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| Author |
Message |
remmers
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Proposition
|
Aug 26 17:24 UTC 2007 |
There is nothing like a pretzel, an exquisite topological melding of
three donuts.
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| 13 responses total. |
cmcgee
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response 1 of 13:
|
Aug 27 15:37 UTC 2007 |
Or two donuts and a cup of coffee.
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remmers
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response 2 of 13:
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Aug 27 23:26 UTC 2007 |
Topologically speaking, a cup of coffee is nothing more than a donut.
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cmcgee
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response 3 of 13:
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Aug 28 02:24 UTC 2007 |
and a pretzel is therefore, nothing more than a cup of coffee with a
couple donuts.
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cmcgee
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response 4 of 13:
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Aug 28 02:25 UTC 2007 |
But, perhaps it is a carrier bag, a cup of coffee, and one donut.
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remmers
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response 5 of 13:
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Aug 28 11:29 UTC 2007 |
Ah, but no. That is three things, and a pretzel is one thing fashioned
from three. Less, and more.
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cmcgee
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response 6 of 13:
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Aug 28 20:50 UTC 2007 |
I always fashion my pretzels from a single snaky roll of dough, twisted
and knotted in traditional fashion, by hand. Perhaps I simply confused
them with sweaters.
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remmers
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response 7 of 13:
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Aug 30 11:48 UTC 2007 |
Ah but there is *process*, and there is *result*. The latter is my
concern here.
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oval
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response 8 of 13:
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Oct 4 20:00 UTC 2007 |
*oval bites off bottom of pretzel, places on nose, and looks a little closer
at this thread*
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i
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response 9 of 13:
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Nov 23 00:32 UTC 2007 |
Clearly, Lord Snord is ignoring the most yummy topological
reductionism of the Zingerman's-class soft pretzel.
Good - more for me!!!
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cmcgee
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response 10 of 13:
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Nov 23 18:22 UTC 2007 |
looks a little closer at i
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i
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response 11 of 13:
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Oct 6 01:40 UTC 2011 |
wonders if cmcgee will every bore of looking at him
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ryan
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response 12 of 13:
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Oct 7 00:47 UTC 2011 |
yuck
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i
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response 13 of 13:
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Nov 4 03:06 UTC 2011 |
kcuy
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