>> Well, things haven't been that off-topic for a while.  I accidentally
>> started an argument on IRC the other day by bringing up the question of
>what
>> zero divided by zero was.  We had people arguing for '0/x = 0', others for
>> 'x/x = 1' and the rest as 'x/0 = undefined'.  Perhaps we should do the
>same
>> here, tho I'm sure the first rely would settle it?
>>
>> *ramble* *ramble* ...

This is a 'how many angels can dance on the head of a pin' innit?
'Dividing into zero, equally-sized parts'.  Never gonna happen, except in
my beloved school dinners.
-tobermory

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