K and M are at different tables. They need to be at tables 1 and 2. They both receive honors and can’t be at table 3.
L and V go together, either table 1 or table 2. I’ve drawn a diagram of how this could go, but it’s just one option.
Tables 1 and 2 are interchangeable, so everything could be reversed. K and M could be switched. Or L and V could go in table 2 with M instead.
One of P, Q and Z will also go at in the empty place in tables 1 and 2.
A doesn’t have to be true because L could be at table 2 instead of table 1.
B can’t be true. L and V are going to be with one of either K or M.
C could be true but doesn’t have to be true. L and V can be with K instead of M.
D could be true but doesn’t have to be. There could be two at table 1 but you could also have three people, as I drew above.
E is CORRECT. Three people sit at either table 1 or 2. There can only be one table with three, so table 3 has to have just two.
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