I think he might of being applying for a job and getting us to do his 
homework ;-)

Alister Christie
Computers for People
Ph: 04 471 1849 Fax: 04 471 1266
http://www.salespartner.co.nz
PO Box 13085
Johnsonville
Wellington 



Pedrocelli wrote:
> Fair enough, although I didn't see any other responses.  That's what 
> you get for being at the beach on Friday!  So, Gary, what are the 
> answers you had for questions two and three?
>
>     ----- Original Message -----
>     *From:* PDS - John <mailto:j...@padasy.co.nz>
>     *To:* 'NZ Borland Developers Group - Delphi List'
>     <mailto:delphi@delphi.org.nz>
>     *Sent:* Monday, February 01, 2010 12:18 PM
>     *Subject:* Re: [DUG] Thank God it's Friday ...
>
>     Hi Pedrocelli
>
>      
>
>     Sorry, it is already Monday mate, so you're too late for the prize
>     of a chocolate fish per correct answer.
>
>      
>
>     John
>
>      
>
>      
>
>     *From:* delphi-boun...@delphi.org.nz
>     <mailto:delphi-boun...@delphi.org.nz>
>     [mailto:delphi-boun...@delphi.org.nz] *On Behalf Of *Pedrocelli
>     *Sent:* Monday, 1 February 2010 11:23 a.m.
>     *To:* NZ Borland Developers Group - Delphi List
>     *Subject:* Re: [DUG] Thank God it's Friday ...
>
>      
>
>     Ok, here goes my answers -
>
>      
>
>     *Q1* - Put three on each side - if they are the same then the
>     heavy ball is one of the remaining balls so you compare them to
>     find the heavy ball; if the first weighing is uneven you take the
>     heavy group and weigh two of them against each other - if they are
>     the same the third ball is the heavy one, if they are uneven you
>     have the heavy ball on the scales.  BTW, this has been posed
>     before, I'm sure, and you can do this with up to nine balls.  It
>     gets more interesting when you don't know whether the odd one out
>     is heavier or lighter.
>
>      
>
>     *Q2* - Everyone who votes yes gets an equal share.  Watch those
>     hands go up . . .
>
>     Or, I get a third share, the first crewman to vote yes gets half
>     of what's left (ie a third share), the next yes vote gets half of
>     what's left (ie a sixth share) etc.  Now watch those hands go up! 
>     This could provoke a few fights, though, which might reduce the
>     pool of potential winners - depends if you need the whole crew
>     afterwards or can get by with a skeleton crew (NPI).
>
>      
>
>     *Q3* - All the women nod their heads because they already knew
>     this - they all know there are at least 99 unfaithful men in the
>     village.  All the men look sheepish because they all know there's
>     at least one unfaithful husband.  None of the women know for sure
>     whether their own husbands have been unfaithful but they have to
>     be wondering so after nodding they all give their own husbands a
>     very sharp look.
>
>         ----- Original Message -----
>
>         *From:* Gary T. Benner <mailto:g...@benner.co.nz>
>
>         *To:* delphi@delphi.org.nz <mailto:delphi@delphi.org.nz>
>
>         *Sent:* Friday, January 29, 2010 3:45 PM
>
>         *Subject:* [DUG] Thank God it's Friday ...
>
>          
>
>         HI all,
>
>         This is usually for the Off topic List but I just checked and
>         many are not registered on that list ....
>
>         So here goes ... here are some questions from a well known
>         company ... but don't cheat and search online ...try and think
>         them through.
>
>         *Question 1*
>
>         You have eight balls all of the same size. Seven of them weigh
>         the same. One of them weighs slightly more. How can you find
>         the heavier ball by using a balance and only two weighings?
>
>         *Question 2*
>
>         Youre a pirate ship captain, and your crew gets to vote on how
>         the gold is divided. If fewer than half the pirates agree with
>         you, you die. How do you recommend apportioning the gold in
>         such a way that you get a good share of the booty, but still
>         survive?
>
>         *Question 3*
>
>         Every man in a village of 100 married couples has cheated on
>         his wife. Every wife in the village instantly knows when a man
>         other than her husband has cheated, but does not know when her
>         own husband has. The village has a law that does not allow for
>         adultery. Any wife who can prove that her husband is
>         unfaithful must kill him that very day. The women of the
>         village would never disobey this law. One day, the queen of
>         the village visits and announces that at least one husband has
>         been unfaithful. What happens?
>
>         Have a great weekend ... long one for the Auckland bods.
>
>         cheers
>
>         Gary
>
>         List Admin.
>
>
>         Gary Benner
>         Director Semantic Limited <http://www.semantic.co.nz> -
>         Software Development & Systems Design, Online Education,
>         e-Commerce
>         Director 123 Internet Limited <http://www.123.net.nz> -
>         Managed Web Hosting, Virtualisation, High Availability Systems
>         & Cluster Technologies
>         *Mob:* 021 966 992
>         *DDI:* +64 7 543 1206
>         *Email:* g...@benner.co.nz <mailto:g...@benner.co.nz>
>         *Skype:* garybenner
>
>
>         Ref#: 41006
>
>         
> ------------------------------------------------------------------------
>
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