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fractint-digest          Sunday, May 17 1998          Volume 01 : Number 206




----------------------------------------------------------------------

Date: Sat, 16 May 1998 10:06:34 -0700
From: "Jay Hill" <[e-mail]>
Subject: Re: (fractint) Re: Conic Sections coloring methods

> From: Kerry Mitchell <[e-mail]>
>
> Did anyone actually see and/or read that 20K tome I posted a few days ago?
> Just curious.
>
> Kerry Mitchell

Hi Kerry,

What does it buy us to have the full 6 parameters? Since we have
rotation and zooming as part of Fractint, are there perhaps 2 or 3
redundant parameters? If so, we could reformulate back to the
h,k,r world and have parameters left over for Julia set definition.

Jay


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------------------------------

Date: Sat, 16 May 1998 10:22:16 -0700
From: "Angela Wilczynski" <[e-mail]>
Subject: Re: (fractint) Re: Conic Sections coloring methods

Kerry...

I've been playing with your new formulas......fun stuff.

Angela

Damien M. Jones wrote:
>
> Kerry,
>
>  - Did anyone actually see and/or read that 20K tome I posted a few days ago?
>
> Yes, I saw it.  Read a good chunk of it.  Excellent generalization.  I just
> haven't had time to play lately.
>
> Damien M. Jones   \\
> [e-mail]  \\  http://www.icd.com/tsd/ (temporary sanity designs)
>                     \\  http://www.fractalus.com/ (fractals are my hobby)

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Date: Sat, 16 May 98 10:26:51 PDT
From: Colleen Johnson <[e-mail]>
Subject: (fractint) Newbie needs help

Wow, am I glad to find you guys.  I'm fairly new to computers, and very
new to  Fractint, and I'm having trouble figuring out how to configure
Fractint to maximize my computer's potential.  And I need to maximize it
because I have a 486 and Windows 3.1.  Anyway, I'm getting what
seems to me to be rather low resolution on my fractals, and I've been
trying to add the specs of my video driver to the config file, in hopes
that that might improve things, but so far all I get on the screen when I
do that is scrambled pixels.  Can anyone help?

I have a Cardex W32 Local Bus Window Accelerator VGA
(ET4000/W32- VESA Local Bus)
(I'm typing all of this directly from the pages of the User's Manual,
because I have no idea which parts of this information may be relevant)
In "Features" my manual lists the following:
Tseng Labs ET4000/W32 VGA Chip
Register level compatibility with the IBM VGA, EGA, CGA and MDA
Extended graphics resolution modes providing 640x480, 800x600,
1024x768 and 1280x1024 High Resolution when used with
multi-frequency analog monitors, and similar maximum resolutions with
fixed-frequency analog monitors such as the IBM 85XX series.
Support 80386/80486 VESA LOCAL BUS Operation
Support maximum 72HZ Refresh Rate in modes 640.480, 800x600,
and High Resolution (VESA Standard).
VL-BUS Version 0.8~1.x
HiColor (15,16 bit/pixel) graphics mode producing 640x480, 800x600
and 1024x768 resolution with 32,768 or 65,535 simultaneously display
colors.
True Color 24 bit/pixel graphics mode producing 640x480 resolution
with 16.7M simultaneously display colors.
Graphics Accelerator provides hardware drawing assist functions, such
as bit block transfer (BitBlt), patterned lines and circles.
1 M bytes video memory standard
Supports 64x64x2 sprite for use as hardware cursor.
Extended text modes providing 132x25, 132x28, 132x44, 132x60,
100x40, and 80x60 resolutions that let your microcomputer, using
popular emulatorand micro/mainframe link products, emulate the
display characteristics of widely used terminals such as the DEC VT100
line and the IBM 3278 MOD 5.
Drivers for running extended text modes in Lotus 1-2-3 and Symphony;
and extended graphics mode drivers for Autodesk AutoCAD, Digital
Research GEM, Microsoft Windows, WordPerfect, Ventura Publisher
and OS/2 Presentation Manager.

My monitor is a CTX CPS-1760/LR
The user's manual says it is a:
Super multi-frequency color monitor with microprocessor based
intelligence and multi-frequency scanning capability
It automatically scans all horizontal frequencies between 30KHz and
65KHz, and all vertical frequencies between 50Hz and 90Hz
It has maximum horizontal resolution of 1280 dots and a maximum
vertical resolution of 1024 lines with non-interlaced scanning

So, if anyone can suggest how to write the appropriate line in the
config file, I'd really appreciate it.

