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Six students visited the library on the day a rare book was stolen. Each student entered once, stayed for some time, and left. For any two of them that were in the library at the same time, at least one of them saw the other. The dean questioned the students and learned the following:
Student Reported seeing
Alice Bob, Eve
Bob Alice, Frank
Charlie Doris, Frank
Doris Alice, Frank
Eve Bob, Charlie
Frank Charlie, Eve
The dean believes that each student reported all the others that he or she saw, with the exception of the thief who, in an attempt to frame another student, reported that other student as being seen when that other student was not in fact in the library. Assume the dean's belief is correct. Can the dean determine the thief?
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Why did the vector cross the road?
It wanted to be normal.
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Wrap it in bacon
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ok...
Deathly Stare
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