No. Type A B Functions 1 I I $q\left(x,T\right)={x}_{A}{q}_{0}^{A}\left(T\right)+{x}_{B}{q}_{I}^{B}\left(T\right)+{x}_{A}{x}_{B}\left(\left({q}_{I}^{A}\left(T\right)-{q}_{0}^{A}\left(T\right)\right)+\left({q}_{0}^{B}\left(T\right)-{q}_{I}^{B}\left(T\right)\right)\right)$ 2 I II $q\left(x,T\right)={x}_{A}{q}_{0}^{A}\left(T\right)+{x}_{B}{q}_{I}^{B}\left(T\right)+{x}_{A}{x}_{B}\left({q}_{I}^{A}\left(T\right)-{q}_{0}^{A}\left(T\right)\right)+\frac{\left(I-1\right){x}_{A}^{2}{x}_{B}+{x}_{A}{x}_{B}}{I}\left({q}_{0}^{B}\left(T\right)-{q}_{I}^{B}\left(T\right)\right)$ 3 I III $q\left(x,T\right)={x}_{A}{q}_{0}^{A}\left(T\right)+{x}_{B}{q}_{I}^{B}\left(T\right)+{x}_{A}{x}_{B}\left({q}_{I}^{A}\left(T\right)-{q}_{0}^{A}\left(T\right)\right)+\frac{\left(I-1\right){x}_{A}{x}_{B}^{2}+I{x}_{A}{x}_{B}}{I}\left({q}_{0}^{B}\left(T\right)-{q}_{I}^{B}\left(T\right)\right)$ 4 II I $q\left(x,T\right)={x}_{A}{q}_{0}^{A}\left(T\right)+{x}_{B}{q}_{I}^{B}\left(T\right)+\frac{\left(I-1\right){x}_{A}{x}_{B}^{2}+{x}_{A}{x}_{B}}{I}\left({q}_{I}^{A}\left(T\right)-{q}_{0}^{A}\left(T\right)\right)+{x}_{A}{x}_{B}\left({q}_{0}^{B}\left(T\right)-{q}_{I}^{B}\left(T\right)\right)$ 5 II II $q\left(x,T\right)={x}_{A}{q}_{0}^{A}\left(T\right)+{x}_{B}{q}_{I}^{B}\left(T\right)+\frac{\left(I-1\right){x}_{A}{x}_{B}^{2}+{x}_{A}{x}_{B}}{I}\left({q}_{I}^{A}\left(T\right)-{q}_{0}^{A}\left(T\right)\right)+\frac{\left(I-1\right){x}_{A}^{2}{x}_{B}+{x}_{A}{x}_{B}}{I}\left({q}_{0}^{B}\left(T\right)-{q}_{I}^{B}\left(T\right)\right)$ 6 II III $q\left(x,T\right)={x}_{A}{q}_{0}^{A}\left(T\right)+{x}_{B}{q}_{I}^{B}\left(T\right)+\frac{\left(I-1\right){x}_{A}{x}_{B}^{2}+{x}_{A}{x}_{B}}{I}\left({q}_{I}^{A}\left(T\right)-{q}_{0}^{A}\left(T\right)\right)+\frac{\left(I-1\right){x}_{A}^{2}{x}_{B}+I{x}_{A}{x}_{B}}{I}\left({q}_{0}^{B}\left(T\right)-{q}_{I}^{B}\left(T\right)\right)$ 7 III I $q\left(x,T\right)={x}_{A}{q}_{0}^{A}\left(T\right)+{x}_{B}{q}_{I}^{B}\left(T\right)+\frac{\left(I-1\right){x}_{A}^{2}{x}_{B}+I{x}_{A}{x}_{B}}{I}\left({q}_{I}^{A}\left(T\right)-{q}_{0}^{A}\left(T\right)\right)+{x}_{A}{x}_{B}\left({q}_{0}^{B}\left(T\right)-{q}_{I}^{B}\left(T\right)\right)$ 8 III II $q\left(x,T\right)={x}_{A}{q}_{0}^{A}\left(T\right)+{x}_{B}{q}_{I}^{B}\left(T\right)+\frac{\left(I-1\right){x}_{A}^{2}{x}_{B}+I{x}_{A}{x}_{B}}{I}\left({q}_{I}^{A}\left(T\right)-{q}_{0}^{A}\left(T\right)\right)+\frac{\left(I-1\right){x}_{A}^{2}{x}_{B}+{x}_{A}{x}_{B}}{I}\left({q}_{0}^{B}\left(T\right)-{q}_{I}^{B}\left(T\right)\right)$ 9 III III $q\left(x,T\right)={x}_{A}{q}_{0}^{A}\left(T\right)+{x}_{B}{q}_{I}^{B}\left(T\right)+\frac{\left(I-1\right){x}_{A}^{2}{x}_{B}+I{x}_{A}{x}_{B}}{I}\left({q}_{I}^{A}\left(T\right)-{q}_{0}^{A}\left(T\right)\right)+\frac{\left(I-1\right){x}_{A}{x}_{B}^{2}+I{x}_{A}{x}_{B}}{I}\left({q}_{0}^{B}\left(T\right)-{q}_{I}^{B}\left(T\right)\right)$