Thanks!!!!


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------------------------------

Date: Sat, 16 May 1998 12:34:15 -0700
From: kathy roth <[e-mail]>
Subject: (fractint) Christmas_giftwrap

I really liked Christmas_giftwrap by Les St.Clair and was
inspired to fool around with dmj-mand-cr2-ang, the
formula by Damien Jones.  There was a sort of
mandelbrot set on the shores of.......somewhere else.
I couldn't decide on the colors, one had more
drama and mystery and one showed the little lakes better,
so if you run them in order it will substitute it.


4_midget           { ; midgets caught in spider web
                     ; 5-15-98 kathy roth
                     ; frm by Damien Jones
  reset=1960 type=formula formulafile=flexba~6.frm
  formulaname=dmj-mand-cr2-ang passes=t
  center-mag=0.155445/0.67751/19.58826
params=1/10/10/1/10/10 float=y
  maxiter=256 inside=33 outside=real decomp=256
  viewwindows=1/0.6/yes/0/0
  colors=s0s<13>000000<6>0zW<7>000000\
790w0wKR0<3>kz0<15>0zz<7>000000<6>zk0\
  <15>0Wz<7>000000029<5>zG0<15>00z<7>0\
00000<6>z00<15>0Gz<6>028000000<6>zW0\
  <15>0kz<7>000000<6>zz0<15>0zk<7>0000\
00<6>Wz0<7>000000<14>z0zw0w
  cyclerange=0/255
  }

1_another-shore    { ; midgets on another shore
                     ; 5-15-98 kathy roth
                     ; frm by Damien Jones
  reset=1960 type=formula formulafile=flexba~6.frm
  formulaname=dmj-mand-cr2-ang passes=t
  center-mag=0.124636/0.657618/14.65202 params=1/10/10/1/10/1 float=y
  maxiter=256 inside=33 outside=real viewwindows=1/0.6/yes/0/0
  colors=mGE<2>hAEaI9<6>xTF<8>H3\
AC09908<6>KBDMDEMFF<2>MMI000<16>C81D92FB3<\
  2>LG4OI5QK7<12>vlYxn_yo`zpawn_ukY<16>bVH\
000<23>000000223<5>HHNKKQNNTQQXT\
  T_<6>ilploslpr<14>OI5<11>pgTriVulYxn_zp\
a<4>jdWgaVcZT`WSYUR<3>KJNHGMGFL<1\
  0>724602702<20>Q08R09S09T0AU0A<6>`0Da0\
Db2D<14>zVF<6>oIE
  cyclerange=0/255
  }

2_another-shore    { ; midgets on another shore
                     ; 5-15-98 kathy roth
                     ; frm by Damien Jones
   colors=C`V<6>7LJXFD<4>rDQ<2>tS_uXcv\
agwfkwknxpryuvzzz<33>LguKguJfuHetHdrH\
  cq<4>F`kE_iEZhEYfDYe<8>BUVBUUBTTASR<38>4\
AA<13>BZUC`VBZU<22>6B56936A4<46>\
  PbF<6>svc<6>feBdc7``8<4>FOFJNF<2>caEk\
fDrkDzqCzmC<8>v8A<5>x39r48
  cyclerange=0/255
  }

3_another-shore    { ; midget lakes in a watershed
                     ; 5-15-98 kathy roth
                     ; frm by Damien Jones
    colors=Wlw<8>LguKguJfuHetHdr\
Hcq<4>F`kE_iEZhEYfDYe<8>BUVBUUBTTASR<38>4AA<\
  13>BZUC`VBZU<22>6B56936A4<46>Pb\
F<6>svc<6>feBdc7``8<4>FOFJNF<2>caEkfDrkDz\
  qCzmC<8>v8A<5>x39<3>`A7000QE6KG\
6<7>rDQ<2>tS_uXcvagwfkwknxpryuvzzz<23>Ymw
  cyclerange=0/255
  }

frm:dmj-Mand-Cr2-Ang { ; outside = decomp
              ; angle of closest z[n] to ring at p1
        ; This is the angle relative to p1.
        IF (imag(p2) == 0)              ; Invalid value for aspect
ratio.
          p2 = (0,1) + real(p2)         ; Substitute a default value.
        ENDIF
        IF (real(p3) == 0)              ; Invalid value for color scale.

