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Poison Chocolate Murder Case

(uk) Anthony Berkeley

128K0

A box of poisoned chocolates, six detectives, seven completely different "perfect" truths - one day, a knight in the club received a box of chocolates, which he gave to another member of the club. Hours later, the member's wife died of poisoning after eating the chocolate. When the police were helpless, six reasoning enthusiasts from the Crime Research Club came forward, but they each derived completely different conclusions - each answer was logically rigorous and pointed to a different murderer. However, each answer can also be overturned by the next answer... Can reasonably arranged clues and seemingly smooth logical reasoning really construct the so-called "ultimate truth"?