This question involves a particular trial of three people, A, B, and C for involvement in a crime.
In this case, two facts were able to be found.
If A is innocent or B is guilty, then C is guilty.
If A is innocent, then C is innocent.
Can any of the three be found guilty?
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The approach to this problem is simple:
By 1, if A is innocent then C is guilty.
However, by 2, if A is innocent, then C is innocent.
This implies that C is both guilty and innocent at the same time which is impossible.
So A cannot be innocent, so A is guilty.
The guilt for either B or C cannot be established with the given facts.