          p3 = 75 + flip(imag(p3))      ; Substitute a default value.
        ENDIF
        IF (imag(p3) == 0)              ; Invalid value for ring radius.

          p3 = (0,1) + real(p3)         ; Substitute a default value.
        ENDIF
        closest = 1e+38                 ; Closest approach so far.
        point = 0                       ; Point of that closest
approach.
        done = 2                        ; Iteration counter.
        r = (0,1) ^ (real(p2)/90)       ; Compute rotation vector.
        radius = sqr(imag(p3))          ; Calculate radius squared.
        z = 0, c = pixel:               ; Mandelbrot initialization.
        z = sqr(z) + c                  ; Mandelbrot calculation.
        done = done + 1                 ; Done one more iteration.
        z2 = (z-p1) * r                 ; Offset to p1 and rotate.
        z2 = real(z2) + flip(imag(z2) * imag(p2)) ; Distort aspect.
        d = abs((|z2|) - radius)        ; Compute ring distance squared.

        IF (d < closest)                ; Closer than previous value.
          point = z                     ; Save that point.
          closest = d                   ; Save the closest approach.
        ENDIF
        IF (|z| > 128)                  ; Point exceeds bailout.
          z = point - p1                ; Return closest point.
          done = -1                     ; Set flag to force an exit.
        ENDIF
        done >= 0                       ; Continue if the flag is clear.

  ;SOURCE: dmj-pub.frm
}





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------------------------------

Date: Sat, 16 May 1998 12:31:29 -0700 (MST)
From: Kerry Mitchell <[e-mail]>
Subject: Re: (fractint) Re: Conic Sections coloring methods

On Sat, 16 May 1998, Jay Hill wrote:

> What does it buy us to have the full 6 parameters? Since we have
> rotation and zooming as part of Fractint, are there perhaps 2 or 3
> redundant parameters? If so, we could reformulate back to the
> h,k,r world and have parameters left over for Julia set definition.

Hmm.  Good point.  I put the full six parameters in there for generality.
Certainly, for any given section, there are parameters that are redundant
to Fractint's zoom/skew/rotate/translate/hesitate/legislate capabilities.
However, I don't know if every section can be gotten with less (say 4)
parameters plus a judicous use of the zoombox.  Also, keep in mind that
some of the formulas work in orbit-space, not coordinate-space.

Thanks for the tip, Jay.  I'll check into it.

Kerry

- -------------------------------------------------------------------------------
Kerry Mitchell
[e-mail]
- -------------------------------------------------------------------------------



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------------------------------

Date: Sat, 16 May 1998 13:03:54 -0700
From: kathy roth <[e-mail]>
Subject: (fractint) Re: Conic Sections....

- --------------12B676CF1E50DD5CE8E70B31
Content-Type: text/plain; charset=us-ascii
Content-Transfer-Encoding: 7bit

Kerry Mitchell wrote:

> Did anyone actually see and/or read that 20K tome I posted a few days ago?
> Just curious.
>
I'm really happy you posted that.  (I suspect most people
are at least a  few days behind keeping up with this list.)
When I was trying to apply the elliptical bailout to gravijul
I was wondering about making the bailout a parabola or
other shape and had a  notion of doing a math review
sometime "soon".  It was nice to have it all right there and
very well explained.

- --------------12B676CF1E50DD5CE8E70B31
Content-Type: text/html; charset=us-ascii
Content-Transfer-Encoding: 7bit

<HTML>
Kerry Mitchell wrote:
<BLOCKQUOTE TYPE=CITE>
<PRE>Did anyone actually see and/or read that 20K tome I posted a few days ago?
Just curious.</PRE>
</BLOCKQUOTE>


<P>I'm really happy you posted that.  (I suspect most people
<BR>are at least a  few days behind keeping up with this list.)
<BR>When I was trying to apply the elliptical bailout to gravijul
<BR>I was wondering about making the bailout a parabola or
<BR>other shape and had a  notion of doing a math review
<BR>sometime "soon".  It was nice to have it all right there and
<BR>very well explained.</HTML>

- --------------12B676CF1E50DD5CE8E70B31--


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------------------------------

Date: Sat, 16 May 98 23:07:55 +0100
From: Oliver Klimek <[e-mail]>
Subject: Re: (fractint) Fractal-Art list threatened with extinction!

