You met 3 people:
What is the minimum number of questions you need to ask to deduce who always speaks the truth, who always lies, and who sometimes tells the truth and sometimes lies?
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"3", but possibly only "2" if we allow for half-truths or partial-truths. In other words, if we consider the following statement to contain some truth and some lying (mixture), and NOT just consider the entire sentence to be a lie because it contains at least one lie.
"1+1=2, and 1+2=5"
To me, someone who NEVER told the truth and ALWAYS lied would never even admit that 1+1=2 in the sentence above, because that part is at least true.
If we allow that, then the answer should actually be "2".
So, it depends on how we define "always lies", which this problem does not do in this regard.