SomeGuy wrote:

> Very dreamy... =)... Zzzzzzzzz =o Mmmmmmmm...

Sweet dreams.

(But it would be a nightmare to count them :)


Tor Olav
--
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http://www.crosswinds.net/~tok/tokrays.html

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Tor Olav Kristensen wrote:

> > Don't lie! They're not endless! ;-)
>
> OK. You caught me there :(
> I'll admit that there are only 5000 antiblobs there.

:)

> - But how could you tell ?

For one, there is curvature in the horizon ;)

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David Fontaine   <dav### [at] faricynet>   ICQ 55354965
Please visit my website:  http://davidf.faricy.net/

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Tor Olav Kristensen <tto### [at] onlineno> wrote in message
news:39B82A95.674E7A2E@online.no...
>
> Alf Peake wrote:
> > Now try playing with the 3rd dimension ;-)
>
> I don't know how to make a 3D dimensional
> Fibonacci pattern.

By 3D I meant something like coniferous seed cones or pineapples.
This can replace the sphere object in my post in p.t.s-f and shows an
alternative method of placing the spheres.

  #declare Angl = radians(Count*Inc);
  sphere{ < sin(Angl)*Rad,
            ThisSpaceForHire,   // <-- Add a function here
            cos(Angl)*Rad >,
            0.1
   }

Alf

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Alf Peake wrote:

> ...
> By 3D I meant something like coniferous seed cones or pineapples.
> This can replace the sphere object in my post in p.t.s-f and shows an
> alternative method of placing the spheres.
>
>   #declare Angl = radians(Count*Inc);
>   sphere{ < sin(Angl)*Rad,
>             ThisSpaceForHire,   // <-- Add a function here
>             cos(Angl)*Rad >,
>             0.1
>    }

I'll try to play with this and the other "growing sphere"
trick you mentioned earlier.

Thank you again.


Tor Olav
--
mailto:tor### [at] hotmailcom
http://www.crosswinds.net/~tok/tokrays.html

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