If R:G:B (or G:R:B, etc) relate as Fibonacci numbers
the color may be called Fibonacci color.
Here is a piece of html-code.
-------------------------------
<table border="0" width="500">
<tr bgcolor="825032">
<td>
<br>
<br>
</td>
</tr>
</table>
--------------------------------
bgcolor="825032", so
R = 82 hex = 130,
G = 50 hex = 80,
B = 32 hex = 50.
R:G:B = 13:8:5
Do Fibonacci colors have any especial properties?
--
=======================
Alex Vinokur
http://go.to/alexv_math
=======================
Sent via Deja.com http://www.deja.com/
Before you buy.
<tr bgcolor="#825032">, but this is not web safe (00,33,66,99,cc,ff)
--
Dan
Dan Evans
City Networks S.A.
http://www.barcelona.com
: Let RGB be an rgb-code of color.
:
: If R:G:B (or G:R:B, etc) relate as Fibonacci numbers
: the color may be called Fibonacci color.
:
: Here is a piece of html-code.
: -------------------------------
: <table border="0" width="500">
: <tr bgcolor="825032">
: <td>
: <br>
: <br>
: </td>
: </tr>
: </table>
: --------------------------------
:
: bgcolor="825032", so
: R = 82 hex = 130,
: G = 50 hex = 80,
: B = 32 hex = 50.
Huh? 82 is hex, and 130 is decimal, surely.
?
===================
Sid Ismail "Tell me and I'll forget.
http://fly.to/elsid Show me, and I may not remember.
=================== Involve me, and I'll understand."
Hello Sid,
inserting brackets as appropriate, you will have
R = ( 82 hex ) = 130
Rainer
--------------------------------------------------------------
00000011000000000000000000()()000010
:
: Sid <s...@noemails.com> wrote in message
: news:hc5drssg5ask285v1...@4ax.com...
: | :
: | : R = 82 hex = 130,
: |
: | Huh? 82 is hex, and 130 is decimal, surely.
: |
:
: Hello Sid,
:
: inserting brackets as appropriate, you will have
:
: R = ( 82 hex ) = 130
:
Right on. OK, I see now....... the dimwit clears his head here......
>Let RGB be an rgb-code of color.
>If R:G:B relate as Fibonacci numbers
>the color may be called Fibonacci color.
Sure I can go along with that.
>Here is a piece of html-code.
Markup not code, C is code.
><tr bgcolor="825032">
>
>bgcolor="825032", so
> R = 82 hex = 130,
> G = 50 hex = 80,
> B = 32 hex = 50.
Well they're equivalent, not exactly equal, but sure.
>R:G:B = 13:8:5
Now you went and changed the values, incidentally this second set
*might* mean something. I touch on this later.
>Do Fibonacci colors have any especial properties?
No, referring to the original 130,80,50. Actually, if you just think
about this for a moment you'd see that the only Fib seq that really
means anything in an experiment such as this would be the sequence of
primes:
1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, 144, 233, ...
Otherwise you're just picking picking two numbers and their sum, you
get a random color from the spectrum. You might get something out of
this above sequence but I don't think you will. The above would be
the only numbers you could use since the max R/G/B value is decimal
255.
What special properties are you looking for? About the only thing I
can dream up is they might end up asthetically pleasing but that is
subjective.
F'ups set, this has nothing to do with HTML or web design.
--
Rob - http://rock13.com/
Web Stuff: http://rock13.com/webhelp/
really? how did you solve the problem of cosmic dissonant frequencies?