At the bottom of a tower are two guards: one always tells the truth, while the other always lies.
One guard guards door 1, and the other guards door 2. One of the two doors is safe, and the other is deadly.
You ask the guard for door 1, "Would the other guard say this door is safe or deadly?"
He says, "Safe."
Which door is safe, door 1 or door 2?
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G1 = Guard for Door 1 G2 = Guard for Door 2
If G1 = truthful then G2 = liar. Now, if G2 would say = Safe, then Door 1 = deadly
If G1 = liar then G2 = truthful. Now, if G2 would say = Safe, then Door 1 = safe
but as you're asking G1 and he's a liar, then Door 1 = deadly!