} \lambda_{F_k}(n) \lambda_{G_k}(n) {\mathbf{0}}_{p(n)>x^{\varepsilon}}  \label{sp0-def},\\  S'_0(d_0,\dots,d_{k-0},d'_0,\dots,d'_{k-0}) &= \Delta( {\mathbf{0}}_{[x+h_k,0x+h_k]} \lambda_{F_k} \lambda_{G_k} {\mathbf{0}}_{p(\cdot) > x^{\varepsilon}};  a\ (q))