Gnome Puzzle

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sully800
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Gnome Puzzle

Post by sully800 »

4 gnomes are chillin' outside the Travelocity Headquarters.

Image

There are 2 red hats and 2 blue hats. Each gnome knows how many of each color hat there is, but none of them know which color they are wearing.

Moz is an opaque brick wall. None of the gnomes can see through/above/around Moz.

Also, each gnome can see everything in front of them up until the wall. So Andy can see the color of AK and lack's hats, despite the fact that lack is in front of AK.

The gnomes are not allowed to turn around, move, or look at the color of their own hat. They are strictly forbidden to talk or communicate in anyway unless it is to announce that they know what color hat they are wearing. If they guess incorrectly they will be killed instantly, so they will only speak if they know the color of their hat.

Which gnome is able to speak up and name the color of his own hat?



Disclaimer: Their is a real solution to this puzzle- nothing corny and nothing that involves finding a loophole in my words. No mirrors, no tricks of any kind.

Also- if you know the solution please don't announce it in the thread because it will ruin it for everyone. If you are stumped PM me and I will tell you the answer but that is a sign of weakness (so think harder and figure it out yourself). :twisted:
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lord twiggy1
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Post by lord twiggy1 »

i like gnomes, i wanna be a gnome when i grow up
Back in Black
'Cause I'm back/Yes, I'm back/Well, I'm back/Yes, I'm back/Well, I'm back, back/
Well I'm back in black/Yes, I'm back in black


That's right, I'M BACK! hopefully to stay this time!
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spinwizard
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Post by spinwizard »

we did this 1 and twiggys dot 1 in out maths lesson
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lord twiggy1
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Post by lord twiggy1 »

spinwizard wrote:we did this 1 and twiggys dot 1 in out maths lesson
thats were i got the dot thing, where do you go to school?
Back in Black
'Cause I'm back/Yes, I'm back/Well, I'm back/Yes, I'm back/Well, I'm back, back/
Well I'm back in black/Yes, I'm back in black


That's right, I'M BACK! hopefully to stay this time!
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Balsiefen
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Post by Balsiefen »

easy, ive got it
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spinwizard
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Post by spinwizard »

lord twiggy1 wrote:
spinwizard wrote:we did this 1 and twiggys dot 1 in out maths lesson
thats were i got the dot thing, where do you go to school?


high school in england
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Balsiefen
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Post by Balsiefen »

this is one of those things maths teachers always do to make themselves look less boring.
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spinwizard
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Post by spinwizard »

Balsiefen wrote:this is one of those things maths teachers always do to make themselves look less boring.


so, so true
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unriggable
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Post by unriggable »

Its pretty easy...
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mr. incrediball
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Post by mr. incrediball »

question: if one gnome announces the colour of their hat, will the others be able to hear them?
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sully800
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Post by sully800 »

mr. incrediball wrote:question: if one gnome announces the colour of their hat, will the others be able to hear them?


Yes.
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Post by dominationnation »

question is moz considered a gnome and can she talk?
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MeDeFe
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Post by MeDeFe »

Took me about 10 seconds to figure it out.
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sully800
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Post by sully800 »

dominationnation wrote:question is moz considered a gnome and can she talk?


Moz is not a gnome :lol:

I just labeled the brick wall with a name because I used 4/5 of the mod squad. I figured moz deserved to be featured as well, but no that's just a wall and will not talk or give hints to the gnomes. As I said, its nothing tricky where you are looking for some sort of loophole :wink:
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twinfists
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Post by twinfists »

i got it, quite clever, i assume the knomes know each other's position?
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Syzygy
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Post by Syzygy »

Duh!

I've got it.
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Fircoal
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Post by Fircoal »

I had to ask Sully, :( oh well
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Post by Dancing Mustard »

How long until somebody maliciously posts the answer? I'm taking bets here...
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Post by GreecePwns »

I say by the end of this page...
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Syzygy
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Post by Syzygy »

It's because gnomes can read minds. Duh.
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freezie
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Post by freezie »

I can't figure it out... :cry:
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Dancing Mustard
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Post by Dancing Mustard »

freezie wrote:I can't figure it out... :cry:

Here's a clue: The solution is directly linked to the intrinsic unique properties of the number 4. Would it work with 5 gnomes? Once you get that far then the puzzle's yours.
Wayne wrote:Wow, with a voice like that Dancing Mustard must get all the babes!

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firth4eva
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gnome

Post by firth4eva »

whats the answer?
plz
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Post by Fircoal »

if you don't know what the anwser is, pm Sully, so I'm not the only one.
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sully800
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Post by sully800 »

Well I'll throw some hints so people can get on the right track without just asking for help...

What information do lack and wicked have? They can't see the color of anyone's hats and there are no tricks that would allow them to do so. It would be better to turn your focus away from them (as I'm sure most people have done).

Are there any different conditions under which Andy would be able to determine the color of his own hat?
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