Three friends, Anna, Carla and Beth chose the letters A, B and C at random. The girl who chose C always lie, and the other two always tell the truth.
And Anna said:
"I chose B."
Then one of them who chose A said (can be anyone of them, even if she has already spoken):
"I'm not Beth."
And finally Beth said:
"Carla chose B."
Who chose C?
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Anna chose either B or C (she couldn't have chosen A, because then she wouldn't have lied and said she chose B.)
The one who chose A, thus telling the truth, says she isn't Beth. Since Anna didn't choose A, Carla must have chosen A.
Therefore, Beth lied when she said Carla chose B. So Beth chose C.