e, rR, dr, d, g, r, a, T, Dd
dr^5 + dr^4*d + 4*dr^4*a - 8*dr^3*d^2 - 10*dr^3*d*a + dr^3*a^2 + 8*dr^2*d^3 + 6*dr^2*d^2*a - 3*dr^2*d*a^2 - dr*d^4 + 2*dr*d^3*a + 3*dr*d^2*a^2 - d^5 - 2*d^4*a - d^3*a^2, dr^5 - 2*dr^4*d + dr^4*a + dr^3*d^2 - dr^3*d*a + dr^3*a^2 - dr^2*d^3 - 3*dr^2*d^2*a - 3*dr^2*d*a^2 + 2*dr*d^4 + 5*dr*d^3*a + 3*dr*d^2*a^2 - d^5 - 2*d^4*a - d^3*a^2, -dr^5 + dr^4*d - 2*dr^4*a + 2*dr^3*d^2 + 4*dr^3*d*a - dr^3*a^2 - 2*dr^2*d^3 + 3*dr^2*d*a^2 - dr*d^4 - 4*dr*d^3*a - 3*dr*d^2*a^2 + d^5 + 2*d^4*a + d^3*a^2, -dr^4*d - dr^4*a + 3*dr^3*d^2 + 3*dr^3*d*a - 3*dr^2*d^3 - 3*dr^2*d^2*a + dr*d^4 + dr*d^3*a, -dr^5 + dr^4*d - 2*dr^4*a + 2*dr^3*d^2 + 4*dr^3*d*a - dr^3*a^2 - 2*dr^2*d^3 + 3*dr^2*d*a^2 - dr*d^4 - 4*dr*d^3*a - 3*dr*d^2*a^2 + d^5 + 2*d^4*a + d^3*a^2, -e*dr^5 - 2*e*dr^4*d - 5*e*dr^4*a + 10*e*dr^3*d^2 + 11*e*dr^3*d*a - 2*e*dr^3*a^2 - 8*e*dr^2*d^3 - 3*e*dr^2*d^2*a + 6*e*dr^2*d*a^2 - e*dr*d^4 - 7*e*dr*d^3*a - 6*e*dr*d^2*a^2 + 2*e*d^5 + 4*e*d^4*a + 2*e*d^3*a^2 - 2*rR*dr^4*d - rR*dr^4*a - 4*rR*dr^3*d^2 - 11*rR*dr^3*d*a - 5*rR*dr^3*a^2 + 12*rR*dr^2*d^3 + 19*rR*dr^2*d^2*a + 4*rR*dr^2*d*a^2 - 2*rR*dr^2*a^3 - 4*rR*dr*d^4 - rR*dr*d^3*a + 7*rR*dr*d^2*a^2 + 4*rR*dr*d*a^3 - 2*rR*d^5 - 6*rR*d^4*a - 6*rR*d^3*a^2 - 2*rR*d^2*a^3 - 2*dr^5*g + 2*dr^5*r - 2*dr^5*Dd + dr^4*d*g + 4*dr^4*d*r - 6*dr^4*g*a + 9*dr^4*r*a - 6*dr^4*a*Dd + 8*dr^3*d^2*g - 12*dr^3*d^2*r + 10*dr^3*d^2*Dd + 15*dr^3*d*g*a - 9*dr^3*d*r*a + 14*dr^3*d*a*Dd - 2*dr^3*g*a^2 + 7*dr^3*r*a^2 - 2*dr^3*a^2*Dd - 10*dr^2*d^3*g + 4*dr^2*d^3*r - 10*dr^2*d^3*Dd - 9*dr^2*d^2*g*a - 7*dr^2*d^2*r*a - 6*dr^2*d^2*a*Dd + 6*dr^2*d*g*a^2 - 10*dr^2*d*r*a^2 + 6*dr^2*d*a^2*Dd + 2*dr^2*r*a^3 + 2*dr*d^4*g + 2*dr*d^4*r - 3*dr*d^3*g*a + 5*dr*d^3*r*a - 6*dr*d^3*a*Dd - 6*dr*d^2*g*a^2 - dr*d^2*r*a^2 - 6*dr*d^2*a^2*Dd - 4*dr*d*r*a^3 + d^5*g + 2*d^5*Dd + 3*d^4*g*a + 2*d^4*r*a + 4*d^4*a*Dd + 2*d^3*g*a^2 + 4*d^3*r*a^2 + 2*d^3*a^2*Dd + 2*d^2*r*a^3, 2*e*dr^5 - 4*e*dr^4*d + 2*e*dr^4*a + 2*e*dr^3*d^2 - 2*e*dr^3*d*a + 2*e*dr^3*a^2 - 2*e*dr^2*d^3 - 6*e*dr^2*d^2*a - 6*e*dr^2*d*a^2 + 4*e*dr*d^4 + 10*e*dr*d^3*a + 6*e*dr*d^2*a^2 - 2*e*d^5 - 4*e*d^4*a - 2*e*d^3*a^2 + 3*rR*dr^4*d + 2*rR*dr^4*a - 3*rR*dr^3*d^2 + rR*dr^3*d*a + 2*rR*dr^3*a^2 + 3*rR*dr^2*d*a^2 + 2*rR*dr^2*a^3 - 3*rR*dr*d^4 - 11*rR*dr*d^3*a - 12*rR*dr*d^2*a^2 - 4*rR*dr*d*a^3 + 3*rR*d^5 + 8*rR*d^4*a + 7*rR*d^3*a^2 + 2*rR*d^2*a^3 + 2*dr^5*g - 3*dr^5*r + dr^5*Dd - 4*dr^4*d*g + 3*dr^4*d*r - 2*dr^4*d*Dd + 2*dr^4*g*a - 5*dr^4*r*a + dr^4*a*Dd + 2*dr^3*d^2*g + dr^3*d^2*Dd - 2*dr^3*d*g*a + 2*dr^3*d*r*a - dr^3*d*a*Dd + 2*dr^3*g*a^2 - 5*dr^3*r*a^2 + dr^3*a^2*Dd - 2*dr^2*d^3*g + 3*dr^2*d^3*r - dr^2*d^3*Dd - 6*dr^2*d^2*g*a + 9*dr^2*d^2*r*a - 3*dr^2*d^2*a*Dd - 6*dr^2*d*g*a^2 + 6*dr^2*d*r*a^2 - 3*dr^2*d*a^2*Dd - 2*dr^2*r*a^3 + 4*dr*d^4*g - 3*dr*d^4*r + 2*dr*d^4*Dd + 10*dr*d^3*g*a - 4*dr*d^3*r*a + 5*dr*d^3*a*Dd + 6*dr*d^2*g*a^2 + 3*dr*d^2*r*a^2 + 3*dr*d^2*a^2*Dd + 4*dr*d*r*a^3 - 2*d^5*g - d^5*Dd - 4*d^4*g*a - 2*d^4*r*a - 2*d^4*a*Dd - 2*d^3*g*a^2 - 4*d^3*r*a^2 - d^3*a^2*Dd - 2*d^2*r*a^3, -e*dr^5 + 4*e*dr^4*d + e*dr^4*a - 6*e*dr^3*d^2 - 3*e*dr^3*d*a + 4*e*dr^2*d^3 + 3*e*dr^2*d^2*a - e*dr*d^4 - e*dr*d^3*a - rR*dr^4*d - rR*dr^4*a + 4*rR*dr^3*d^2 + 5*rR*dr^3*d*a + rR*dr^3*a^2 - 6*rR*dr^2*d^3 - 9*rR*dr^2*d^2*a - 3*rR*dr^2*d*a^2 + 4*rR*dr*d^4 + 7*rR*dr*d^3*a + 3*rR*dr*d^2*a^2 - rR*d^5 - 2*rR*d^4*a - rR*d^3*a^2 + dr^5*r + dr^5*Dd + dr^4*d*g - 4*dr^4*d*r + dr^4*d*Dd + 2*dr^4*g*a - dr^4*r*a + 4*dr^4*a*Dd - 4*dr^3*d^2*g + 6*dr^3*d^2*r - 8*dr^3*d^2*Dd - 7*dr^3*d*g*a + 3*dr^3*d*r*a - 10*dr^3*d*a*Dd + dr^3*a^2*Dd + 6*dr^2*d^3*g - 4*dr^2*d^3*r + 8*dr^2*d^3*Dd + 9*dr^2*d^2*g*a - 3*dr^2*d^2*r*a + 6*dr^2*d^2*a*Dd - 3*dr^2*d*a^2*Dd - 4*dr*d^4*g + dr*d^4*r - dr*d^4*Dd - 5*dr*d^3*g*a + dr*d^3*r*a + 2*dr*d^3*a*Dd + 3*dr*d^2*a^2*Dd + d^5*g - d^5*Dd + d^4*g*a - 2*d^4*a*Dd - d^3*a^2*Dd, -2*e*dr^5 + 2*e*dr^4*d - 4*e*dr^4*a + 4*e*dr^3*d^2 + 8*e*dr^3*d*a - 2*e*dr^3*a^2 - 4*e*dr^2*d^3 + 6*e*dr^2*d*a^2 - 2*e*dr*d^4 - 8*e*dr*d^3*a - 6*e*dr*d^2*a^2 + 2*e*d^5 + 4*e*d^4*a + 2*e*d^3*a^2 - 3*rR*dr^4*d - 2*rR*dr^4*a - 6*rR*dr^3*d*a - 4*rR*dr^3*a^2 + 6*rR*dr^2*d^3 + 10*rR*dr^2*d^2*a + rR*dr^2*d*a^2 - 2*rR*dr^2*a^3 + 6*rR*dr*d^3*a + 10*rR*dr*d^2*a^2 + 4*rR*dr*d*a^3 - 3*rR*d^5 - 8*rR*d^4*a - 7*rR*d^3*a^2 - 2*rR*d^2*a^3 - 2*dr^5*g + 3*dr^5*r - dr^5*Dd + 2*dr^4*d*g + dr^4*d*Dd - 4*dr^4*g*a + 8*dr^4*r*a - 2*dr^4*a*Dd + 4*dr^3*d^2*g - 6*dr^3*d^2*r + 2*dr^3*d^2*Dd + 8*dr^3*d*g*a - 6*dr^3*d*r*a + 4*dr^3*d*a*Dd - 2*dr^3*g*a^2 + 7*dr^3*r*a^2 - dr^3*a^2*Dd - 4*dr^2*d^3*g - 2*dr^2*d^3*Dd - 10*dr^2*d^2*r*a + 6*dr^2*d*g*a^2 - 10*dr^2*d*r*a^2 + 3*dr^2*d*a^2*Dd + 2*dr^2*r*a^3 - 2*dr*d^4*g + 3*dr*d^4*r - dr*d^4*Dd - 8*dr*d^3*g*a + 6*dr*d^3*r*a - 4*dr*d^3*a*Dd - 6*dr*d^2*g*a^2 - dr*d^2*r*a^2 - 3*dr*d^2*a^2*Dd - 4*dr*d*r*a^3 + 2*d^5*g + d^5*Dd + 4*d^4*g*a + 2*d^4*r*a + 2*d^4*a*Dd + 2*d^3*g*a^2 + 4*d^3*r*a^2 + d^3*a^2*Dd + 2*d^2*r*a^3, e*dr^5 - 6*e*dr^4*d - 3*e*dr^4*a + 12*e*dr^3*d^2 + 9*e*dr^3*d*a - 10*e*dr^2*d^3 - 9*e*dr^2*d^2*a + 3*e*dr*d^4 + 3*e*dr*d^3*a + rR*dr^4*d + rR*dr^4*a - 7*rR*dr^3*d^2 - 10*rR*dr^3*d*a - 3*rR*dr^3*a^2 + 12*rR*dr^2*d^3 + 19*rR*dr^2*d^2*a + 7*rR*dr^2*d*a^2 - 7*rR*dr*d^4 - 12*rR*dr*d^3*a - 5*rR*dr*d^2*a^2 + rR*d^5 + 2*rR*d^4*a + rR*d^3*a^2 - dr^5*r - 3*dr^4*d*g + 7*dr^4*d*r - 7*dr^4*d*Dd - 4*dr^4*g*a + 4*dr^4*r*a - 7*dr^4*a*Dd + 10*dr^3*d^2*g - 12*dr^3*d^2*r + 21*dr^3*d^2*Dd + 13*dr^3*d*g*a - 7*dr^3*d*r*a + 21*dr^3*d*a*Dd + 2*dr^3*r*a^2 - 12*dr^2*d^3*g + 7*dr^2*d^3*r - 21*dr^2*d^3*Dd - 15*dr^2*d^2*g*a + 2*dr^2*d^2*r*a - 21*dr^2*d^2*a*Dd - 4*dr^2*d*r*a^2 + 6*dr*d^4*g - dr*d^4*r + 7*dr*d^4*Dd + 7*dr*d^3*g*a + dr*d^3*r*a + 7*dr*d^3*a*Dd + 2*dr*d^2*r*a^2 - d^5*g - d^4*g*a, e*dr^5 + 6*e*dr^4*d + 9*e*dr^4*a - 22*e*dr^3*d^2 - 23*e*dr^3*d*a + 2*e*dr^3*a^2 + 20*e*dr^2*d^3 + 15*e*dr^2*d^2*a - 6*e*dr^2*d*a^2 - 3*e*dr*d^4 + 3*e*dr*d^3*a + 6*e*dr*d^2*a^2 - 2*e*d^5 - 4*e*d^4*a - 2*e*d^3*a^2 + 2*rR*dr^4*d + rR*dr^4*a + 10*rR*dr^3*d^2 + 21*rR*dr^3*d*a + 9*rR*dr^3*a^2 - 24*rR*dr^2*d^3 - 39*rR*dr^2*d^2*a - 12*rR*dr^2*d*a^2 + 2*rR*dr^2*a^3 + 10*rR*dr*d^4 + 11*rR*dr*d^3*a - 3*rR*dr*d^2*a^2 - 4*rR*dr*d*a^3 + 2*rR*d^5 + 6*rR*d^4*a + 6*rR*d^3*a^2 + 2*rR*d^2*a^3 + 2*dr^5*g - 2*dr^5*r + dr^5*Dd + 3*dr^4*d*g - 10*dr^4*d*r + 7*dr^4*d*Dd + 10*dr^4*g*a - 15*dr^4*r*a + 10*dr^4*a*Dd - 20*dr^3*d^2*g + 24*dr^3*d^2*r - 26*dr^3*d^2*Dd - 27*dr^3*d*g*a + 17*dr^3*d*r*a - 28*dr^3*d*a*Dd + 2*dr^3*g*a^2 - 11*dr^3*r*a^2 + dr^3*a^2*Dd + 22*dr^2*d^3*g - 10*dr^2*d^3*r + 26*dr^2*d^3*Dd + 21*dr^2*d^2*g*a + 9*dr^2*d^2*r*a + 24*dr^2*d^2*a*Dd - 6*dr^2*d*g*a^2 + 18*dr^2*d*r*a^2 - 3*dr^2*d*a^2*Dd - 2*dr^2*r*a^3 - 6*dr*d^4*g - 2*dr*d^4*r - 7*dr*d^4*Dd - dr*d^3*g*a - 9*dr*d^3*r*a - 4*dr*d^3*a*Dd + 6*dr*d^2*g*a^2 - 3*dr*d^2*r*a^2 + 3*dr*d^2*a^2*Dd + 4*dr*d*r*a^3 - d^5*g - d^5*Dd - 3*d^4*g*a - 2*d^4*r*a - 2*d^4*a*Dd - 2*d^3*g*a^2 - 4*d^3*r*a^2 - d^3*a^2*Dd - 2*d^2*r*a^3, -3*e^2*dr^5 + 15*e^2*dr^4*d + 6*e^2*dr^4*a - 26*e^2*dr^3*d^2 - 16*e^2*dr^3*d*a + e^2*dr^3*a^2 + 18*e^2*dr^2*d^3 + 12*e^2*dr^2*d^2*a - 3*e^2*dr^2*d*a^2 - 3*e^2*dr*d^4 + 3*e^2*dr*d^2*a^2 - e^2*d^5 - 2*e^2*d^4*a - e^2*d^3*a^2 - 5*e*rR*dr^4*d - 6*e*rR*dr^4*a + 37*e*rR*dr^3*d^2 + 51*e*rR*dr^3*d*a + 12*e*rR*dr^3*a^2 - 57*e*rR*dr^2*d^3 - 78*e*rR*dr^2*d^2*a - 18*e*rR*dr^2*d*a^2 + 2*e*rR*dr^2*a^3 + 23*e*rR*dr*d^4 + 27*e*rR*dr*d^3*a - 4*e*rR*dr*d*a^3 + 2*e*rR*d^5 + 6*e*rR*d^4*a + 6*e*rR*d^3*a^2 + 2*e*rR*d^2*a^3 - 2*e*dr^5*g + 5*e*dr^5*r - e*dr^5*Dd + 18*e*dr^4*d*g - 37*e*dr^4*d*r + 26*e*dr^4*d*Dd + 16*e*dr^4*g*a - 21*e*dr^4*r*a + 23*e*dr^4*a*Dd - 44*e*dr^3*d^2*g + 57*e*dr^3*d^2*r - 68*e*dr^3*d^2*Dd - 48*e*dr^3*d*g*a + 26*e*dr^3*d*r*a - 61*e*dr^3*d*a*Dd + 2*e*dr^3*g*a^2 - 14*e*dr^3*r*a^2 + 4*e*dr^3*a^2*Dd + 44*e*dr^2*d^3*g - 23*e*dr^2*d^3*r + 58*e*dr^2*d^3*Dd + 48*e*dr^2*d^2*g*a + 9*e*dr^2*d^2*r*a + 45*e*dr^2*d^2*a*Dd - 6*e*dr^2*d*g*a^2 + 24*e*dr^2*d*r*a^2 - 12*e*dr^2*d*a^2*Dd - 2*e*dr^2*r*a^3 - 18*e*dr*d^4*g - 2*e*dr*d^4*r - 11*e*dr*d^4*Dd - 16*e*dr*d^3*g*a - 12*e*dr*d^3*r*a + e*dr*d^3*a*Dd + 6*e*dr*d^2*g*a^2 - 6*e*dr*d^2*r*a^2 + 12*e*dr*d^2*a^2*Dd + 4*e*dr*d*r*a^3 + 2*e*d^5*g - 4*e*d^5*Dd - 2*e*d^4*r*a - 8*e*d^4*a*Dd - 2*e*d^3*g*a^2 - 4*e*d^3*r*a^2 - 4*e*d^3*a^2*Dd - 2*e*d^2*r*a^3 - 2*rR^2*dr^3*d^2 - 5*rR^2*dr^3*d*a - 3*rR^2*dr^3*a^2 + 24*rR^2*dr^2*d^3 + 54*rR^2*dr^2*d^2*a + 36*rR^2*dr^2*d*a^2 + 6*rR^2*dr^2*a^3 - 24*rR^2*dr*d^4 - 51*rR^2*dr*d^3*a - 30*rR^2*dr*d^2*a^2 - 2*rR^2*dr*d*a^3 + rR^2*dr*a^4 + 2*rR^2*d^5 + 2*rR^2*d^4*a - 3*rR^2*d^3*a^2 - 4*rR^2*d^2*a^3 - rR^2*d*a^4 - 4*rR*dr^5*Dd + 2*rR*dr^4*d*g + 4*rR*dr^4*d*r - 14*rR*dr^4*d*Dd - 2*rR*dr^4*g*a + 5*rR*dr^4*r*a - 27*rR*dr^4*a*Dd + 23*rR*dr^3*d^2*g - 48*rR*dr^3*d^2*r + 60*rR*dr^3*d^2*Dd + 50*rR*dr^3*d*g*a - 71*rR*dr^3*d*r*a + 71*rR*dr^3*d*a*Dd + 16*rR*dr^3*g*a^2 - 21*rR*dr^3*r*a^2 - 3*rR*dr^3*a^2*Dd - 57*rR*dr^2*d^3*g + 48*rR*dr^2*d^3*r - 62*rR*dr^2*d^3*Dd - 99*rR*dr^2*d^2*g*a + 45*rR*dr^2*d^2*r*a - 61*rR*dr^2*d^2*a*Dd - 30*rR*dr^2*d*g*a^2 - 18*rR*dr^2*d*r*a^2 + 6*rR*dr^2*d*a^2*Dd + 2*rR*dr^2*g*a^3 - 14*rR*dr^2*r*a^3 + 37*rR*dr*d^4*g - 4*rR*dr*d^4*r + 20*rR*dr*d^4*Dd + 56*rR*dr*d^3*g*a + 19*rR*dr*d^3*r*a + 17*rR*dr*d^3*a*Dd + 12*rR*dr*d^2*g*a^2 + 33*rR*dr*d^2*r*a^2 - 3*rR*dr*d^2*a^2*Dd - 4*rR*dr*d*g*a^3 + 8*rR*dr*d*r*a^3 - 2*rR*dr*r*a^4 - 5*rR*d^5*g - 5*rR*d^4*g*a + 2*rR*d^4*r*a + 2*rR*d^3*g*a^2 + 6*rR*d^3*r*a^2 + 2*rR*d^2*g*a^3 + 6*rR*d^2*r*a^3 + 2*rR*d*r*a^4 + 4*dr^6*T*Dd + 14*dr^5*d*T*Dd + dr^5*g^2 - 2*dr^5*g*r + 4*dr^5*g*Dd - 2*dr^5*r^2 + 26*dr^5*a*T*Dd + 3*dr^5*Dd^2 - 40*dr^4*d^2*T*Dd + 3*dr^4*d*g^2 - 23*dr^4*d*g*r + 11*dr^4*d*g*Dd + 24*dr^4*d*r^2 - 20*dr^4*d*r*Dd - 26*dr^4*d*a*T*Dd + 9*dr^4*d*Dd^2 + 10*dr^4*g^2*a - 32*dr^4*g*r*a + 28*dr^4*g*a*Dd + 17*dr^4*r^2*a - 19*dr^4*r*a*Dd + 26*dr^4*a^2*T*Dd + 18*dr^4*a*Dd^2 - 18*dr^3*d^2*g^2 + 57*dr^3*d^2*g*r - 58*dr^3*d^2*g*Dd - 24*dr^3*d^2*r^2 + 62*dr^3*d^2*r*Dd - 66*dr^3*d^2*a*T*Dd - 42*dr^3*d^2*Dd^2 - 32*dr^3*d*g^2*a + 55*dr^3*d*g*r*a - 81*dr^3*d*g*a*Dd + 6*dr^3*d*r^2*a + 59*dr^3*d*r*a*Dd - 66*dr^3*d*a^2*T*Dd - 48*dr^3*d*a*Dd^2 + dr^3*g^2*a^2 - 18*dr^3*g*r*a^2 + 4*dr^3*g*a^2*Dd + 22*dr^3*r^2*a^2 - dr^3*r*a^2*Dd + 4*dr^3*a^3*T*Dd + 3*dr^3*a^2*Dd^2 + 40*dr^2*d^4*T*Dd + 26*dr^2*d^3*g^2 - 37*dr^2*d^3*g*r + 68*dr^2*d^3*g*Dd + 2*dr^2*d^3*r^2 - 60*dr^2*d^3*r*Dd + 94*dr^2*d^3*a*T*Dd + 42*dr^2*d^3*Dd^2 + 36*dr^2*d^2*g^2*a - 12*dr^2*d^2*g*r*a + 75*dr^2*d^2*g*a*Dd - 21*dr^2*d^2*r^2*a - 53*dr^2*d^2*r*a*Dd + 42*dr^2*d^2*a^2*T*Dd + 36*dr^2*d^2*a*Dd^2 - 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3*e^2*dr*d^4 - 6*e^2*dr*d^3*a - 3*e^2*dr*d^2*a^2 + e^2*d^5 + 2*e^2*d^4*a + e^2*d^3*a^2 - 9*e*rR*dr^4*d - 6*e*rR*dr^4*a + 17*e*rR*dr^3*d^2 + 11*e*rR*dr^3*d*a - 13*e*rR*dr^2*d^3 - 18*e*rR*dr^2*d^2*a - 10*e*rR*dr^2*d*a^2 - 2*e*rR*dr^2*a^3 + 11*e*rR*dr*d^4 + 27*e*rR*dr*d^3*a + 20*e*rR*dr*d^2*a^2 + 4*e*rR*dr*d*a^3 - 6*e*rR*d^5 - 14*e*rR*d^4*a - 10*e*rR*d^3*a^2 - 2*e*rR*d^2*a^3 - 4*e*dr^5*g + 9*e*dr^5*r - 2*e*dr^5*Dd + 12*e*dr^4*d*g - 17*e*dr^4*d*r + 17*e*dr^4*d*Dd + 2*e*dr^4*g*a + 7*e*dr^4*r*a + 11*e*dr^4*a*Dd - 16*e*dr^3*d^2*g + 13*e*dr^3*d^2*r - 40*e*dr^3*d^2*Dd - 12*e*dr^3*d*g*a - 2*e*dr^3*d*r*a - 35*e*dr^3*d*a*Dd - 2*e*dr^3*g*a^2 + 6*e*dr^3*r*a^2 - e*dr^3*a^2*Dd + 16*e*dr^2*d^3*g - 11*e*dr^2*d^3*r + 38*e*dr^2*d^3*Dd + 24*e*dr^2*d^2*g*a - 15*e*dr^2*d^2*r*a + 39*e*dr^2*d^2*a*Dd + 6*e*dr^2*d*g*a^2 - 8*e*dr^2*d*r*a^2 + 3*e*dr^2*d*a^2*Dd + 2*e*dr^2*r*a^3 - 12*e*dr*d^4*g + 6*e*dr*d^4*r - 14*e*dr*d^4*Dd - 20*e*dr*d^3*g*a + 8*e*dr*d^3*r*a - 17*e*dr*d^3*a*Dd - 6*e*dr*d^2*g*a^2 - 2*e*dr*d^2*r*a^2 - 3*e*dr*d^2*a^2*Dd - 4*e*dr*d*r*a^3 + 4*e*d^5*g + e*d^5*Dd + 6*e*d^4*g*a + 2*e*d^4*r*a + 2*e*d^4*a*Dd + 2*e*d^3*g*a^2 + 4*e*d^3*r*a^2 + e*d^3*a^2*Dd + 2*e*d^2*r*a^3 - 6*rR^2*dr^3*d^2 - 9*rR^2*dr^3*d*a - 3*rR^2*dr^3*a^2 + 6*rR^2*dr^2*d^3 + 8*rR^2*dr^2*d^2*a + 2*rR^2*dr^2*d*a^2 - 6*rR^2*dr*d^4 - 17*rR^2*dr*d^3*a - 18*rR^2*dr*d^2*a^2 - 8*rR^2*dr*d*a^3 - rR^2*dr*a^4 + 6*rR^2*d^5 + 18*rR^2*d^4*a + 19*rR^2*d^3*a^2 + 8*rR^2*d^2*a^3 + rR^2*d*a^4 + 3*rR*dr^5*Dd - 6*rR*dr^4*d*g + 12*rR*dr^4*d*r - 4*rR*dr^4*g*a + 9*rR*dr^4*r*a + 7*rR*dr^4*a*Dd + 11*rR*dr^3*d^2*g - 12*rR*dr^3*d^2*r + 16*rR*dr^3*d^2*Dd + 10*rR*dr^3*d*g*a + rR*dr^3*d*r*a + 31*rR*dr^3*d*a*Dd + 2*rR*dr^3*g*a^2 + 7*rR*dr^3*r*a^2 + 20*rR*dr^3*a^2*Dd - 13*rR*dr^2*d^3*g + 12*rR*dr^2*d^3*r - 44*rR*dr^2*d^3*Dd - 27*rR*dr^2*d^2*g*a + 21*rR*dr^2*d^2*r*a - 81*rR*dr^2*d^2*a*Dd - 16*rR*dr^2*d*g*a^2 + 18*rR*dr^2*d*r*a^2 - 36*rR*dr^2*d*a^2*Dd - 2*rR*dr^2*g*a^3 + 6*rR*dr^2*r*a^3 + 2*rR*dr^2*a^3*Dd + 17*rR*dr*d^4*g - 12*rR*dr*d^4*r + 25*rR*dr*d^4*Dd + 40*rR*dr*d^3*g*a - 25*rR*dr*d^3*r*a + 41*rR*dr*d^3*a*Dd + 26*rR*dr*d^2*g*a^2 - 11*rR*dr*d^2*r*a^2 + 12*rR*dr*d^2*a^2*Dd + 4*rR*dr*d*g*a^3 + 4*rR*dr*d*r*a^3 - 4*rR*dr*d*a^3*Dd + 2*rR*dr*r*a^4 - 9*rR*d^5*g - 19*rR*d^4*g*a - 6*rR*d^4*r*a + 2*rR*d^4*a*Dd - 12*rR*d^3*g*a^2 - 14*rR*d^3*r*a^2 + 4*rR*d^3*a^2*Dd - 2*rR*d^2*g*a^3 - 10*rR*d^2*r*a^3 + 2*rR*d^2*a^3*Dd - 2*rR*d*r*a^4 - 3*dr^6*T*Dd - dr^5*g^2 + 6*dr^5*g*r - dr^5*g*Dd - 6*dr^5*r^2 - 9*dr^5*a*T*Dd + 9*dr^4*d^2*T*Dd + 3*dr^4*d*g^2 - 11*dr^4*d*g*r + 14*dr^4*d*g*Dd + 6*dr^4*d*r^2 - 25*dr^4*d*r*Dd + 9*dr^4*d*a*T*Dd + 6*dr^4*d*Dd^2 + 2*dr^4*g^2*a + 2*dr^4*g*r*a + 12*dr^4*g*a*Dd - 9*dr^4*r^2*a - 23*dr^4*r*a*Dd - 9*dr^4*a^2*T*Dd + 6*dr^4*a*Dd^2 - 6*dr^3*d^2*g^2 + 13*dr^3*d^2*g*r - 38*dr^3*d^2*g*Dd - 6*dr^3*d^2*r^2 + 44*dr^3*d^2*r*Dd + 18*dr^3*d^2*a*T*Dd - 18*dr^3*d^2*Dd^2 - 10*dr^3*d*g^2*a + 11*dr^3*d*g*r*a - 39*dr^3*d*g*a*Dd - 4*dr^3*d*r^2*a + 23*dr^3*d*r*a*Dd + 18*dr^3*d*a^2*T*Dd - 18*dr^3*d*a*Dd^2 - dr^3*g^2*a^2 + 4*dr^3*g*r*a^2 - dr^3*g*a^2*Dd - 10*dr^3*r^2*a^2 - 17*dr^3*r*a^2*Dd - 3*dr^3*a^3*T*Dd - 9*dr^2*d^4*T*Dd + 10*dr^2*d^3*g^2 - 17*dr^2*d^3*g*r + 40*dr^2*d^3*g*Dd + 6*dr^2*d^3*r^2 - 16*dr^2*d^3*r*Dd - 18*dr^2*d^3*a*T*Dd + 18*dr^2*d^3*Dd^2 + 18*dr^2*d^2*g^2*a - 24*dr^2*d^2*g*r*a + 45*dr^2*d^2*g*a*Dd + 7*dr^2*d^2*r^2*a + 15*dr^2*d^2*r*a*Dd + 18*dr^2*d^2*a*Dd^2 + 3*dr^2*d*g^2*a^2 - 2*dr^2*d*g*r*a^2 + 3*dr^2*d*g*a^2*Dd - 2*dr^2*d*r^2*a^2 + 27*dr^2*d*r*a^2*Dd + 9*dr^2*d*a^3*T*Dd + 2*dr^2*g*r*a^3 - 6*dr^2*r^2*a^3 - 2*dr^2*r*a^3*Dd - 9*dr*d^4*g^2 + 9*dr*d^4*g*r - 17*dr*d^4*g*Dd - 9*dr*d^4*a*T*Dd - 6*dr*d^4*Dd^2 - 14*dr*d^3*g^2*a + 7*dr*d^3*g*r*a - 21*dr*d^3*g*a*Dd + 6*dr*d^3*r^2*a - 7*dr*d^3*r*a*Dd - 18*dr*d^3*a^2*T*Dd - 6*dr*d^3*a*Dd^2 - 3*dr*d^2*g^2*a^2 - 8*dr*d^2*g*r*a^2 - 3*dr*d^2*g*a^2*Dd + 11*dr*d^2*r^2*a^2 - 3*dr*d^2*r*a^2*Dd - 9*dr*d^2*a^3*T*Dd - 4*dr*d*g*r*a^3 + 4*dr*d*r^2*a^3 + 4*dr*d*r*a^3*Dd - dr*r^2*a^4 + 3*d^6*T*Dd + 3*d^5*g^2 + 2*d^5*g*Dd - 3*d^5*r*Dd + 9*d^5*a*T*Dd + 4*d^4*g^2*a + 4*d^4*g*r*a + 3*d^4*g*a*Dd - 8*d^4*r*a*Dd + 9*d^4*a^2*T*Dd + d^3*g^2*a^2 + 6*d^3*g*r*a^2 + d^3*g*a^2*Dd + d^3*r^2*a^2 - 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4*d^5*r*Dd + 12*d^5*a*T*Dd + d^5*Dd^2 + d^4*g^2*a + d^4*g*r*a + 3*d^4*g*a*Dd - 10*d^4*r*a*Dd + 12*d^4*a^2*T*Dd + 2*d^4*a*Dd^2 + d^3*g^2*a^2 + 3*d^3*g*r*a^2 + 2*d^3*g*a^2*Dd + d^3*r^2*a^2 - 8*d^3*r*a^2*Dd + 4*d^3*a^3*T*Dd + d^3*a^2*Dd^2 + 2*d^2*g*r*a^3 + 2*d^2*r^2*a^3 - 2*d^2*r*a^3*Dd + d*r^2*a^4, 3*e^2*dr^5 - 10*e^2*dr^4*d - e^2*dr^4*a + 13*e^2*dr^3*d^2 + 5*e^2*dr^3*d*a + e^2*dr^3*a^2 - 9*e^2*dr^2*d^3 - 9*e^2*dr^2*d^2*a - 3*e^2*dr^2*d*a^2 + 4*e^2*dr*d^4 + 7*e^2*dr*d^3*a + 3*e^2*dr*d^2*a^2 - e^2*d^5 - 2*e^2*d^4*a - e^2*d^3*a^2 + 9*e*rR*dr^4*d + 6*e*rR*dr^4*a - 21*e*rR*dr^3*d^2 - 17*e*rR*dr^3*d*a - 2*e*rR*dr^3*a^2 + 21*e*rR*dr^2*d^3 + 30*e*rR*dr^2*d^2*a + 14*e*rR*dr^2*d*a^2 + 2*e*rR*dr^2*a^3 - 15*e*rR*dr*d^4 - 33*e*rR*dr*d^3*a - 22*e*rR*dr*d^2*a^2 - 4*e*rR*dr*d*a^3 + 6*e*rR*d^5 + 14*e*rR*d^4*a + 10*e*rR*d^3*a^2 + 2*e*rR*d^2*a^3 + 4*e*dr^5*g - 9*e*dr^5*r - 14*e*dr^4*d*g + 21*e*dr^4*d*r - 8*e*dr^4*d*Dd - 4*e*dr^4*g*a - 3*e*dr^4*r*a - 8*e*dr^4*a*Dd + 22*e*dr^3*d^2*g - 21*e*dr^3*d^2*r + 23*e*dr^3*d^2*Dd + 18*e*dr^3*d*g*a - 4*e*dr^3*d*r*a + 22*e*dr^3*d*a*Dd + 2*e*dr^3*g*a^2 - 4*e*dr^3*r*a^2 - e*dr^3*a^2*Dd - 22*e*dr^2*d^3*g + 15*e*dr^2*d^3*r - 21*e*dr^2*d^3*Dd - 30*e*dr^2*d^2*g*a + 15*e*dr^2*d^2*r*a - 18*e*dr^2*d^2*a*Dd - 6*e*dr^2*d*g*a^2 + 4*e*dr^2*d*r*a^2 + 3*e*dr^2*d*a^2*Dd - 2*e*dr^2*r*a^3 + 14*e*dr*d^4*g - 6*e*dr*d^4*r + 5*e*dr*d^4*Dd + 22*e*dr*d^3*g*a - 6*e*dr*d^3*r*a + 2*e*dr*d^3*a*Dd + 6*e*dr*d^2*g*a^2 + 4*e*dr*d^2*r*a^2 - 3*e*dr*d^2*a^2*Dd + 4*e*dr*d*r*a^3 - 4*e*d^5*g + e*d^5*Dd - 6*e*d^4*g*a - 2*e*d^4*r*a + 2*e*d^4*a*Dd - 2*e*d^3*g*a^2 - 4*e*d^3*r*a^2 + e*d^3*a^2*Dd - 2*e*d^2*r*a^3 + 6*rR^2*dr^3*d^2 + 9*rR^2*dr^3*d*a + 3*rR^2*dr^3*a^2 - 9*rR^2*dr^2*d^3 - 15*rR^2*dr^2*d^2*a - 7*rR^2*dr^2*d*a^2 - rR^2*dr^2*a^3 + 9*rR^2*dr*d^4 + 24*rR^2*dr*d^3*a + 23*rR^2*dr*d^2*a^2 + 9*rR^2*dr*d*a^3 + rR^2*dr*a^4 - 6*rR^2*d^5 - 18*rR^2*d^4*a - 19*rR^2*d^3*a^2 - 8*rR^2*d^2*a^3 - rR^2*d*a^4 - 3*rR*dr^5*Dd + 6*rR*dr^4*d*g - 12*rR*dr^4*d*r + 4*rR*dr^4*g*a - 9*rR*dr^4*r*a - 6*rR*dr^4*a*Dd - 15*rR*dr^3*d^2*g + 18*rR*dr^3*d^2*r - 9*rR*dr^3*d^2*Dd - 16*rR*dr^3*d*g*a + 9*rR*dr^3*d*r*a - 20*rR*dr^3*d*a*Dd - 4*rR*dr^3*g*a^2 - 3*rR*dr^3*r*a^2 - 14*rR*dr^3*a^2*Dd + 21*rR*dr^2*d^3*g - 18*rR*dr^2*d^3*r + 27*rR*dr^2*d^3*Dd + 39*rR*dr^2*d^2*g*a - 27*rR*dr^2*d^2*r*a + 48*rR*dr^2*d^2*a*Dd + 20*rR*dr^2*d*g*a^2 - 16*rR*dr^2*d*r*a^2 + 17*rR*dr^2*d*a^2*Dd + 2*rR*dr^2*g*a^3 - 4*rR*dr^2*r*a^3 - 4*rR*dr^2*a^3*Dd - 21*rR*dr*d^4*g + 12*rR*dr*d^4*r - 12*rR*dr*d^4*Dd - 46*rR*dr*d^3*g*a + 21*rR*dr*d^3*r*a - 12*rR*dr*d^3*a*Dd - 28*rR*dr*d^2*g*a^2 + 5*rR*dr*d^2*r*a^2 + 8*rR*dr*d^2*a^2*Dd - 4*rR*dr*d*g*a^3 - 6*rR*dr*d*r*a^3 + 8*rR*dr*d*a^3*Dd - 2*rR*dr*r*a^4 + 9*rR*d^5*g - 3*rR*d^5*Dd + 19*rR*d^4*g*a + 6*rR*d^4*r*a - 10*rR*d^4*a*Dd + 12*rR*d^3*g*a^2 + 14*rR*d^3*r*a^2 - 11*rR*d^3*a^2*Dd + 2*rR*d^2*g*a^3 + 10*rR*d^2*r*a^3 - 4*rR*d^2*a^3*Dd + 2*rR*d*r*a^4 + 3*dr^6*T*Dd - 3*dr^5*d*T*Dd + dr^5*g^2 - 6*dr^5*g*r - dr^5*g*Dd + 6*dr^5*r^2 + 3*dr^5*r*Dd + 6*dr^5*a*T*Dd - dr^5*Dd^2 - 3*dr^4*d^2*T*Dd - 4*dr^4*d*g^2 + 15*dr^4*d*g*r - 5*dr^4*d*g*Dd - 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26*rR*dr^3*d^2*g^3*Dd^2 - 132*rR*dr^3*d^2*g^2*r^2*Dd + 2*rR*dr^3*d^2*g^2*r*a*T*Dd + 312*rR*dr^3*d^2*g^2*r*Dd^2 - 188*rR*dr^3*d^2*g^2*a*T*Dd^2 - 17*rR*dr^3*d^2*g^2*Dd^3 + 92*rR*dr^3*d^2*g*r^3*Dd - 132*rR*dr^3*d^2*g*r^2*a*T*Dd - 474*rR*dr^3*d^2*g*r^2*Dd^2 + 410*rR*dr^3*d^2*g*r*a*T*Dd^2 + 450*rR*dr^3*d^2*g*r*Dd^3 + 254*rR*dr^3*d^2*g*a^2*T^2*Dd^2 - 426*rR*dr^3*d^2*g*a*T*Dd^3 - 22*rR*dr^3*d^2*g*Dd^4 - 20*rR*dr^3*d^2*r^4*Dd + 44*rR*dr^3*d^2*r^3*a*T*Dd + 134*rR*dr^3*d^2*r^3*Dd^2 - 130*rR*dr^3*d^2*r^2*a*T*Dd^2 - 220*rR*dr^3*d^2*r^2*Dd^3 - 32*rR*dr^3*d^2*r*a^2*T^2*Dd^2 + 388*rR*dr^3*d^2*r*a*T*Dd^3 + 172*rR*dr^3*d^2*r*Dd^4 - 103*rR*dr^3*d^2*a^2*T^2*Dd^3 - 252*rR*dr^3*d^2*a*T*Dd^4 - 8*rR*dr^3*d^2*Dd^5 - 6*rR*dr^3*d*g^4*a*Dd + 86*rR*dr^3*d*g^3*r*a*Dd - 6*rR*dr^3*d*g^3*a^2*T*Dd - 16*rR*dr^3*d*g^3*a*Dd^2 - 166*rR*dr^3*d*g^2*r^2*a*Dd + 62*rR*dr^3*d*g^2*r*a^2*T*Dd + 430*rR*dr^3*d*g^2*r*a*Dd^2 - 64*rR*dr^3*d*g^2*a^2*T*Dd^2 - 8*rR*dr^3*d*g^2*a*Dd^3 + 66*rR*dr^3*d*g*r^3*a*Dd - 158*rR*dr^3*d*g*r^2*a^2*T*Dd - 506*rR*dr^3*d*g*r^2*a*Dd^2 + 418*rR*dr^3*d*g*r*a^2*T*Dd^2 + 456*rR*dr^3*d*g*r*a*Dd^3 + 54*rR*dr^3*d*g*a^3*T^2*Dd^2 - 168*rR*dr^3*d*g*a^2*T*Dd^3 - 24*rR*dr^3*d*g*a*Dd^4 + 12*rR*dr^3*d*r^3*a^2*T*Dd + 36*rR*dr^3*d*r^3*a*Dd^2 - 118*rR*dr^3*d*r^2*a^2*T*Dd^2 - 152*rR*dr^3*d*r^2*a*Dd^3 + 104*rR*dr^3*d*r*a^3*T^2*Dd^2 + 374*rR*dr^3*d*r*a^2*T*Dd^3 + 168*rR*dr^3*d*r*a*Dd^4 - 136*rR*dr^3*d*a^3*T^2*Dd^3 - 164*rR*dr^3*d*a^2*T*Dd^4 - 8*rR*dr^3*d*a*Dd^5 + 18*rR*dr^3*g^3*r*a^2*Dd - 18*rR*dr^3*g^2*r^2*a^2*Dd + 18*rR*dr^3*g^2*r*a^3*T*Dd + 18*rR*dr^3*g^2*r*a^2*Dd^2 - 20*rR*dr^3*g*r^3*a^2*Dd - 44*rR*dr^3*g*r^2*a^3*T*Dd - 50*rR*dr^3*g*r^2*a^2*Dd^2 - 12*rR*dr^3*g*r*a^3*T*Dd^2 - 72*rR*dr^3*g*r*a^2*Dd^3 + 7*rR*dr^3*r^4*a^2*Dd - 8*rR*dr^3*r^3*a^3*T*Dd - 50*rR*dr^3*r^3*a^2*Dd^2 + 19*rR*dr^3*r^2*a^2*Dd^3 + 36*rR*dr^3*r*a^4*T^2*Dd^2 - 12*rR*dr^3*r*a^3*T*Dd^3 - 68*rR*dr^2*d^5*g*T^2*Dd^2 - 24*rR*dr^2*d^5*r*T^2*Dd^2 + 60*rR*dr^2*d^5*T^2*Dd^3 - 4*rR*dr^2*d^4*g^3*T*Dd - 36*rR*dr^2*d^4*g^2*r*T*Dd + 224*rR*dr^2*d^4*g^2*T*Dd^2 + 48*rR*dr^2*d^4*g*r^2*T*Dd - 272*rR*dr^2*d^4*g*r*T*Dd^2 - 112*rR*dr^2*d^4*g*a*T^2*Dd^2 + 378*rR*dr^2*d^4*g*T*Dd^3 + 84*rR*dr^2*d^4*r^2*T*Dd^2 - 164*rR*dr^2*d^4*r*a*T^2*Dd^2 - 304*rR*dr^2*d^4*r*T*Dd^3 + 290*rR*dr^2*d^4*a*T^2*Dd^3 + 146*rR*dr^2*d^4*T*Dd^4 + 18*rR*dr^2*d^3*g^4*Dd - 96*rR*dr^2*d^3*g^3*r*Dd + 16*rR*dr^2*d^3*g^3*a*T*Dd + 72*rR*dr^2*d^3*g^3*Dd^2 + 120*rR*dr^2*d^3*g^2*r^2*Dd - 144*rR*dr^2*d^3*g^2*r*a*T*Dd - 444*rR*dr^2*d^3*g^2*r*Dd^2 + 458*rR*dr^2*d^3*g^2*a*T*Dd^2 + 44*rR*dr^2*d^3*g^2*Dd^3 - 48*rR*dr^2*d^3*g*r^3*Dd + 114*rR*dr^2*d^3*g*r^2*a*T*Dd + 400*rR*dr^2*d^3*g*r^2*Dd^2 - 626*rR*dr^2*d^3*g*r*a*T*Dd^2 - 468*rR*dr^2*d^3*g*r*Dd^3 - 14*rR*dr^2*d^3*g*a^2*T^2*Dd^2 + 680*rR*dr^2*d^3*g*a*T*Dd^3 + 48*rR*dr^2*d^3*g*Dd^4 + 24*rR*dr^2*d^3*r^3*a*T*Dd - 60*rR*dr^2*d^3*r^3*Dd^2 + 192*rR*dr^2*d^3*r^2*a*T*Dd^2 + 244*rR*dr^2*d^3*r^2*Dd^3 - 308*rR*dr^2*d^3*r*a^2*T^2*Dd^2 - 754*rR*dr^2*d^3*r*a*T*Dd^3 - 172*rR*dr^2*d^3*r*Dd^4 + 400*rR*dr^2*d^3*a^2*T^2*Dd^3 + 330*rR*dr^2*d^3*a*T*Dd^4 + 16*rR*dr^2*d^3*Dd^5 + 18*rR*dr^2*d^2*g^4*a*Dd - 126*rR*dr^2*d^2*g^3*r*a*Dd + 18*rR*dr^2*d^2*g^3*a^2*T*Dd + 42*rR*dr^2*d^2*g^3*a*Dd^2 + 116*rR*dr^2*d^2*g^2*r^2*a*Dd - 132*rR*dr^2*d^2*g^2*r*a^2*T*Dd - 566*rR*dr^2*d^2*g^2*r*a*Dd^2 + 186*rR*dr^2*d^2*g^2*a^2*T*Dd^2 + 22*rR*dr^2*d^2*g^2*a*Dd^3 - 6*rR*dr^2*d^2*g*r^3*a*Dd + 38*rR*dr^2*d^2*g*r^2*a^2*T*Dd + 368*rR*dr^2*d^2*g*r^2*a*Dd^2 - 338*rR*dr^2*d^2*g*r*a^2*T*Dd^2 - 480*rR*dr^2*d^2*g*r*a*Dd^3 + 30*rR*dr^2*d^2*g*a^3*T^2*Dd^2 + 304*rR*dr^2*d^2*g*a^2*T*Dd^3 + 52*rR*dr^2*d^2*g*a*Dd^4 - 24*rR*dr^2*d^2*r^4*a*Dd + 54*rR*dr^2*d^2*r^3*a^2*T*Dd + 26*rR*dr^2*d^2*r^3*a*Dd^2 + 98*rR*dr^2*d^2*r^2*a^2*T*Dd^2 + 240*rR*dr^2*d^2*r^2*a*Dd^3 - 220*rR*dr^2*d^2*r*a^3*T^2*Dd^2 - 476*rR*dr^2*d^2*r*a^2*T*Dd^3 - 192*rR*dr^2*d^2*r*a*Dd^4 + 170*rR*dr^2*d^2*a^3*T^2*Dd^3 + 184*rR*dr^2*d^2*a^2*T*Dd^4 + 16*rR*dr^2*d^2*a*Dd^5 - 20*rR*dr^2*d*g^3*r*a^2*Dd - 48*rR*dr^2*d*g^2*r^2*a^2*Dd - 20*rR*dr^2*d*g^2*r*a^3*T*Dd - 32*rR*dr^2*d*g^2*r*a^2*Dd^2 + 60*rR*dr^2*d*g*r^3*a^2*Dd - 54*rR*dr^2*d*g*r^2*a^3*T*Dd - 104*rR*dr^2*d*g*r^2*a^2*Dd^2 + 48*rR*dr^2*d*g*r*a^3*T*Dd^2 + 54*rR*dr^2*d*g*r*a^2*Dd^3 - 24*rR*dr^2*d*r^4*a^2*Dd + 36*rR*dr^2*d*r^3*a^3*T*Dd + 62*rR*dr^2*d*r^3*a^2*Dd^2 - 4*rR*dr^2*d*r^2*a^3*T*Dd^2 + 20*rR*dr^2*d*r^2*a^2*Dd^3 - 52*rR*dr^2*d*r*a^4*T^2*Dd^2 - 26*rR*dr^2*d*r*a^3*T*Dd^3 - 22*rR*dr^2*d*r*a^2*Dd^4 - 20*rR*dr^2*g^2*r^2*a^3*Dd + 8*rR*dr^2*g*r^3*a^3*Dd - 20*rR*dr^2*g*r^2*a^4*T*Dd - 30*rR*dr^2*g*r^2*a^3*Dd^2 - 4*rR*dr^2*r^4*a^3*Dd + 6*rR*dr^2*r^3*a^4*T*Dd - 6*rR*dr^2*r^3*a^3*Dd^2 + 6*rR*dr^2*r^2*a^4*T*Dd^2 + 10*rR*dr^2*r^2*a^3*Dd^3 - 36*rR*dr*d^6*g*T^2*Dd^2 + 24*rR*dr*d^6*r*T^2*Dd^2 - 68*rR*dr*d^6*T^2*Dd^3 - 12*rR*dr*d^5*g^3*T*Dd + 36*rR*dr*d^5*g^2*r*T*Dd - 190*rR*dr*d^5*g^2*T*Dd^2 + 156*rR*dr*d^5*g*r*T*Dd^2 - 142*rR*dr*d^5*g*a*T^2*Dd^2 - 218*rR*dr*d^5*g*T*Dd^3 - 48*rR*dr*d^5*r^2*T*Dd^2 + 88*rR*dr*d^5*r*a*T^2*Dd^2 + 178*rR*dr*d^5*r*T*Dd^3 - 204*rR*dr*d^5*a*T^2*Dd^3 - 68*rR*dr*d^5*T*Dd^4 - 21*rR*dr*d^4*g^4*Dd + 56*rR*dr*d^4*g^3*r*Dd - 32*rR*dr*d^4*g^3*a*T*Dd - 66*rR*dr*d^4*g^3*Dd^2 - 36*rR*dr*d^4*g^2*r^2*Dd + 80*rR*dr*d^4*g^2*r*a*T*Dd + 250*rR*dr*d^4*g^2*r*Dd^2 - 360*rR*dr*d^4*g^2*a*T*Dd^2 - 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258*rR*dr^3*d*g^2*r^2*a*Dd^2 + 