Anyone else notice the irony of this diagram, posted over 2 years ago? Spoiler
a) The gnomes that have been given the flick are wearing blue hats
b) Wicked is the only gnome on the wrong side of the fence
c) The 3 gnomes on the left honestly think that Mozilla is enough to keep Wicked out
d) All of the above
e) Uh... why are they are bending over?
Two gnomes can get it, one gets it first, and when (and if) he says the answer out loud one other will also know. The remaining two are left to stand there for ever and ever.
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MeDeFe wrote:Two gnomes can get it, one gets it first, and when (and if) he says the answer out loud one other will also know. The remaining two are left to stand there for ever and ever.
on second thought you're correct, assuming the second gnome hears and knows the position of the first to suss it out, which i believed was established as possible
I must be doing it wrong, then, because the way I've got it figured, once the first two speak up, the other two will know. Somehow I've got it where the first two who know have the same color hat. Anyone know what I'm doing wrong?
EDIT: I've pretty much decided that after the second gnome speaks up, everyone knows the color of their own hat.
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Neoteny wrote:I must be doing it wrong, then, because the way I've got it figured, once the first two speak up, the other two will know. Somehow I've got it where the first two who know have the same color hat. Anyone know what I'm doing wrong?
EDIT: I've pretty much decided that after the second gnome speaks up, everyone knows the color of their own hat.
Well, thinking about it I don't see how the other two could ever guess right.
"Some motherfuckers are always trying to ice skate uphill."
Duane: You know what they say about love and war.
Tim: Yes, one involves a lot of physical and psychological pain, and the other one's war.
Neoteny wrote:I must be doing it wrong, then, because the way I've got it figured, once the first two speak up, the other two will know. Somehow I've got it where the first two who know have the same color hat. Anyone know what I'm doing wrong?
EDIT: I've pretty much decided that after the second gnome speaks up, everyone knows the color of their own hat.
Well, thinking about it I don't see how the other two could ever guess right.