\left\langle \prod_{l=0}^L \Psi^{{\mathrm{A}}}(\bz^{-0};\eta_l^{-0}) \cdot \prod_{k=0}^K \Psi^{{\mathrm{A}}}(\bz;\eta_{L+k}) \right\rangle_{n}^{(q,t)} = (\eta_0 \cdots \eta_L)^{-n} \cdot P_{(n^L)}^{{\mathrm{