Jim Muth:

>I would take over the task of running the F.A. list if I
>had the time, which I do not.  But if I assumed the
>position of administrator, I would re-write the charter
>and rename the list something like "Fractal Trek".

>The purpose of the new list would be to create a place
>where intrepid fractal explorers could join together into
>a group much like the crew of the good ship Enterprise, and
>share adventures.  My enjoyment of fractals lies in the
>adventure, and in the excitement of discovering scenes that
>no one has seen before.  I revel in the simple fun of going
>and seeing what lies beyond the next blow-up.

It is always sad to see a mailing list or a newsgroup die. I have only
subscribed to fractint a couple of days ago and was pondering if I should
also subscribe to F.A.

It is really a strange coincidence that in my first couple of posts to
this list I described my own attitude towards fractals in *exactly* the
same way as you, including "Fractal Trek". If you haven't read my posts
yet, read them and smile. If you have, shouldn't you have considered
quoting me ?

So it is obvious that I fully agree with you. But I can already see a
possible Frac Trek list going down the drain the same way as F.A. because
there is just too much overlap. Fractint is THE software for fractals, so
almost any discussion about fractals will involve Fractint in one or the
other way. Deep Zoomers will exchange their pars and math junkies their
frm files. People who are just interested in making pretty pictures will
skim off pars and frms anyway. Frac Trek will only have a chance if there
are enough people not interested in Fractint in general and if the
majority of fractint subscribers are not intersted in fractal exploring.
Both cases are ridiculously improbable. I could bet that most people would
subscribe to both of the lists. After a while they will have problems
deciding to which list to post to. After another while they will just post
to fractint. After still another while Frac Trek will die.

IMO it will all come down to fractint being the one and only fractal list.


Oliver

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------------------------------

Date: Sat, 16 May 98 23:08:50 +0100
From: Oliver Klimek <[e-mail]>
Subject: Re: (fractint) Fractint Deep-Zooming and Planck's Length

"Dave Irwin" <[e-mail]> elaborated:

>Hi Fractint zealots
>  I am developing some theories in the world of the very small and
>have come across a definition called Planck's length which appears to
>suggest that there is a limit to a measure of 10 to the minus 33. As
>this measure is way bigger than that which can be developed in Deep
>Zooming - 19.5 documentation, page 144 quotes 10 to the 1600 - can
>you tell me if there is any discussion or reference on the web that
>rationalises this discrepancy.

> The essence of the theories I am developing are to suggest that time
>is the THIRD dimension!!!

Your theory seems to have earth-shattering dimensions. Nobel prizes have
been given away for much less. But before you carry on I suggest you first
get aquainted with the concept of "real numbers" which has been introduced
into modern mathematics just recently. You will eventually find out that
you can divide any ordinary number into an infinite number of infinitely
small parts. Mathematical formulae basing on this concept, e.g. fractals,
allow you to calculate happily away without having to care about physical
restrictions like Plancks's length, Heisenberg's relation etc. Half of the
mandelbrot set is imaginary anyway.

Oliver Klimek

>[e-mail] http://www.netcom.ca/~irwin

Visit the website, it's fun.


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------------------------------

Date: Sat, 16 May 1998 16:06:09 -0700 (PDT)
From: Jiho Kim <[e-mail]>
Subject: (fractint) conic section...

To whoever cares,

If I'm understanding things right, the shape of the bailout condition is
changed to conic secion on a complex-real plane (x=real, y=image, sorta
thing).  Fractint does have its rotation capability, but it can't rotate
the bailout condition in respect to the plane.  So, I'm thinking you need
all 6 parameters to achieve a the most general generalization of the
conic section bailout conditions.

OR MAYBE FIVE PARAMETERS...  It's been a long time since I've played with
conic sections, but aren't most conic sections of various scales
renderable with 1 or 2 parameters?  Another 2 for translation (x & y) and
another 1 (theta) for rotation.  The sixth one in Ax^2 + ... + F = 0 can
be somehow taken out... (divide everything by F and reconsider your
variables and you end up with 5 variables) I don't know if that really
doesn't help in terms of speed, but maybe someone can think of another way
to slim down the problem... I'm not sure what Julia parameters or whatever
it ended up being called, but would this extra space help?

