Evaluating a filtered join-based relational algebra expression

Consider the given relations $X$, $Y$ and $Z$. The relation $X$ has three columns $P$, $Q$ and $R$. The relation $Y$ has three columns $P$, $Q$ and $S$. The relation $Z$ has two columns $P$ and $T$.

| $X.P$ | $X.Q$ | $X.R$ | |—|—|—| | P1 | Q1 | R1 | | P2 | Q2 | R2 | | P3 | Q3 | R2 |

| $Y.P$ | $Y.Q$ | $Y.S$ | |—|—|—| | P1 | Q1 | 2 | | P1 | Q2 | 5 | | P2 | Q1 | 6 | | P3 | Q3 | 1 |

| $Z.P$ | $Z.T$ | |—|—| | P1 | T1 | | P3 | T2 | | P4 | T3 | | P4 | NULL |

Consider the relational algebra expression $$\prod_{PRS}\left[\left(\sigma_{(Q = Q3 \vee R = R2)}[X \Join Y]\right) \Join \left(\sigma_{(S > 1)}[Y \Join Z]\right)\right]$$ where $\Join$ denotes natural join operation. Which of the following options is the correct output for the given expression?