$ \left\{\begin{array}{l}{A}_{1}\to f\left({b}_{21},{b}_{31},{b}_{32}\right)\text=\left(0.63~3.5,0,0\right)\text{;}\\ {A}_{2}\to f\left({b}_{21},{b}_{31},{b}_{32}\right)\text=\left(0.27~0.32,0.15~0.18,0.57~0.59\right)\text{;}\\ {A}_{3}\to f\left({b}_{21},{b}_{31},{b}_{32}\right)\text=\left(0.63~0.67,-0.34~-0.37,-0.92~-0.96\right);\\ {A}_{4}\to f\left({b}_{21},{b}_{31},{b}_{32}\right)\text=\left(0.19~0.25,0,0\right);{A}_{5}\to f\left({b}_{21},{b}_{31},{b}_{32}\right)\text=\left(0.83~0.85,0,0\right);\\ {A}_{6}\to f\left({b}_{21},{b}_{31},{b}_{32}\right)\text=\left(0.74~0.79,0,0\right);{A}_{7}\to f\left({b}_{21},{b}_{31},{b}_{32}\right)=(0.03~0.07,0,0);\\ {A}_{8}\to f\left({b}_{21},{b}_{31},{b}_{32}\right)=(0.17~0.21,0,0);{A}_{9}\to f\left({b}_{21},{b}_{31},{b}_{32}\right)=(1.54~1.63,0,0)\end{array}\right. $ | (5) |