A group of six friends - Jack, Kimberly, Lee, Melissa, Nick Olivia - go out to eat at a restaurant. They are seated evenly around a circular table based on the following conditions: Melissa does not sit next to Jack. Jack sits next to Olivia or Nick, but not both of them. Kimberly sits next to Nick. If Olivia sits next to Jack, then she doesn't sit next to Lee. If Jack sits next to Olivia, then which of the following is a complete and accurate list of the people who could also sit next to Jack?

Explanation: Condition: Jack sits next to Olivia (J-O). Condition 2: J sits next to O or N, but not both. So, N cannot sit next to J. The two people next to J are O and one other person. The people who cannot sit next to J are M (Cond 1) and N (from J next to O, not N). So the other person must be K or L. Cond 4: If O sits next to J, O doesn't sit next to L. So, O must sit next to the other person (K or L) and J. The two positions next to J are for O and another person (X). If \(X=K\), the arrangement is J-O-M-L-N-K (O next to M, L; K next to N, J). If \(X=L\), the arrangement is J-O-M-K-N-L (O next to M, J; L next to N, J). In the first case, the other person next to J is **Kimberly**. In the second case, the other person next to J is **Lee**. The complete and accurate list of people who could also sit next to Jack (besides Olivia) is **Lee, Kimberly**.