I'd like to know if I'm totally off on this, so please comment away...

smiles,

Jiho



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------------------------------

Date: Sat, 16 May 1998 19:37:31 EDT
From: SKarl52884 <[e-mail]>
Subject: Re: (fractint) Newbie needs help

In a message dated 98-05-16 13:31:13 EDT, you write:

<< Anyway, I'm getting what
 seems to me to be rather low resolution on my fractals >>

Have you selected the propper video mode in fractint at the start of the
program?
I don't want to assume that you have as you haven't stated so.

Steve

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------------------------------

Date: Sat, 16 May 1998 17:13:15 -0700 (MST)
From: Kerry Mitchell <[e-mail]>
Subject: Re: (fractint) conic section...

Jiho,

> OR MAYBE FIVE PARAMETERS...  It's been a long time since I've played with
> conic sections, but aren't most conic sections of various scales
> renderable with 1 or 2 parameters?  Another 2 for translation (x & y) and
> another 1 (theta) for rotation.  The sixth one in Ax^2 + ... + F = 0 can
> be somehow taken out... (divide everything by F and reconsider your
> variables and you end up with 5 variables) I don't know if that really
> doesn't help in terms of speed, but maybe someone can think of another way
> to slim down the problem... I'm not sure what Julia parameters or whatever
> it ended up being called, but would this extra space help?

You need all 6 for the most general case, which is what I was after.
Certainly, that over-specifies the problem for most sections, but since
there are so many possible curves, the full set of 6 is (probably) needed
to cover all bases.  You can't simply divide by F, because F may be zero
(any curve through the origin would have F=0).

I understand the somewhat unweidly nature of this scheme, which is what I
was alluding to in my disclaimer.  It shouldn't be too much of a problem
to generate formulas for a specific class of sections, which would free up
some of the 6 parameters for Julia set use, etc.

Kerry



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------------------------------

Date: Sat, 16 May 98 17:17:32 PDT
From: Colleen Johnson <[e-mail]>
Subject: Re: (fractint) Newbie needs help

Hi Steve
From what I can tell, none of the video modes offered is really right for
my adapter.  I mean, I can use F3 and CF5, but the resolution is pretty
low.  I'm assuming I should be able to get better resolution than that.
Maybe I'm wrong. How do I find out?

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------------------------------

Date: Sat, 16 May 1998 21:08:37 -0400
From: "Marie Drozdis" <[e-mail]>
Subject: RE: (fractint) Newbie needs help

Colleen, what happens when you hit the delete key, and then the combination
of Shift-F6 or Shift-F7 ?  What do you get then?

- -----Original Message-----
From:    [e-mail]
[mailto:[e-mail]] On Behalf Of Colleen Johnson
Sent:    Saturday, May 16, 1998 8:18 PM
To:    [e-mail]
Subject:    Re: (fractint) Newbie needs help

Hi Steve
From what I can tell, none of the video modes offered is really right for
my adapter.  I mean, I can use F3 and CF5, but the resolution is pretty
low.  I'm assuming I should be able to get better resolution than that.
Maybe I'm wrong. How do I find out?

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------------------------------

Date: Sat, 16 May 98 18:27:13 PDT
From: Colleen Johnson <[e-mail]>
Subject: Re: RE: (fractint) Newbie needs help

Hi Marie
I tried hitting those buttons.  I got the usual "That mode is not available
with your adapter" message.
Thanks!


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------------------------------

Date: Sat, 16 May 1998 22:03:26 -0400
From: "Marie Drozdis" <[e-mail]>
Subject: RE: RE: (fractint) Newbie needs help

I'll go back and reread  your message. My last computer had the ET4000
adapter which I used successfully with both Windows 3.1 and Win95.
Meanwhile, I hope someone with more technical knowledge will jump in with
some suggestions. It's a shame not to be able to view these in at least
600x800.

- -----Original Message-----
From:    [e-mail]
[mailto:[e-mail]] On Behalf Of Colleen Johnson
Sent:    Saturday, May 16, 1998 9:27 PM
To:    [e-mail]
Subject:    Re: RE: (fractint) Newbie needs help

Hi Marie
I tried hitting those buttons.  I got the usual "That mode is not available
with your adapter" message.
Thanks!