80*rR*dr^3*d*g^2*r*a^2*T*Dd^2 + 296*rR*dr^3*d*g^2*r*a*Dd^3 + 27*rR*dr^3*d*g^2*a^3*T^2*Dd^2 - 38*rR*dr^3*d*g^2*a^2*T*Dd^3 - 4*rR*dr^3*d*g^2*a*Dd^4 + 4*rR*dr^3*d*g*r^4*a*Dd - 50*rR*dr^3*d*g*r^3*a^2*T*Dd + 86*rR*dr^3*d*g*r^3*a*Dd^2 - 20*rR*dr^3*d*g*r^2*a^2*T*Dd^2 - 220*rR*dr^3*d*g*r^2*a*Dd^3 - 16*rR*dr^3*d*g*r*a^3*T^2*Dd^2 + 464*rR*dr^3*d*g*r*a^2*T*Dd^3 + 218*rR*dr^3*d*g*r*a*Dd^4 - 64*rR*dr^3*d*g*a^3*T^2*Dd^3 - 142*rR*dr^3*d*g*a^2*T*Dd^4 - 8*rR*dr^3*d*g*a*Dd^5 + 8*rR*dr^3*d*r^5*a*Dd - 17*rR*dr^3*d*r^4*a^2*T*Dd + 28*rR*dr^3*d*r^4*a*Dd^2 - 48*rR*dr^3*d*r^3*a^2*T*Dd^2 + 24*rR*dr^3*d*r^3*a*Dd^3 + 58*rR*dr^3*d*r^2*a^3*T^2*Dd^2 - 73*rR*dr^3*d*r^2*a^2*T*Dd^3 - 108*rR*dr^3*d*r^2*a*Dd^4 + 44*rR*dr^3*d*r*a^3*T^2*Dd^3 + 264*rR*dr^3*d*r*a^2*T*Dd^4 + 36*rR*dr^3*d*r*a*Dd^5 + 24*rR*dr^3*d*a^4*T^3*Dd^3 - 175*rR*dr^3*d*a^3*T^2*Dd^4 - 20*rR*dr^3*d*a^2*T*Dd^5 + 8*rR*dr^3*g^3*r^2*a^2*Dd + 28*rR*dr^3*g^3*r*a^2*Dd^2 - 4*rR*dr^3*g^2*r^3*a^2*Dd + 8*rR*dr^3*g^2*r^2*a^3*T*Dd - 77*rR*dr^3*g^2*r^2*a^2*Dd^2 + 11*rR*dr^3*g^2*r*a^3*T*Dd^2 - 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220*rR*dr^4*d*g*r*a*T*Dd^4 + 6*rR*dr^4*d*g*a^3*T^3*Dd^3 + 23*rR*dr^4*d*g*a^2*T^2*Dd^4 - 10*rR*dr^4*d*r^5*Dd^2 + 16*rR*dr^4*d*r^4*a*T*Dd^2 + 16*rR*dr^4*d*r^4*Dd^3 - 12*rR*dr^4*d*r^3*a^2*T^2*Dd^2 - 80*rR*dr^4*d*r^3*a*T*Dd^3 - 10*rR*dr^4*d*r^3*Dd^4 - 54*rR*dr^4*d*r^2*a^2*T^2*Dd^3 - 196*rR*dr^4*d*r^2*a*T*Dd^4 + 12*rR*dr^4*d*r^2*Dd^5 + 120*rR*dr^4*d*r*a^3*T^3*Dd^3 + 386*rR*dr^4*d*r*a^2*T^2*Dd^4 - 216*rR*dr^4*d*a^3*T^3*Dd^4 - 8*rR*dr^4*d*a^2*T^2*Dd^5 + 18*rR*dr^4*g^3*r^2*a*Dd^2 - 8*rR*dr^4*g^3*r*a^2*T*Dd^2 - 60*rR*dr^4*g^2*r^3*a*Dd^2 + 2*rR*dr^4*g^2*r^2*a^2*T*Dd^2 + 102*rR*dr^4*g^2*r^2*a*Dd^3 + 18*rR*dr^4*g^2*r*a^3*T^2*Dd^2 + 12*rR*dr^4*g^2*r*a^2*T*Dd^3 + 42*rR*dr^4*g*r^4*a*Dd^2 + 8*rR*dr^4*g*r^3*a^2*T*Dd^2 - 12*rR*dr^4*g*r^3*a*Dd^3 - 24*rR*dr^4*g*r^2*a^3*T^2*Dd^2 + 196*rR*dr^4*g*r^2*a^2*T*Dd^3 + 96*rR*dr^4*g*r^2*a*Dd^4 - 72*rR*dr^4*g*r*a^3*T^2*Dd^3 - 96*rR*dr^4*g*r*a^2*T*Dd^4 + 4*rR*dr^4*r^5*a*Dd^2 + 16*rR*dr^4*r^4*a^2*T*Dd^2 + 16*rR*dr^4*r^4*a*Dd^3 - 12*rR*dr^4*r^3*a^3*T^2*Dd^2 - 52*rR*dr^4*r^3*a^2*T*Dd^3 + 18*rR*dr^4*r^2*a^3*T^2*Dd^3 + 20*rR*dr^4*r^2*a^2*T*Dd^4 + 12*rR*dr^4*r^2*a*Dd^5 + 24*rR*dr^4*r*a^4*T^3*Dd^3 - 36*rR*dr^4*r*a^3*T^2*Dd^4 - 8*rR*dr^4*r*a^2*T*Dd^5 + 60*rR*dr^3*d^5*g*T^3*Dd^3 - 60*rR*dr^3*d^5*r*T^3*Dd^3 + 198*rR*dr^3*d^5*T^3*Dd^4 + 16*rR*dr^3*d^4*g^3*T^2*Dd^2 - 72*rR*dr^3*d^4*g^2*r*T^2*Dd^2 + 8*rR*dr^3*d^4*g^2*T^2*Dd^3 + 48*rR*dr^3*d^4*g*r^2*T^2*Dd^2 - 132*rR*dr^3*d^4*g*r*T^2*Dd^3 + 186*rR*dr^3*d^4*g*a*T^3*Dd^3 - 46*rR*dr^3*d^4*g*T^2*Dd^4 + 72*rR*dr^3*d^4*r^2*T^2*Dd^3 - 228*rR*dr^3*d^4*r*a*T^3*Dd^3 - 390*rR*dr^3*d^4*r*T^2*Dd^4 + 639*rR*dr^3*d^4*a*T^3*Dd^4 + 16*rR*dr^3*d^4*T^2*Dd^5 - 4*rR*dr^3*d^3*g^4*T*Dd^2 + 34*rR*dr^3*d^3*g^3*r*T*Dd^2 + 34*rR*dr^3*d^3*g^3*a*T^2*Dd^2 - 24*rR*dr^3*d^3*g^3*T*Dd^3 - 36*rR*dr^3*d^3*g^2*r^2*T*Dd^2 - 176*rR*dr^3*d^3*g^2*r*a*T^2*Dd^2 + 180*rR*dr^3*d^3*g^2*r*T*Dd^3 - 56*rR*dr^3*d^3*g^2*a*T^2*Dd^3 - 20*rR*dr^3*d^3*g^2*T*Dd^4 + 4*rR*dr^3*d^3*g*r^3*T*Dd^2 + 78*rR*dr^3*d^3*g*r^2*a*T^2*Dd^2 - 132*rR*dr^3*d^3*g*r^2*T*Dd^3 - 120*rR*dr^3*d^3*g*r*a*T^2*Dd^3 + 296*rR*dr^3*d^3*g*r*T*Dd^4 + 192*rR*dr^3*d^3*g*a^2*T^3*Dd^3 - 160*rR*dr^3*d^3*g*a*T^2*Dd^4 - 8*rR*dr^3*d^3*g*T*Dd^5 + 24*rR*dr^3*d^3*r^3*a*T^2*Dd^2 + 28*rR*dr^3*d^3*r^3*T*Dd^3 + 84*rR*dr^3*d^3*r^2*a*T^2*Dd^3 + 168*rR*dr^3*d^3*r^2*T*Dd^4 - 312*rR*dr^3*d^3*r*a^2*T^3*Dd^3 - 800*rR*dr^3*d^3*r*a*T^2*Dd^4 + 684*rR*dr^3*d^3*a^2*T^3*Dd^4 + 32*rR*dr^3*d^3*a*T^2*Dd^5 + 10*rR*dr^3*d^2*g^4*r*Dd^2 - 7*rR*dr^3*d^2*g^4*a*T*Dd^2 - 86*rR*dr^3*d^2*g^3*r^2*Dd^2 + 80*rR*dr^3*d^2*g^3*r*a*T*Dd^2 + 24*rR*dr^3*d^2*g^3*r*Dd^3 + 18*rR*dr^3*d^2*g^3*a^2*T^2*Dd^2 - 10*rR*dr^3*d^2*g^3*a*T*Dd^3 + 148*rR*dr^3*d^2*g^2*r^3*Dd^2 - 88*rR*dr^3*d^2*g^2*r^2*a*T*Dd^2 - 188*rR*dr^3*d^2*g^2*r^2*Dd^3 - 124*rR*dr^3*d^2*g^2*r*a^2*T^2*Dd^2 + 