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In front of you stand three villagers: One is an Angel (always tells the truth), one is a Demon (always lies), and one is a Human (sometimes tells the truth, sometimes lies). Each makes one statement: A says: 'I am not the Angel.' B says: 'I am not the Demon.' C says: 'I am not a Human.' What are the true identities of A, B, and C?
In front of you stand three villagers: One is an Angel (always tells the truth), one is a Demon (always lies), and one is a Human (sometimes tells the truth, sometimes lies). Each makes one statement: A says: 'I am not the Angel.' B says: 'I am not the Demon.' C says: 'I am not a Human.' What are the true identities of A, B, and C?
Someone has embezzled money from the company. Employee A says: 'The culprit is B!' Employees B and C also made statements, but we don't know what they said. We know that: The culprit is one of A, B, or C, and only the culprit is telling the truth; the other two are lying. Who is the real culprit?
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