On Sep 29, 2006, at 7:56 PM, Nick Arnett wrote:
On 9/29/06, Julia Thompson [EMAIL PROTECTED] wrote:
No, it's the SAME SIZE as each of the first two. THAT'S the one that
took me a week or two to wrap my head around. :)
No, they're not the same size. I'm sure of it. I counted them.
Okay,
At 10:49 PM Friday 9/29/2006, [EMAIL PROTECTED] wrote:
Infinity - (Infinity -1) = Infinity
My brain hurts.
Can I have a cookie?
Visit any number of web sites and you can have a pop-up, too.
-- Ronn! :)
___
[EMAIL PROTECTED] wrote:
Infinity - (Infinity -1) = Infinity
My brain hurts.
Can I have a cookie?
You can have a cookie. :)
And if I'd done my little project of photographing several kinds of
cookies, I'd send you a .jpg of one
Julia
Charlie Bell wrote:
On 30/09/2006, at 1:43 PM, Julia Thompson wrote:
Nick Arnett wrote:
On 9/29/06, Julia Thompson [EMAIL PROTECTED] wrote:
No, it's the SAME SIZE as each of the first two. THAT'S the one that
took me a week or two to wrap my head around. :)
No, they're not the same
Nick Arnett wrote:
On 9/28/06, Ronn!Blankenship [EMAIL PROTECTED] wrote:
Isn't a little infinite a contradiction, like a little bit . . . ?
No... some infinities are smaller than others, as is easily demonstrated.
There are an infinite number of even numbers and an infinite number of odd
On 9/29/06, Julia Thompson [EMAIL PROTECTED] wrote:
No, it's the SAME SIZE as each of the first two. THAT'S the one that
took me a week or two to wrap my head around. :)
No, they're not the same size. I'm sure of it. I counted them.
Okay, I didn't count ALL of them. But I counted
Nick Arnett wrote:
On 9/29/06, Julia Thompson [EMAIL PROTECTED] wrote:
No, it's the SAME SIZE as each of the first two. THAT'S the one that
took me a week or two to wrap my head around. :)
No, they're not the same size. I'm sure of it. I counted them.
Well, hey, they are a COUNTABLE
Infinity - (Infinity -1) = Infinity
My brain hurts.
Can I have a cookie?
___
http://www.mccmedia.com/mailman/listinfo/brin-l
On 30/09/2006, at 1:43 PM, Julia Thompson wrote:
Nick Arnett wrote:
On 9/29/06, Julia Thompson [EMAIL PROTECTED] wrote:
No, it's the SAME SIZE as each of the first two. THAT'S the one
that
took me a week or two to wrap my head around. :)
No, they're not the same size. I'm sure of it.
At 08:01 PM Thursday 9/28/2006, Nick Arnett wrote:
On 9/28/06, Ronn!Blankenship [EMAIL PROTECTED] wrote:
Isn't a little infinite a contradiction, like a little bit . . . ?
No... some infinities are smaller than others, as is easily demonstrated.
There are an infinite number of even
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