380*rR*dr^3*d^2*g^2*r*a*T*Dd^3 + 6*rR*dr^3*d^2*g^2*r*Dd^4 - 64*rR*dr^3*d^2*g^2*a^2*T^2*Dd^3 - 23*rR*dr^3*d^2*g^2*a*T*Dd^4 - 52*rR*dr^3*d^2*g*r^4*Dd^2 + 32*rR*dr^3*d^2*g*r^3*a*T*Dd^2 + 172*rR*dr^3*d^2*g*r^3*Dd^3 - 14*rR*dr^3*d^2*g*r^2*a^2*T^2*Dd^2 - 424*rR*dr^3*d^2*g*r^2*a*T*Dd^3 - 208*rR*dr^3*d^2*g*r^2*Dd^4 + 228*rR*dr^3*d^2*g*r*a^2*T^2*Dd^3 + 504*rR*dr^3*d^2*g*r*a*T*Dd^4 + 16*rR*dr^3*d^2*g*r*Dd^5 + 66*rR*dr^3*d^2*g*a^3*T^3*Dd^3 - 114*rR*dr^3*d^2*g*a^2*T^2*Dd^4 - 8*rR*dr^3*d^2*g*a*T*Dd^5 - 8*rR*dr^3*d^2*r^4*a*T*Dd^2 - 40*rR*dr^3*d^2*r^4*Dd^3 + 48*rR*dr^3*d^2*r^3*a^2*T^2*Dd^2 + 172*rR*dr^3*d^2*r^3*a*T*Dd^3 + 28*rR*dr^3*d^2*r^3*Dd^4 - 38*rR*dr^3*d^2*r^2*a^2*T^2*Dd^3 + 132*rR*dr^3*d^2*r^2*a*T*Dd^4 - 28*rR*dr^3*d^2*r^2*Dd^5 - 180*rR*dr^3*d^2*r*a^3*T^3*Dd^3 - 396*rR*dr^3*d^2*r*a^2*T^2*Dd^4 + 24*rR*dr^3*d^2*r*a*T*Dd^5 + 243*rR*dr^3*d^2*a^3*T^3*Dd^4 + 16*rR*dr^3*d^2*a^2*T^2*Dd^5 + 12*rR*dr^3*d*g^4*r*a*Dd^2 - 128*rR*dr^3*d*g^3*r^2*a*Dd^2 + 46*rR*dr^3*d*g^3*r*a^2*T*Dd^2 + 4*rR*dr^3*d*g^3*r*a*Dd^3 + 180*rR*dr^3*d*g^2*r^3*a*Dd^2 - 68*rR*dr^3*d*g^2*r^2*a^2*T*Dd^2 - 224*rR*dr^3*d*g^2*r^2*a*Dd^3 - 20*rR*dr^3*d*g^2*r*a^3*T^2*Dd^2 + 44*rR*dr^3*d*g^2*r*a^2*T*Dd^3 + 8*rR*dr^3*d*g^2*r*a*Dd^4 + 2*rR*dr^3*d*g*r^4*a*Dd^2 + 48*rR*dr^3*d*g*r^3*a^2*T*Dd^2 + 124*rR*dr^3*d*g*r^3*a*Dd^3 - 64*rR*dr^3*d*g*r^2*a^3*T^2*Dd^2 - 492*rR*dr^3*d*g*r^2*a^2*T*Dd^3 - 226*rR*dr^3*d*g*r^2*a*Dd^4 + 216*rR*dr^3*d*g*r*a^3*T^2*Dd^3 + 220*rR*dr^3*d*g*r*a^2*T*Dd^4 + 16*rR*dr^3*d*g*r*a*Dd^5 - 16*rR*dr^3*d*r^5*a*Dd^2 + 2*rR*dr^3*d*r^4*a^2*T*Dd^2 - 44*rR*dr^3*d*r^4*a*Dd^3 + 28*rR*dr^3*d*r^3*a^3*T^2*Dd^2 + 116*rR*dr^3*d*r^3*a^2*T*Dd^3 + 40*rR*dr^3*d*r^3*a*Dd^4 - 40*rR*dr^3*d*r^2*a^3*T^2*Dd^3 - 52*rR*dr^3*d*r^2*a^2*T*Dd^4 - 28*rR*dr^3*d*r^2*a*Dd^5 - 36*rR*dr^3*d*r*a^4*T^3*Dd^3 + 14*rR*dr^3*d*r*a^3*T^2*Dd^4 + 24*rR*dr^3*d*r*a^2*T*Dd^5 - 26*rR*dr^3*g^3*r^2*a^2*Dd^2 + 12*rR*dr^3*g^2*r^3*a^2*Dd^2 + 8*rR*dr^3*g^2*r^2*a^3*T*Dd^2 + 74*rR*dr^3*g^2*r^2*a^2*Dd^3 + 50*rR*dr^3*g*r^4*a^2*Dd^2 + 4*rR*dr^3*g*r^3*a^3*T*Dd^2 + 8*rR*dr^3*g*r^3*a^2*Dd^3 - 20*rR*dr^3*g*r^2*a^4*T^2*Dd^2 - 14*rR*dr^3*g*r^2*a^3*T*Dd^3 - 8*rR*dr^3*g*r^2*a^2*Dd^4 - 6*rR*dr^3*r^5*a^2*Dd^2 + 5*rR*dr^3*r^4*a^3*T*Dd^2 - 10*rR*dr^3*r^4*a^2*Dd^3 + 4*rR*dr^3*r^3*a^4*T^2*Dd^2 - 4*rR*dr^3*r^3*a^3*T*Dd^3 + 20*rR*dr^3*r^3*a^2*Dd^4 + 10*rR*dr^3*r^2*a^4*T^2*Dd^3 - 19*rR*dr^3*r^2*a^3*T*Dd^4 - 72*rR*dr^2*d^6*g*T^3*Dd^3 + 24*rR*dr^2*d^6*r*T^3*Dd^3 - 90*rR*dr^2*d^6*T^3*Dd^4 - 20*rR*dr^2*d^5*g^3*T^2*Dd^2 + 36*rR*dr^2*d^5*g^2*r*T^2*Dd^2 + 98*rR*dr^2*d^5*g^2*T^2*Dd^3 - 24*rR*dr^2*d^5*g*r*T^2*Dd^3 - 222*rR*dr^2*d^5*g*a*T^3*Dd^3 + 125*rR*dr^2*d^5*g*T^2*Dd^4 - 24*rR*dr^2*d^5*r^2*T^2*Dd^3 + 84*rR*dr^2*d^5*r*a*T^3*Dd^3 + 168*rR*dr^2*d^5*r*T^2*Dd^4 - 270*rR*dr^2*d^5*a*T^3*Dd^4 - 8*rR*dr^2*d^5*T^2*Dd^5 + 18*rR*dr^2*d^4*g^4*T*Dd^2 - 76*rR*dr^2*d^4*g^3*r*T*Dd^2 - 38*rR*dr^2*d^4*g^3*a*T^2*Dd^2 + 64*rR*dr^2*d^4*g^3*T*Dd^3 + 48*rR*dr^2*d^4*g^2*r^2*T*Dd^2 + 68*rR*dr^2*d^4*g^2*r*a*T^2*Dd^2 - 364*rR*dr^2*d^4*g^2*r*T*Dd^3 + 280*rR*dr^2*d^4*g^2*a*T^2*Dd^3 + 46*rR*dr^2*d^4*g^2*T*Dd^4 + 36*rR*dr^2*d^4*g*r^2*a*T^2*Dd^2 + 264*rR*dr^2*d^4*g*r^2*T*Dd^3 - 216*rR*dr^2*d^4*g*r*a*T^2*Dd^3 - 320*rR*dr^2*d^4*g*r*T*Dd^4 - 228*rR*dr^2*d^4*g*a^2*T^3*Dd^3 + 284*rR*dr^2*d^4*g*a*T^2*Dd^4 + 16*rR*dr^2*d^4*g*T*Dd^5 - 24*rR*dr^2*d^4*r^3*T*Dd^3 - 60*rR*dr^2*d^4*r^2*a*T^2*Dd^3 - 54*rR*dr^2*d^4*r^2*T*Dd^4 + 108*rR*dr^2*d^4*r*a^2*T^3*Dd^3 + 358*rR*dr^2*d^4*r*a*T^2*Dd^4 - 8*rR*dr^2*d^4*r*T*Dd^5 - 270*rR*dr^2*d^4*a^2*T^3*Dd^4 - 16*rR*dr^2*d^4*a*T^2*Dd^5 + rR*dr^2*d^3*g^5*Dd^2 - 34*rR*dr^2*d^3*g^4*r*Dd^2 + 22*rR*dr^2*d^3*g^4*a*T*Dd^2 - 2*rR*dr^2*d^3*g^4*Dd^3 + 126*rR*dr^2*d^3*g^3*r^2*Dd^2 - 144*rR*dr^2*d^3*g^3*r*a*T*Dd^2 - 48*rR*dr^2*d^3*g^3*r*Dd^3 - 18*rR*dr^2*d^3*g^3*a^2*T^2*Dd^2 + 30*rR*dr^2*d^3*g^3*a*T*Dd^3 + rR*dr^2*d^3*g^3*Dd^4 - 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1, -T