Which combination represents the department in which 0 works and the movie he likes?

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Step-by-step reasoning:

1. Departments are ordered by increasing experience as positions $1$ to $7$: Administration(1), Production(2), Marketing(3), HR(4), Finance(5), R&D(6), CR(7).

2. "Only two persons have less experience than K" ⇒ K is at position $3$ (Marketing).

3. "P works in R&D" ⇒ P is at position $6$.

4. "Wanted has more experience than K but less than Jumanji" and "Wanted does not work in Finance (pos $5$)" and "P neither likes Wanted nor Jumanji":
   - Wanted must be at a position $>3$ and not $5$ or $6$ (since $6$ is P who does not like Wanted). Position $7$ is impossible because Jumanji must be above Wanted. Therefore Wanted is at position $4$ (HR).

5. "HR is more experienced than both L and N" ⇒ L and N are in positions $<4$. "N is not the least experienced" so N cannot be $1$; with K at $3$, we get N at $2$ (Production) and L at $1$ (Administration).

6. "J is more experienced than K and likes Twilight"; HR (pos $4$) already has Wanted, so J must be at position $5$ (Finance) and likes Twilight.

7. "M is more experienced than J" and P is at $6$ ⇒ M must be at position $7$ (CR). That leaves position $4$ (HR) occupied by the remaining person O.

8. Since HR (pos $4$) likes Wanted, O (at HR) likes Wanted. Therefore O works in HR and likes Wanted.

FINAL_ANSWER: e

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