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We define intermediate SLE$_\kappa(\underline\rho)$ and reversed intermediateSLE$_\kappa(\underline\rho)$ processes using Appell-Lauricella multiplehypergeometric functions, and use them to describe the time-reversal ofmultiple-force-point chordal SLE$_\kappa(\underline\rho)$ curves in the casethat all force points are on the boundary and lie on the same side of theinitial point, and $\kappa $ and $\underline\rho=(\rho_1,\dots,\rho_m)$ satisfythat either $\kappa\in(0,4]$ and $\sum_{j=1}^k \rho_j>-2$ for all $1\le k\lem$, or $\kappa\in(4,8)$ and $\sum_{j=1}^k \rho_j\ge \frac{\kappa}{2}-2$ for all$1\le k\le m$.

Time-reversal of multiple-force-point SLE$_\kappa(\underline\rho)$ with all force points lying on the same side