How about some fun with 2 truths and a lie?!
Rules:
List 2 truths and 1 lie. Everyone tries to guess your lie.
I'll start.
1 - I had an idea when I was 17 that I later worked on in a DARPA contract.
2 - I've released 3 music albums in my life.
3 - My first language was German.
#3?
#2
Not 3, but maybe less or more.
@Alimacbean yes ma'am! Even though I have German heritage, I try to hide my mid-Atlantic dialect...
I think #2 is the lie.
#3? My 2 is truth.
#3
Yes #3. I would have a pet snake, if I didn't have to feed them rodents.
#2??
#3?
I will pass.... the unbelievable truths I got... the believable lie I got a problem with. But what the fuck heck!!!!
Hard one.... #3 is a lie?
#3
#1 number 3 is a lie.
#2 number 1 is true
#3 I never lie
1: I'm double jointed 2: I had a pet hog that weighed over 1,000 pounds 3: I have a pet shark
#2
@Alimacbean no 3 is the lie ?
@Cofe23 I almost said that one, but there are fish called red tailed sharks you can get. Thought it was a trick.
#1
#2 lol!
@Alimacbean Correct! Two points for you!
I believe you could speak Klingon and Elvish, but it is difficult to determine whether the broken bone count is off or the lightning strike is false. I am guessing three is your lie.
Your deductions may or may not be accurate...
Two explains 3. Saying 1 is a lie.
I like your logic.
What is a fake language? (Lie), hit by lightning, unless you were typing your post from the other side(Lie)....so, what a hell do you do to have 15 broken bones????
And since I must play along....
I speak Gibberish and Oppish and I have been indirectly hit by lightning.
I think you haven’t been hit by lightning....
And tell me (if you want by message): what are the 15 bones you’ve broken... ?
Switch those around and then you'll be right!
Hit by lightning. Very rare. But happens.
Hit by lightning is true!
Sorry I'm not playing the game, but I can't resist offering "the liar's paradox" here--a version of which was given by Plato and also commanded the attention of 20th century mathematicians. The paradox (if I have stated it correctly!) is that Sentence #2 is true if and only if it is false, and the same is the case for Sentence #3.