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------------------------------

Date: Sat, 16 May 1998 21:11:16 -0600
From: Ray Montgomery <[e-mail]>
Subject: (fractint) Fractal-Art site

        Hi
        I thought I had the address of the Fractal-Art site, but I've looked
high and low and can't find it.
        Then I thought I must go to the major-domo, or something.
        Can someone set me straight.  What address do I use to get started
to get to the Fractal-Art page?
                                Thanks,                 Ray


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Date: Sat, 16 May 1998 23:14:40 -0700
From: kathy roth <[e-mail]>
Subject: (fractint) Carlson formula pars

Someone told me that when they paint the Victorian houses in San
Francisco with the soft imaginative colors they always have an
odd number of colors.  I modified a color map for one of Paul
Carlson's formulas and found it hard to get the effect I wanted.
Not only are there 8  color ranges rather than an odd number,
but they are all equal.  It is usually easier if you have a main
color, a clearly secondary color and then a highlight.  I think this
is why the rainbow maps look so good on them.  The rainbow is
suited to having several strong equal colors.

Here are some pars based on Paul's formulas- if anyone needs the
formulas please let me know;  I am not re-posting the formulas.

1planetarium       { ; 5-15-98 kathy roth
                     ; frm by Paul Carlson
  reset=1960 type=formula formulafile=fractint.frm
  formulaname=flexballs_r4 passes=1
  center-mag=-4.85050645044610900/+0.82642201391573340/5428.117
  params=0.14/0/0.0185/0 float=y maxiter=3000
inside=253 invert=1/0/0
  viewwindows=1/0.6/yes/0/0
  colors=03Dghg<2>loqkoq<14>000200<2>0\
11011021031<2>053063063073083<3>0B50\
  B50C61D7<2>4GC4HD5IE6JF7KH<5>AQNBRPA\
QO<5>7LH6KG5JE4ID4HB<12>2A7265255265\
  265144265265144<2>154154144<6>1110000\
01<27>07X07Y08_09a<2>2Be3Cg5Dh<8>GM\
  uHNwIOxKPzKPyJOx<8>FFjEEiDDgCCfBBe<10>55\
G44D44D33A33A55B<8>SUYUX`X_c_bfb\
  ei<2>los<13>SNCQL9PK8QK6<14>xn_<13>TN\
9RL7PJ7PK8<9>efd
  }

4zoom of Carlson fbspirm4   { ; 5-15-98 kathy roth
                             ;frm by Paul Carlson
  reset=1960 type=formula formulafile=spir_s~1.frm
  formulaname=flexballs_r4 passes=t
  center-mag=-3.62760026880199500/+1.719\
26811885294400/3.480998e+007
  params=0.2/0/0.01/0 float=y maxiter=3000
inside=253 outside=summ
  invert=1/0/0 viewwindows=1/0.6/yes/0/0
  colors=000NNj<5>WWz<7>0J9<15>0zW<7>0J\
J<14>0xx0zz2tt<6>JE9<15>yjU<7>BJF<1\
  5>_zn<6>LO3<8>px9<5>KMGFGIBBM<14>WWz<7>J\
9J<15>zWz<7>J09<15>z0W<7>J90<15>\
  zW0<7>JJ0<15>zz0<7>99J<8>MMg
  }



3pipe_dream         { ; 5-15-98 kathy roth
                     ; frm by Paul Carlson
                     ;map by kathy roth 5-15-98
reset=1960 type=formula formulafile=spir_s~1.frm
  formulaname=spir_stalks_jul passes=1
  center-mag=0.00859561/0.141113/0.8027543/1/-57.5
  params=-0.36812529/0.08941615999999999/0.06/0/8/30 float=y
  maxiter=1000 inside=253 outside=summ invert=0.1/0/0
  viewwindows=1/0.6/yes/0/0
  colors=000wxf<28>5C3hwz<28>5BGmmz<28>99C\
zee<28>M06zxg<28>A00zvn<28>D4Apr\
  c<28>180ztx<28>ULR000<13>000
  }

2flex_web           { ; 5-15-98 kathy roth
                     ; frm by Paul Carlson
    colors=78FYUq<11>MK`<2>MHPMFLMEHNCCK\
BBIA9F87<4>MCGODHPFH<3>VPIXRIZUJ_WK<\
  16>zzZxxY<16>0CC<45>MiYNjZNiZ<25>GFDFE\
CFDBEBAF99<10>8D38D39D3<6>H86I76K6\
  7L58<21>`1R`1Sa1Tb0Ua0U`0T<22>E08C07B\
07907<3>125<3>56B67D78F89HAAJ<17>ZU\
  r
  }

The pars from flexballs_r4   reminded me of
"Basket_Weave" by Les St.Clair, a really interesting image
from his web page.
Les, I hope you don't mind me posting your par.



