b, alpha, c, gama, delta, sigma, beta
sigma^2, -sigma^2, -sigma^2 - sigma, -2*sigma^2 - 3*sigma - 1, 3*sigma^2 + 3*sigma, -2*c*sigma^2, 3*b*sigma^2 + 3*b*sigma, 3*c*sigma^2 + c*sigma, -4*b*sigma^2 - 7*b*sigma - 3*b + delta*sigma^2 + delta*sigma + sigma^2*beta + sigma*beta, -9*c*sigma^2 - 3*c*sigma, 2*c*sigma^2, 4*b*sigma^2 + 3*b*sigma - delta*sigma^2 - sigma^2*beta, 6*c*sigma^2 + 6*c*sigma, -2*b*sigma^2, -b*sigma^2 - 2*b*sigma + delta*sigma^2 + sigma^2*beta, -3*b^2*sigma^2 - 8*b^2*sigma - 3*b^2 + 3*b*delta*sigma^2 + 2*b*delta*sigma + 3*b*sigma^2*beta + 2*b*sigma*beta - delta*sigma^2*beta, -18*b*c*sigma^2 - 6*b*c*sigma, -c^2*sigma^2, -2*c^2*sigma^2, c^2*sigma^2, 3*b^2*sigma^2 + 3*b^2*sigma + b*delta*sigma^2 + b*delta*sigma + b*sigma^2*beta + b*sigma*beta, 6*b*c*sigma^2 + 6*b*c*sigma, 6*b*c*sigma^2, 4*b*c*sigma^2 + 2*b*c*sigma - 2*c*delta*sigma^2 - 2*c*sigma^2*beta, 6*c^2*sigma^2, -6*c^2*sigma^2, -13*b*c*sigma^2 - 3*b*c*sigma + 2*c*delta*sigma^2 + 2*c*sigma^2*beta, -b^2*sigma^2, 2*b^2*sigma^2 + 3*b^2*sigma - 2*b*delta*sigma^2 - 2*b*sigma^2*beta, 15*b*c*sigma^2 + 17*b*c*sigma - 3*c*delta*sigma^2 - c*delta*sigma - 3*c*sigma^2*beta - c*sigma*beta, -3*b*c^2*sigma^2 + c^2*delta*sigma^2 + c^2*sigma^2*beta, 3*b^2*c*sigma^2 + 13*b^2*c*sigma - 6*b*c*delta*sigma^2 - 2*b*c*delta*sigma - 6*b*c*sigma^2*beta - 2*b*c*sigma*beta, -12*b*c^2*sigma^2, -18*b^2*c*sigma^2 - 6*b^2*c*sigma + 6*b*c*delta*sigma^2 + 6*b*c*sigma^2*beta, 4*b^3*sigma^2 + 3*b^3*sigma + b^2*delta*sigma^2 + 2*b^2*delta*sigma + b^2*sigma^2*beta + 2*b^2*sigma*beta - 2*b*delta*sigma^2*beta, 15*b^2*c*sigma^2 + 19*b^2*c*sigma - 10*b*c*delta*sigma^2 - 2*b*c*delta*sigma - 10*b*c*sigma^2*beta - 2*b*c*sigma*beta + 2*c*delta*sigma^2*beta, -b^3*sigma^2 - b^2*delta*sigma^2 - b^2*sigma^2*beta, 6*b^2*c*sigma^2, 9*b*c^2*sigma^2 - c^2*delta*sigma^2 - c^2*sigma^2*beta, -4*b*c^2*sigma^2, 18*b*c^2*sigma^2, -b^2*sigma^2 - b^2*sigma + b*delta*sigma^2 + b*sigma^2*beta - delta*sigma^3*beta, -9*b^2*c*sigma^2 - 3*b^2*c*sigma, -18*b*c^2*sigma^2 + 2*c^2*delta*sigma^2 + 2*c^2*sigma^2*beta, -24*b^2*c^2*sigma^2 + 6*b*c^2*delta*sigma^2 + 6*b*c^2*sigma^2*beta, -9*b^3*c*sigma^2 - 3*b^3*c*sigma - 3*b^2*c*delta*sigma^2 - b^2*c*delta*sigma - 3*b^2*c*sigma^2*beta - b^2*c*sigma*beta, -6*b^2*c^2*sigma^2, 3*b^2*c*sigma^2 + b^2*c*sigma - 2*b*c*delta*sigma^2 - 2*b*c*sigma^2*beta + 3*c*delta*sigma^3*beta, -b^3*delta*sigma^2 - b^3*sigma^2*beta - b^2*delta*sigma^2*beta, -5*b^3*c*sigma^2 - 3*b^3*c*sigma + 6*b^2*c*delta*sigma^2 + 6*b^2*c*sigma^2*beta, 20*b^2*c^2*sigma^2 - 4*b*c^2*delta*sigma^2 - 4*b*c^2*sigma^2*beta, 14*b^3*c*sigma - 12*b^2*c*delta*sigma^2 - 4*b^2*c*delta*sigma - 12*b^2*c*sigma^2*beta - 4*b^2*c*sigma*beta + 6*b*c*delta*sigma^2*beta, -3*b^3*sigma^2 - 4*b^3*sigma - b^3 + 3*b^2*delta*sigma^2 + b^2*delta*sigma + 3*b^2*sigma^2*beta + b^2*sigma*beta - 3*b*delta*sigma^3*beta - b*delta*sigma^2*beta, 18*b^2*c^2*sigma^2, 2*b^3*c*sigma^2, -20*b^2*c^2*sigma^2 + 7*b*c^2*delta*sigma^2 + 7*b*c^2*sigma^2*beta - c^2*delta*sigma^2*beta, -6*b^2*c^2*sigma^2, -24*b^3*c^2*sigma^2 + 14*b^2*c^2*delta*sigma^2 + 14*b^2*c^2*sigma^2*beta - 4*b*c^2*delta*sigma^2*beta, 16*b^3*c^2*sigma^2 - 6*b^2*c^2*delta*sigma^2 - 6*b^2*c^2*sigma^2*beta, 2*b^4*c*sigma^2 + 2*b^3*c*delta*sigma^2 + 2*b^3*c*sigma^2*beta, -4*b^3*c^2*sigma^2, 12*b^3*c*sigma^2 + 8*b^3*c*sigma - 9*b^2*c*delta*sigma^2 - b^2*c*delta*sigma - 9*b^2*c*sigma^2*beta - b^2*c*sigma*beta + 12*b*c*delta*sigma^3*beta + 2*b*c*delta*sigma^2*beta, -2*b^3*c^2*sigma^2 + 6*b^2*c^2*delta*sigma^2 + 6*b^2*c^2*sigma^2*beta, -2*b^2*c^2*sigma^2 + b*c^2*delta*sigma^2 + b*c^2*sigma^2*beta - 3*c^2*delta*sigma^3*beta, 6*b^3*c^2*sigma^2, 2*b^3*delta*sigma^2 + b^3*delta*sigma + 2*b^3*sigma^2*beta + b^3*sigma*beta - 3*b^2*delta*sigma^3*beta - 2*b^2*delta*sigma^2*beta, -11*b^4*c*sigma^2 - 3*b^4*c*sigma - 2*b^3*c*delta*sigma^2 - 2*b^3*c*delta*sigma - 2*b^3*c*sigma^2*beta - 2*b^3*c*sigma*beta + 6*b^2*c*delta*sigma^2*beta, -b^4*c^2*sigma^2, 6*b^4*c^2*sigma^2 + 2*b^3*c^2*delta*sigma^2 + 2*b^3*c^2*sigma^2*beta, 2*b^4*c*delta*sigma^2 + 2*b^4*c*sigma^2*beta + 2*b^3*c*delta*sigma^2*beta, -b^3*delta*sigma^3*beta - b^3*delta*sigma^2*beta, 3*b^4*c^2*sigma^2 - 4*b^3*c^2*delta*sigma^2 - 4*b^3*c^2*sigma^2*beta, 10*b^3*c^2*delta*sigma^2 + 10*b^3*c^2*sigma^2*beta - 6*b^2*c^2*delta*sigma^2*beta, 9*b^4*c*sigma^2 + 7*b^4*c*sigma - 12*b^3*c*delta*sigma^2 - 2*b^3*c*delta*sigma - 12*b^3*c*sigma^2*beta - 2*b^3*c*sigma*beta + 18*b^2*c*delta*sigma^3*beta + 6*b^2*c*delta*sigma^2*beta, c^3*delta*sigma^3*beta, -12*b^3*c^2*sigma^2 + 6*b^2*c^2*delta*sigma^2 + 6*b^2*c^2*sigma^2*beta - 15*b*c^2*delta*sigma^3*beta - b*c^2*delta*sigma^2*beta, -5*b^4*c*delta*sigma^2 - b^4*c*delta*sigma - 5*b^4*c*sigma^2*beta - b^4*c*sigma*beta + 12*b^3*c*delta*sigma^3*beta + 6*b^3*c*delta*sigma^2*beta, -18*b^4*c^2*sigma^2 + 12*b^3*c^2*delta*sigma^2 + 12*b^3*c^2*sigma^2*beta - 30*b^2*c^2*delta*sigma^3*beta - 4*b^2*c^2*delta*sigma^2*beta, 6*b*c^3*delta*sigma^3*beta, -b^5*c^2*sigma^2 - b^4*c^2*delta*sigma^2 - b^4*c^2*sigma^2*beta, 7*b^5*c^2*sigma^2 + b^4*c^2*delta*sigma^2 + b^4*c^2*sigma^2*beta - 4*b^3*c^2*delta*sigma^2*beta, 3*b^4*c*delta*sigma^3*beta + 2*b^4*c*delta*sigma^2*beta, -8*b^5*c^2*sigma^2 + 10*b^4*c^2*delta*sigma^2 + 10*b^4*c^2*sigma^2*beta - 30*b^3*c^2*delta*sigma^3*beta - 6*b^3*c^2*delta*sigma^2*beta, 15*b^2*c^3*delta*sigma^3*beta, -b^5*c^2*delta*sigma^2 - b^5*c^2*sigma^2*beta - b^4*c^2*delta*sigma^2*beta, 3*b^5*c^2*delta*sigma^2 + 3*b^5*c^2*sigma^2*beta - 15*b^4*c^2*delta*sigma^3*beta - 4*b^4*c^2*delta*sigma^2*beta, 20*b^3*c^3*delta*sigma^3*beta, 15*b^4*c^3*delta*sigma^3*beta, -3*b^5*c^2*delta*sigma^3*beta - b^5*c^2*delta*sigma^2*beta, 6*b^5*c^3*delta*sigma^3*beta, b^6*c^3*delta*sigma^3*beta
