Re: I Think I Just Broke a Glass into an Infinite Number of Pieces

"mimus" <tinmimus99@[EMAIL PROTECTED]
> wrote in message 
news:8uCdnZuH0sBCzIDVnZ2dnUVZ_hKdnZ2d@[EMAIL PROTECTED]
> 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.
>

Technical note: Mobius strips have a single boundary.

(Are you the same mimus who also hangs around politics groups and deflates

idiots?)