5Basket Weave       { ; "Basket Weave"
                     ; (c) 1997 by Les St Clair [Jul 28, 1997]
                     ; e-mail to: [e-mail]
  reset=1960 type=formula formulafile=tent_i~1.frm
  formulaname=tent_in_mod function=abs/sin/cabs/cabs passes=1
  center-mag=-0.4168692325208040\
0/+0.60303984386551730/1223.647
  params=0.09/0/0.005/0 float=y maxiter=1024
inside=zmag logmode=fly
  decomp=256 periodicity=0 viewwindows=1/0.6/yes/0/0
  colors=ZZZyoRxmNxkJwiF<4>qU6pR4oQ4<12>Z\
C5YB5W96U87T77R58<12>zpN<3>jmVelW\
  ___```aaaccc<29>000B0A<14>d9H<10>A00<8>Y\
0B`0Ca2D<25>zzm<4>yqVakYYj_Uia<1\
  3>EP7DO5CM3AK0BJ0CI0<13>U30<15>zcc<17>IDD\
GCCEAAC99A77<3>000<26>XXX
  cyclerange=1/150
  }

frm:tent_in_mod { ; Modified Sylvie Gallet formula
              ; Modified tent_inside.frm (generalized by Les St Clair)
              ; use fn1,fn2,fn4=abs & fn3=cabs for default behaviour
              ; set p1=0, p2=0.001 for default behaviour
   IF (p1 || flip(p1))
    r = p1
   ELSE
    r = 1
   ENDIF
   z = 0 :
   l = r+p1
   z = z*z + pixel
   UV = (5,5) - fn1((5,5) - fn2(z))
   r = fn3(UV)
    fn4(l-r) >= p2 && r < 4
  }









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Date: Sun, 17 May 1998 05:41:05 -0400
From: davides <[e-mail]>
Subject: Re: (fractint) Fractal-Art site

At 09:11 PM 5/16/1998 -0600, you wrote:
>        Hi
>        I thought I had the address of the Fractal-Art site, but I've looked
>high and low and can't find it.
>        Then I thought I must go to the major-domo, or something.
>        Can someone set me straight.  What address do I use to get started
>to get to the Fractal-Art page?
>                                Thanks,                 Ray

Hi Ray,

Try sending a message to:  [e-mail]

In the subject line of your message, write "Subscribe fractal-art"; You can
also write the same line in the body of your message. That is how it works
with the email lists that I have. Usually, though, the initial message is
sent to something like majordomo@whatever.
If that doesn't work, try sending a message to:  [e-mail]
The unsubscription is: unsub: send "unsubscribe" to
[e-mail]
 and to subscribe should be replace unsubscribe with subsribe, so you could
try doing that. It may be a couple of days before everything is shaken out...
The fractal-art list has not been carrying as much traffic as fractint list...
Regards,
















[e-mail]
[e-mail]
Back up my hard drive?
How do I put it in reverse?

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Date: Sun, 17 May 1998 09:00:53 -0400
From: Lee Skinner <[e-mail]>
Subject: (fractint) Christmas_gif

Kathy Roth,

   Here is a zoom into your wondrous another_shore travel spot:

mtn_lake           { ;                          t=3D  0:39:40.56
                     ; on a P233 at 1600x1200  May 17, 1998
                     ; Image Copyright 1998 by Lee H. Skinner
                     ;  Version 1961 Patchlevel 43
  reset=3D1960 type=3Dformula formulafile=3Dfractint.frm
  formulaname=3Ddmj-mand-cr2-ang
  center-mag=3D-1.62434002256290500/+0.00000004161746679/1.36420\
  8e+008 params=3D1/10/10/1/10/1 float=3Dy maxiter=3D4095
  inside=3D33 outside=3Dreal
  colors=3D000zc0<5>zK0zH0zE0<2>z40z00x00<11>T00Q00N00<3>D00B008\
  00600400<3>6F07I17M18Q19U1AY2<8>dnahpekri<3>zzz<39>HhjGgiFgi\
  EfhDfhBeg<46>3bs3bt3bt<2>2au2au3`u<55>QDnQDnRCnRCnSBm<3>UDoU\
  DoVEp<2>MBV<3>P8GQ7CR68S54T40X40a40f50<3>mQ2oV2q_2<3>xt4zz0<\
  4>zj0
  }

Lee Skinner

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Date: Sun, 17 May 1998 08:08:22 -0500 (CDT)
From: [e-mail] (Paul and/or Joyce Carlson)
Subject: (fractint) Black Hole formula and par

comment {
This image is a slightly modified version of one I posted to abpf
several months ago.  While I was trying to produce a decent PHC image
(which I never was able to) I noticed that one of the two intermixed
images looked a lot what I imagined a black hole about to swallow a
nebula might look like.  So I modified Bob Carr's excellent PHC formula
and used just half of it.  The result is almost what I wanted, but it
could use a little help from the masters of color on this list.

