  &&   \begin{array}{l}    ~[\widetilde{      p}_{\alpha_0\alpha_0}^{(0)}]( \vec{q})      =     [\widetilde{      p}_{\alpha_{0}}^{(0)}](\vec{q};~\bm{\xi}_{{0}{0}{0}}^\prime)      \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}} \delta_{\alpha_{0}^{\prime}\alpha_{0}},    \\    ~[\widetilde{\Lambda}_{\alpha_0\alpha_0}^{(0)}](-\vec{q})    =    [\widetilde{\Lambda}_{\alpha_{0}}^{(0)}](-\vec{q};\bm{\xi}_{{0}{0}{0}}^\prime)     \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}} \delta_{\alpha_{0}^{\prime}\alpha_{0}},   \end{array}   \\   %%%%%%%%%%%%%%%%%%  &&   \begin{array}{l}    ~[\widetilde{      p}_{\alpha_0\alpha_0}^{(0)}]_{c_{0}^{\prime}c_{0}^{\prime}}( \vec{q})      =     [\widetilde{      p}_{\alpha_{0}}^{(0)}](\vec{q};~\bm{\xi}_{{0}{0}{0}}^\prime)      \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}} \delta_{\alpha_{0}^{\prime}\alpha_{0}},    \\    ~[\widetilde{\Lambda}_{\alpha_0\alpha_0}^{(0)}]_{c_{0}^{\prime}c_{0}^{\prime}}(-\vec{q})    =    [\widetilde{\Lambda}_{\alpha_{0}}^{(0)}](-\vec{q};\bm{\xi}_{{0}{0}{0}}^\prime)     \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}} \delta_{\alpha_{0}^{\prime}\alpha_{0}},   \end{array}   \\   %%%%%%%%%%%%%%%%%%  &&   \begin{array}{l}    ~[\widetilde{      p}_{\alpha_0\alpha_0}^{(0)}]_{c_{0}^{\prime}\alpha_{0}^{\prime}c_{0}^{\prime}\alpha_{0}^{\prime}}( \vec{q})      =     [\widetilde{      p}_{\alpha_{0}}^{(0)}](\vec{q};~\bm{\xi}_{{0}{0}{0}}^\prime)      \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}} \delta_{\alpha_{0}^{\prime}\alpha_{0}},    \\    ~[\widetilde{\Lambda}_{\alpha_0\alpha_0}^{(0)}]_{c_{0}^{\prime}\alpha_{0}^{\prime}c_{0}^{\prime}\alpha_{0}^{\prime}}(-\vec{q})    =    [\widetilde{\Lambda}_{\alpha_{0}}^{(0)}](-\vec{q};\bm{\xi}_{{0}{0}{0}}^\prime)     \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}} \delta_{\alpha_{0}^{\prime}\alpha_{0}},   \end{array}   \\   %%%%%%%%%%%%%%%%%%  &&   \begin{array}{l}    ~[\widetilde{      p}_{\alpha_0\alpha_0}^{(0)}]_{c_{0}^{\prime}\alpha_{0}^{\prime}c_{0}^{\prime}\alpha_{0}^{\prime}}( \vec{q})      =     [\widetilde{      p}_{\alpha_{0}}^{(0)}](\vec{q};~\bm{\xi}_{{0}{0}{0}}^\prime)      \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}} \delta_{\alpha_{0}^{\prime}\alpha_{0}},    \\    ~[\widetilde{\Lambda}_{\alpha_0\alpha_0}^{(0)}]_{c_{0}^{\prime}\alpha_{0}^{\prime}c_{0}^{\prime}\alpha_{0}^{\prime}}(-\vec{q})    =    [\widetilde{\Lambda}_{\alpha_{0}}^{(0)}](-\vec{q};\bm{\xi}_{{0}{0}{0}}^\prime)     \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}} \delta_{\alpha_{0}^{\prime}\alpha_{0}},   \end{array}   \\   %%%%%%%%%%%%%%%%%%  &&   \begin{array}{l}    ~[\widetilde{      p}_{\alpha_0\alpha_0\alpha_0}^{(0)}]_{c_{0}^{\prime}\alpha_{0}^{\prime}c_{0}^{\prime}}( \vec{q})      =     [\widetilde{      p}_{\alpha_{0}}^{(0)}](\vec{q};~\bm{\xi}_{{0}{0}{0}}^\prime)      \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}} \delta_{\alpha_{0}^{\prime}\alpha_{0}}                                                                                                                           \delta_{\alpha_{0}^{\prime}\alpha_{0}},    \\    ~[\widetilde{\Lambda}_{\alpha_0                }^{(0)}]_{c_{0}^{\prime}\alpha_{0}^{\prime}c_{0}^{\prime}}(-\vec{q})     =     [\widetilde{\Lambda}_{\alpha_{0}}^{(0)}](-\vec{q};\bm{\xi}_{{0}{0}{0}}^\prime)      \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}},   \end{array}   \\   %%%%%%%%%%%%%%%%%%  &&   \begin{array}{l}    ~[\widetilde{      p}_{\alpha_0\alpha_0\alpha_0}^{(0)}]_{c_{0}^{\prime}c_{0}^{\prime}\alpha_{0}^{\prime}}( \vec{q})      =     [\widetilde{      p}_{\alpha_{0}}^{(0)}](\vec{q};~\bm{\xi}_{{0}{0}{0}}^\prime)      \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}}                                                                                                                          \delta_{\alpha_{0}^{\prime}\alpha_{0}}                                                                                                                          \delta_{\alpha_{0}^{\prime}\alpha_{0}},    \\    ~[\widetilde{\Lambda}_{\alpha_0                }^{(0)}]_{c_{0}^{\prime}c_{0}^{\prime}\alpha_{0}^{\prime}}(-\vec{q})     =     [\widetilde{\Lambda}_{\alpha_{0}}^{(0)}](-\vec{q};\bm{\xi}_{{0}{0}{0}}^\prime)      \varepsilon_{c_{{0}}^{\prime} c_{{0}}^{\prime} c_{{0}}^{\prime}} (C\gamma_0)_{\alpha_{0}^{\prime}\alpha_{0}^{\prime}},   \end{array}   \