Thu 8 Mar, 2018 11:16 am
Hello, I need help solving a riddle:
Prisoner 3 says: Prisoner 5, Prisoner 6 and I are truthful
Prisoner 6 says: Prisoner 5 and Prisoner 1 are truthful
Prisoner 4 says: Prisoner 7 lies
Prisoner 1 says: Prisoner 5 lies, or Prisoner 2 is truthful
Prisoner 4 says: I lie, and also Prisoner 1 and Prisoner 5 are truthful
Prisoner 2 says: Prisoner 6 lies, or I am truthful
You have two listings for what prisoner #4 says and no listing for what prisoner #5 says.
I suspect that one of your listings for #4 should really be #5?
I though the same, but it should be the right listing.
Got a breaktrough.... 1,2 and 7 are speaking the truth...
This reminds me of another riddle. You are a prisoner. You are taken to a room with two doors, and you have to go through one of them. One leads to freedom, and the other leads to immediate death. Each door has a guard. One guard always tells the truth, and the other always lies. You may ask one guard one question. How can you find out which door to go through. Answer: ask either of the guards what the other one would say if you asked him which door leads to life. Whatever the answer, go through the other door.
Hvor har du fået den gåde fra og er du sikker på at prisoner 1 ikke siger nr 4 lyver ?