4/16 - 
      lmu2X^5/80 + lmu2X*z3 - (lmu2X^2*z3)/2)*NF[Pi^(-2)]
 
FT[lmu2Q^5/QQ^2] = ((15*lmu2X)/2 - (15*lmu2X^2)/4 + (5*lmu2X^3)/4 - 
      (5*lmu2X^4)/16 + lmu2X^5/16 - lmu2X^6/96 - 5*lmu2X*z3 + 
      (5*lmu2X^2*z3)/2 - (5*lmu2X^3*z3)/6 - 3*lmu2X*z5)*NF[Pi^(-2)]
 
FT[QQ^(-1)] = NF[Pi^(-2)]/(4*XX)
 
FT[lmu2Q/QQ] = (lmu2X*NF[Pi^(-2)])/(4*XX)
 
FT[lmu2Q^2/QQ] = (lmu2X^2*NF[Pi^(-2)])/(4*XX)
 
FT[lmu2Q^3/QQ] = (lmu2X^3/(4*XX) + z3/XX)*NF[Pi^(-2)]
 
FT[lmu2Q^4/QQ] = (lmu2X^4/(4*XX) + (4*lmu2X*z3)/XX)*NF[Pi^(-2)]
 
FT[lmu2Q^5/QQ] = (lmu2X^5/(4*XX) + (10*lmu2X^2*z3)/XX + (12*z5)/XX)*
     NF[Pi^(-2)]
 
FT[QQ] = 0
 
FT[lmu2Q*QQ] = (-8*NF[Pi^(-2)])/XX^3
 
FT[lmu2Q^2*QQ] = (40/XX^3 - (16*lmu2X)/XX^3)*NF[Pi^(-2)]
 
FT[lmu2Q^3*QQ] = (-96/XX^3 + (120*lmu2X)/XX^3 - (24*lmu2X^2)/XX^3)*NF[Pi^(-2)]
 
FT[lmu2Q^4*QQ] = (96/XX^3 - (384*lmu2X)/XX^3 + (240*lmu2X^2)/XX^3 - 
      (32*lmu2X^3)/XX^3 - (128*z3)/XX^3)*NF[Pi^(-2)]
 
FT[lmu2Q^5*QQ] = ((480*lmu2X)/XX^3 - (960*lmu2X^2)/XX^3 + 
      (400*lmu2X^3)/XX^3 - (40*lmu2X^4)/XX^3 + (1600*z3)/XX^3 - 
      (640*lmu2X*z3)/XX^3)*NF[Pi^(-2)]
