Binary is fun :)
 
If I'm not mistaken I'll get a binary wristwatch for xmas. It has got 2
sets of lights (4 and 6) that tell hours and minutes. I guess it's a bit
geeky, but then so am I :)
 
http://www.thinkgeek.com/gadgets/watches/6a17/
 
Terje
 
 -----Opprinnelig melding-----
Fra: [email protected]
[mailto:[EMAIL PROTECTED] På vegne av Jasmine Lee
Sendt: 6. desember 2005 11:54
Til: [email protected]
Emne: Re: [Speed cubing group] Re: Achievements



This discussion reminds me of a t-shirt I saw on thinkgeek.com:
http://www.thinkgeek.com/tshirts/frustrations/5aa9/zoom/

Wouldn't this have been a good t-shirt for a certain cuber to wear on
Beauty and the Geek? ;)

Jasmine
http://speedcuber.blogspot.com


On Mon, 05 Dec 2005 23:26:29 -0000, "Stefan Pochmann" <[EMAIL PROTECTED]>
said:
> 
> Hi Per,
> no, the point is that a number and a representation of a number
> are
> not the same. You can't even write down or tell me a number - at
> all!
> Only a representation of the number you mean. For example, you
> write
> "10 seconds" and I can only *assume* that you mean "ten
> seconds", but
> maybe you're talking binary and mean "two seconds"? The
> *representation* of a number can look "round", never the number
> itself. Firstly because it doesn't look at all, and secondly
> because
> in different representations it can look differently. In some of
> them
> it might look "round", in others not. Got it now? Distinguish
> between
> numbers and their representations, that's all.
> Cheers!
> Stefan
> P.S. Even saying "two" or "ten" is not much better than "2" or
> "10",
> since maybe the word "two" means a different number for you than
> it
> does for me. Or if you're a weird alien from Mars and use the
> same
> notation as we humans but with the digit symbols '0' and '7'
> swapped,
> then "3.00" will not look round for you because it'll look to
> you like
> "3.77" looks to us which we wouldn't call "round".
> --- In [email protected], "Per Kristen
> Fredlund"
> <[EMAIL PROTECTED]> wrote:
> >
> > Hi Stefan !
> >
> > Im trying to understand ur way of thinking but i think u are
> > seriously mistaken. If u talk about rounding off errors that's
> > another matter. The concept of integers is well founded in
> maths and
> > in reality. U can indeed have exactly 10 stones or 42 apples
> or
> > whatever. Measuring 10 seconds (10.00) on a computer won't
> mean that
> > we know that there are infinitely many 0's after the comma.
> But
> > noone says it does mean so either ;-) It is just the human
> mind that
> > wants to simplify and say: hey 10.00 that's *exactly* 10 (the
> > natural number 10). Oh well, this has nothing whatsoever to do
> with
> > cubing ;-)
> >
> > Sorry guys ... (+ guyesses)
> >
> > -Per
> >
> > > --- In [email protected], "Stefan
> Pochmann"
> > <[EMAIL PROTECTED]> wrote:
> > >
> > > --- In [email protected], "Bob Burton"
> > <[EMAIL PROTECTED]>
> > > wrote:
> > > >
> > > > Round numbers are just there to bother you.
> > >
> > > The whole concept of "round numbers" is flawed already, in
> my
> > opinion
> > > these don't even exist. For example, you might consider
> "10.00" to
> > be
> > > a round number, but that's not really the number, only one
> out of
> > > infinitely many representations of it. In binary it would
> already
> > look
> > > like "1010" and just imagine what happens if you take for
> example
> > Pi
> > > as base. Or the representation where you'd write
> "XXXXXXXXXX",
> > which
> > > doesn't look any rounder than "XXXXXXXXX". Or... etc. Not
> even 0
> > > (zero), which looks the same and "round" in many used
> > representations,
> > > looks like a round number anymore when I represent numbers
> by
> > writing
> > > them the "normal" way after subtracting 42.
> > >
> > > Cheers!
> > > Stefan
> > >
> >
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