Re: virus: What you call this thing?

Erik (erik@currentconditions.com)
Thu, 13 May 1999 01:08:42 -0700

Please not to forget...it all started off with couple of copulating rabbits!

Now, can anyone tell me why a circle has 360 degrees (please, I will not sneeze say Mr. Weakintheknees).

eEc
-----Original Message-----
From: Joe E. Dees <joedees@bellsouth.net> To: virus@lucifer.com <virus@lucifer.com> Date: Wednesday, May 12, 1999 11:01 PM
Subject: RE: virus: What you call this thing? 

From:           "TheHermit" <carlw@hermit.net>
To:             <virus@lucifer.com>
Subject:        RE: virus: What you call this thing?
Date sent:      Thu, 13 May 1999 00:16:38 -0500
Send reply to: virus@lucifer.com

> And - it begins to get awesome here, dividing each number in the series by
> the one which preceeds it produces a ratio which stabilizes around
> 1.618034 - which just happens to be "Tau" or the Golden Mean!
>
> > -----Original Message-----
> > From: owner-virus@lucifer.com
> > [mailto:owner-virus@lucifer.com]On Behalf
> > Of Joe E. Dees
> > Sent: Thursday, May 13, 1999 12:05 AM
> > To: virus@lucifer.com
> > Subject: Re: virus: What you call this thing?
> >
> >
> > Subject: virus: What you call this thing?
> > Date sent: Thu, 13 May 1999 00:56:58 -0400
> > From: "Wade T.Smith" <wade_smith@harvard.edu>
> > To: "Church of Virus" <virus@lucifer.com>
> > Send reply to: virus@lucifer.com
> >
> > > >The Fibonacci Sequence
> > >
> > > I vote for 'Fibonacci's' !
> > >
> > > Where'd that Fibonacci come from?
> > >
> > > Can you use that Fibonacci in this context?
> > >
> > > Since it's all fiction anyway, it may as well be Fibonacci....
> > >
> > > And I ain't Fibonaccing ya....
> > >
> > > - Wade
> > >
> >
> > 1+1=2
> > 1+2=3
> > 2+3=5
> > 3+5=8
> > 5+8=13
> > 8+13=21
> > 13+21=34
> > And so on.
> >

What about the chaotic phase doubling ratio? I haven't found it, but I remember that it's the only major one > 4.

Oh yeah; tau x (tau - 1) = 1