On Wed, 07 May 2008 17:25:00 -0700, in the land of
alt.alien.vampire.flonk.flonk.flonk, Lorrill Buyens
<buyensl@[EMAIL PROTECTED]
> got double secret probation for writing:
>On Mon, 05 May 2008 20:33:48 -0500, Tem****al Voyager Tim Weaver
><tmw99999@[EMAIL PROTECTED]
>, in a desperate attempt to change the
>alt.alien.vampire.flonk.flonk.flonk timestream, said:
>
>>Lorrill Buyens wrote:
>>
>>> On Sun, 04 May 2008 18:48:50 -0500, Tem****al Voyager Tim Weaver
>>> <tmw99999@[EMAIL PROTECTED]
>, in a desperate attempt to change the
>>> alt.alien.vampire.flonk.flonk.flonk timestream, said:
>>>
>>>>mimus wrote:
>>>>
>>>>> On Sat, 03 May 2008 21:33:59 -0500, Tim Weaver wrote:
>>>>>
>>>>>> mimus wrote:
>>>>>>
>>>>>>> At least, I swept up at least twice as much glass as could
possibly
>>>>>>> have been in the original.
>>>>>>>
>>>>>>> And that's only possible if you do an infinite decomposition of
the
>>>>>>> object, as exemplified by the Tarski-Banach ball.
>>>>>>>
>>>>>>> Maybe this is a sign I should mop my kitchen-floor.
>>>>>>>
>>>>>>> Will I need an infinite mop?
>>>>>>
>>>>>> Yes, if you have a mobius shaped floor.
>>>>>
>>>>> Mobius strips are usually finite.
>>>>>
>>>>> Just unbounded.
>>>>>
>>>>> Neener.
>>>>
>>>>By the time you get back to where you started, it's dirty again.
>>>>Infinite mopping.
>>>
>>> Only if you forget to take your shoes off.
>>
>>I mop ****d.
>
>Infinite amount of TMI, d00d.
It is a metaphor.
--
A Number 1, Grade A, Prime USDA 'Ratz
Accept No Substitute
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