- Joined
- Aug 6, 2009
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ahh you are so tantalizingly close!!
I said the same exact thing! How is he closer than me?
ahh you are so tantalizingly close!!
how about even vs. odd? if the back gnome sees an even # of black in front of him, he says black. odd #, he says white. the guy in front counts. if the answer changes, he knows what color he is. does that make sense? then 99 live.
yes!!! dw saved the gnomes!
how about even vs. odd? if the back gnome sees an even # of black in front of him, he says black. odd #, he says white. the guy in front counts. if the answer changes, he knows what color he is. does that make sense? then 99 live.
I said the same exact thing! How is he closer than me?
yeah i like my plan! one of the gnomes could make a really inspiring braveheart type speech beforehand and then they just unleash on this dictator. 90 lives saved, at least.
how about even vs. odd? if the back gnome sees an even # of black in front of him, he says black. odd #, he says white. the guy in front counts. if the answer changes, he knows what color he is. does that make sense? then 99 live.
i move that i change my signature to this. all in favor say aye.
ahh you are so tantalizingly close!!
i move that i change my signature to this. all in favor say aye.
ok, so they plot ahead of time to base things on black hats. if the back guy counts an odd number of black hats in front of him, he says black. if he counts an even number, he says white. then the second guy counts. if he counts the opposite of what gnome 1 counted (odd instead of even or vice versa), he knows that he is black. if it's the same, he knows he's white.
i move that i change my signature to this. all in favor say aye.
how about even vs. odd? if the back gnome sees an even # of black in front of him, he says black. odd #, he says white. the guy in front counts. if the answer changes, he knows what color he is. does that make sense? then 99 live.
i dont know...this supposed dictator doesnt even tolerate stuttering. how is he gonna allow them to scheme for that long? seems unlikely
and another aye for making that your sig
Yeah. I think you cheated, though. 😛
ok, so they plot ahead of time to base things on black hats. if the back guy counts an odd number of black hats in front of him, he says black. if he counts an even number, he says white. then the second guy counts. if he counts the opposite of what gnome 1 counted (odd instead of even or vice versa), he knows that he is black. if it's the same, he knows he's white.
how about even vs. odd? if the back gnome sees an even # of black in front of him, he says black. odd #, he says white. the guy in front counts. if the answer changes, he knows what color he is. does that make sense? then 99 live.
Then all the rest of the gnome must keep track of the hats behind them so that they know whether there were an odd or even number of black hats behind them and use that to figure it out, right?
i used to call some of the other TPR/KAPLAN teachers gnomes in class. one day an administrative person sat in on my class and gave me **** for calling them names
dw had an unfair advantage because she in fact is a tiny gnome herself.
i used to call some of the other TPR/KAPLAN teachers gnomes in class. one day an administrative person sat in on my class and gave me **** for calling them names
Then all the rest of the gnome must keep track of the hats behind them so that they know whether there were an odd or even number of black hats behind them and use that to figure it out, right?
i am giving you a look.god, you are ridic
dw had an unfair advantage because she in fact is a tiny gnome herself.
i think they'd only need to know what the gnome directly behind them said. i think.
on the count of three they all attack the dictator and hopefully theres only like a 10 gnome collateral damage. so 90 live. the end.
Me too. That would be cool if we got the same day!
how about even vs. odd? if the back gnome sees an even # of black in front of him, he says black. odd #, he says white. the guy in front counts. if the answer changes, he knows what color he is. does that make sense? then 99 live.
i move that i change my signature to this. all in favor say aye.
i think they'd only need to know what the gnome directly behind them said. i think.
no, i think they need to keep track of every gnome.
dw, the only thing wrong with your explanation is that 99.5 gnomes would live, since there's a 50/50 chance that the last gnome has the same color he says 😀
no, i think they need to keep track of every gnome.
dw, the only thing wrong with your explanation is that 99.5 gnomes would live, since there's a 50/50 chance that the last gnome has the same color he says 😀
no, i think they need to keep track of every gnome.
dw, the only thing wrong with your explanation is that 99.5 gnomes would live, since there's a 50/50 chance that the last gnome has the same color he says 😀
Only 99 are guaranteed to live. That last one is just the cherry on top. Poor sucker.
And they wouldn't need to keep track of all of them. Just the one right behind them.
But then the number would change. So say there are an even number of black in the 99, gnome #100 says black and dies (poor thing), then gnome #99 has a black hat, so he'd see an odd number, he'd have to say white then. He'd die. Everyone would die!!!
But if you switched the two it wouldn't work either. Even number of black = white. Gnome #100 see an even number of black, says "white". POW! Gnome #99 has black, sees an even number then he says black (both since he says one and since he sees an odd number). Gnome #3 has white hat, so he'd still see an even number (should say black, POW!)
Gnomes dying all over the place.
schrodinger's gnome?