This puzzle cache is dedicated to Ben Gurion University. However, this time-logic puzzles!🧩😁
This is the second cache. This time- a Logic Metapuzzle.
Not familiar with this kind of puzzle? Explanation:
A logic metapuzzle involves a set of individuals who are either knights (always tell the truth) or knaves (always lie). Each person makes statements about the number of knights in specific groups. The task is to determine who the knights and knaves are by analyzing the statements. The key is to use logical deduction to figure out which statements are true and which are false, leading to the identification of the knights and knaves.
Now to the puzzle!
Logic Metapuzzle
A said: In the set {B, E, F} there are an odd number of knights.
B said: In the set {C, D) there are an even number of knights.
C said: In the set (A, D, E) there are an odd number of knights.
D said: In the set (B, E, F} there are an even number of knights.
E said: In the set {A, D, F} there are an odd number of knights.
Then F said one of the following three statements:
In the set (A, B, D) there are an even number of knights.
In the set {A, B} there are an odd number of knights.
In the set (A, B) there are an even number of knights.
Who is a knight and who is a knave?
Input you answer into geocheck like this:
For example if the knights are A,B,C and knaves are D,E,F- Your answer should look like this: {A,B,C},{D,E,F}
Knights first-then Knaves.
Check your answer here:
You can validate your puzzle solution with
certitude.