There is no video explanation currently, please forward this feedback to our support team. The game involves five speakers delivering five lectures, each on a different philosopher. We are told that each speaker specializes in the following philosophers: 1: K L M 2: K L M N 3: M N 4: M N 5: N O P
Since week 3/4 speakers only specialize in N & M, we can infer that one of them must lecture on N and the other on M, and no other speakers can lecture on N or M. It means that speakers 1 and 2 can only lecture on K or L, thus one must lecture on K and the other on L. The remaining speaker 5 could lecture either on O or P since no other lecturers specilize in these philosophers. Taken together, we have the following setup:
1:K/L 2:K/L 3:M/N 4:M/N 5: O/P
Let me know if this makes sense and if you have any other questions about this game.
