Yeah, it's definitely 20 questions.Originally posted by: Howard
BTW I've always thought it was called 20 questions, not 21 questions.
Yeah, it's definitely 20 questions.Originally posted by: Howard
BTW I've always thought it was called 20 questions, not 21 questions.
Originally posted by: RichardE
So this girl I have been trying to hook up with is talking to me over gtalk at work. ( We work at different places) and we are playing the game 21 questions. I have sort of been taking her lead on this, from clean interesting backround questions to the other variety. Sooo, should I ask her for a date after this? I understand its a learn about the other person type of icebreaking game, just wondering if I ask right after over gtalk, or call her after work..
Originally posted by: iwantanewcomputer
Originally posted by: n yusef
Originally posted by: her209
Ask her this question:
There are two identical jars filled with clear tasteless liquid. One has poison and the other is the antidote. You are forced to drink some poison, and now must pick the jar with the antidote to live, except on the label of each jar, one label is truthful, and the other is false. Jar A has label, POISON. Jar B has label NOT POISON. Which Jar do you pick?
If one label is truthful and one isn't, there are two possible situations.
Probability 1)
Jar A is really poison, jar B isn't.
Probability 2)
Jar A isn't poison, jar B isn't either.
Since probability 2 is impossible, you choose jar B.
EDIT: spelling.
how is 2 impossible? Neither are poison, jar b is telling the truth, jar a is lying
Originally posted by: Theiananator
Originally posted by: iwantanewcomputer
Originally posted by: n yusef
Originally posted by: her209
Ask her this question:
There are two identical jars filled with clear tasteless liquid. One has poison and the other is the antidote. You are forced to drink some poison, and now must pick the jar with the antidote to live, except on the label of each jar, one label is truthful, and the other is false. Jar A has label, POISON. Jar B has label NOT POISON. Which Jar do you pick?
If one label is truthful and one isn't, there are two possible situations.
Probability 1)
Jar A is really poison, jar B isn't.
Probability 2)
Jar A isn't poison, jar B isn't either.
Since probability 2 is impossible, you choose jar B.
EDIT: spelling.
how is 2 impossible? Neither are poison, jar b is telling the truth, jar a is lying
Duh....
