Malazan Empire: Riddle me this - Malazan Empire

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Riddle me this riddle me that...

#561 User is offline   Slow Ben 

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Posted 16 February 2009 - 11:46 PM

Take away my first letter and I am unchanged;
Take away my second letter and I am unchanged;
Take away all my remaining letters and I am still unchanged!


What am I?


I've always been crazy but its kept me from going insane.
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#562 User is offline   Sir Thursday 

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Posted 16 February 2009 - 11:54 PM

A postman? I don't think he gets a different pair of clothes if you take all the letters out of his mailbag...

This post has been edited by Sir Thursday: 16 February 2009 - 11:54 PM

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#563 User is offline   Slow Ben 

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Posted 17 February 2009 - 12:04 AM

Most postman. I'm not sure about postman across the pond.
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#564 User is offline   frookenhauer 

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Posted 17 February 2009 - 12:06 AM

Its STD time:) . Better make it reeeaaaaallly hard, cos slow ben seems quick on the uptake
souls are for wimps
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#565 User is offline   Sir Thursday 

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Posted 17 February 2009 - 12:21 AM

5 Robbers (Angus, Ben, Charles, Daniel and Edward) steal 50 gold pieces from a rich lord. They decide to play a game to divide up the loot. The game works as follows:

The robbers line up in alphabetical order. On their turn, the robber proposes a method of splitting up the loot. If they can propose a method that gains a majority vote, then the treasure will be divided based on that method. If their method does not get a majority approval, then they are forced to eat a poisonous apricot and die. The next robber in the line then proposes an alternative method. The robbers are not allowed to make deals amongst themselves, and each of them is rational and selfish - they will vote against any method that doesn't maximise their share.

In the case of an even number of voters, 50% of the vote is regarded as a majority. The robbers do not have the means to cut the gold pieces in half, so there is no way to subdivide the treasure into more than 50 pieces.

So the question is, what method of dividing the loot should Angus propose to stay alive and maximise his winnings?


Sir Thursday

This post has been edited by Sir Thursday: 17 February 2009 - 12:23 AM

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#566 User is offline   Giles 

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Posted 17 February 2009 - 01:43 AM

Id say something like, 17 for charles, 17 for ben and 16 for angus but thats a very quick guess :p
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#567 User is offline   Sir Thursday 

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Posted 17 February 2009 - 02:00 AM

View Postbaudin, on Feb 17 2009, 01:43 AM, said:

Id say something like, 17 for charles, 17 for ben and 16 for angus but thats a very quick guess :p


Ah, but why should Ben settle for 17? If he says no, then Angus dies and he can try and get more for himself. :p
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#568 User is offline   Giles 

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Posted 17 February 2009 - 02:08 AM

also what are you defining as the majoirty vote for an even numbe rof people? half or half+1?
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#569 User is offline   Sir Thursday 

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Posted 17 February 2009 - 02:52 AM

View Postbaudin, on Feb 17 2009, 02:08 AM, said:

also what are you defining as the majoirty vote for an even numbe rof people? half or half+1?


Read the riddle again, fool! :p It's clearly stated there.
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#570 User is offline   Obdigore 

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Posted 17 February 2009 - 02:46 PM

View PostSir Thursday, on Feb 16 2009, 06:21 PM, said:

5 Robbers (Angus, Ben, Charles, Daniel and Edward) steal 50 gold pieces from a rich lord. They decide to play a game to divide up the loot. The game works as follows:

The robbers line up in alphabetical order. On their turn, the robber proposes a method of splitting up the loot. If they can propose a method that gains a majority vote, then the treasure will be divided based on that method. If their method does not get a majority approval, then they are forced to eat a poisonous apricot and die. The next robber in the line then proposes an alternative method. The robbers are not allowed to make deals amongst themselves, and each of them is rational and selfish - they will vote against any method that doesn't maximise their share.

In the case of an even number of voters, 50% of the vote is regarded as a majority. The robbers do not have the means to cut the gold pieces in half, so there is no way to subdivide the treasure into more than 50 pieces.

So the question is, what method of dividing the loot should Angus propose to stay alive and maximise his winnings?


Sir Thursday


Angus gets 48, both Ben and Edward get 1.

This post has been edited by Obdigore: 17 February 2009 - 02:50 PM

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#571 User is offline   Sir Thursday 

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Posted 17 February 2009 - 02:51 PM

View PostObdigore, on Feb 17 2009, 02:46 PM, said:

Angus gets 48, both Ben and Edward get 1.


Incorrect, I'm afraid.

This post has been edited by Sir Thursday: 17 February 2009 - 02:52 PM

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#572 User is offline   Obdigore 

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Posted 17 February 2009 - 03:26 PM

View PostSir Thursday, on Feb 17 2009, 08:51 AM, said:

View PostObdigore, on Feb 17 2009, 02:46 PM, said:

Angus gets 48, both Ben and Edward get 1.


Incorrect, I'm afraid.


Nope, it is correct :p
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#573 User is offline   Slow Ben 

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Posted 17 February 2009 - 06:30 PM

Why a poisoned apricot?
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#574 User is offline   frookenhauer 

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Posted 17 February 2009 - 10:35 PM

He proposes that "Ben Charles and I get 16 gold coins and Daniel and Edward get 1 each."

This post has been edited by Frookenhauer : 17 February 2009 - 10:36 PM

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#575 User is offline   Giles 

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Posted 17 February 2009 - 11:02 PM

no he'd obviously say dan and edward get 0 as Edward is always going to vote no, same with Dan basically
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#576 User is offline   frookenhauer 

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Posted 17 February 2009 - 11:48 PM

but you can't divide the pieces. splitting 2 coins 3 ways is not an option.
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#577 User is offline   Giles 

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Posted 18 February 2009 - 12:11 AM

give 1 each to ben and charlie i think would be the way of maximising hteir share
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#578 User is offline   Sir Thursday 

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Posted 18 February 2009 - 01:40 AM

View PostObdigore, on Feb 17 2009, 03:26 PM, said:

View PostSir Thursday, on Feb 17 2009, 08:51 AM, said:

View PostObdigore, on Feb 17 2009, 02:46 PM, said:

Angus gets 48, both Ben and Edward get 1.


Incorrect, I'm afraid.


Nope, it is correct :p


If you think so, explain your reasoning.

Sir Thursday
Don't look now, but I think there's something weird attached to the bottom of my posts.
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#579 User is offline   Sir Thursday 

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Posted 18 February 2009 - 05:24 PM

View PostFrookenhauer, on Feb 17 2009, 10:35 PM, said:

He proposes that "Ben Charles and I get 16 gold coins and Daniel and Edward get 1 each."


While he might get enough votes that way, he could get more gold than that.

@Obdigore: If Angus tries to propose the method you're suggesting, why would Ben vote for it? If Angus dies, Ben will get to propose his own method, one that will surely get him more than 1 gold piece. And if he's not giving Charles and Daniel anything they aren't going to vote for him. So he'd lose the vote and die.


Sir Thursday
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#580 User is offline   Giles 

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Posted 18 February 2009 - 07:52 PM

wait the most i can see either of the first 3 getting is 16 or 17. D and E will always vote no to A unless he give them more than 25. So i cant see how 16,17,17 is wrong
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