Paul Carlson
}

frm:Carr2821b { ; This is one-half of Bob Carr's Carr2821 PHC formula
        ; as modified and optimized by Sylvie Gallet
        ; Half the formula extracted by Paul Carlson
   e = 0.1/pixel , z = c = conj(e) - pixel , r = |z|
   k = e*(-0.9) , p = k + flip(e) + conj(0.01*e) - pixel
   bailout = 16 , im1 = imag(p1) , im2 = imag(p2)
   iter = 0 :
   IF (iter == p1)
      p = (c^1.2)*1.5 + k , r = z = 0
   ELSEIF (iter == im1)
      p = conj(c)*2.25 + k , r = z = 0
   ELSEIF (iter == p2)
      p = flip(c)*3.375 + k , r = z = 0
   ELSEIF (iter == im2)
      p = flip(c)*5.0625 + k , r = z = 0
   ENDIF
   iter = iter + 1 , z = real(r)*0.2 + sqr(z) + p , r = |z|
   r <= bailout
   }

Black_Hole         { ; Copyright (c) Paul W. Carlson, 1998
             ; t=  0:31:21.81, 1024x768, 60 MHz Pentium
  reset=1960 type=formula formulafile=blckhole.frm
  formulaname=carr2821b passes=t
  center-mag=1.86825/-0.299843/0.03429727/1/-12.499
  params=200/300/400/550 float=y maxiter=647
  invert=1e-006/-0.091053706883/-0.43584099076 periodicity=0
  colors=000<104>000<6>rri<14>wHPxENxBOx7Qx4Rt4Qq4P<23>D4GB3FB3\
  F<18>000<2>88CABGCEKEHOGJS<6>Xcz<12>68C458000<47>000
  }


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Date: Sun, 17 May 1998 10:40:01 +0000
From: "Dave Irwin" <[e-mail]>
Subject: (fractint) Pixel Counting

Hi there
        Does anyone know of some software that counts pixels of different
colours in a graphic? Details will be appreciated. Thanks

Dave in Toronto


Dave Irwin
Toronto Ontario Canada
[e-mail] http://www.netcom.ca/~irwin
Time is the THIRD Dimension

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Date: Sun, 17 May 1998 08:03:02 -0700 (PDT)
From: "James R. McKenzie" <[e-mail]>
Subject: (fractint) Fractal-Art list threatened with extinction!   To Jim & Jay

Jim & Jay,

Are you tweo going to post to XMISSION i.e. FRACTINT's listserv after
June 15?  I hope so, I'd hate to lose both of your contributions in
addition to the FRACTAL- ART list.  There's gotta be a way to keep 'Em
coming.

PLEASE at least consider it.




                                         T H A N K    Y O U


                                         James R. McKenzie



                                [e-mail]
_________________________________________________________
DO YOU YAHOO!?
Get your free @yahoo.com address at http://mail.yahoo.com


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Date: Sun, 17 May 98 17:16:51 +0100
From: Oliver Klimek <[e-mail]>
Subject: (fractint) My first efforts in formula writing

I have just completed my first two self-made formulas. As they are very
simple they already might have been "invented" by someone else, but I
haven't came across them before.=20

The first one is an incorporation of the Lorentz contraction
sqrt(1-sqr(v)/sqr(c)) which is used in calculations for special
relativity. I use it with v=3Dz and c=3Dp1. Both Mandel and Julia types a=
re
supplied. The Mandel formula produces a regular M-set when p1 approaches
zero. Values between 0 and about 0.7 produce an increasingly mutated M-se=
t
which disintegrates with higher p1 values. The size of the set increases
with |p1|, so if you want to see an mostly undisturbed M-set with
p1=3D(0.0001, 0.0001) you have to zoom in quite a bit. If one component o=
f
p1 is negative the image is mirrored. The Julia sets of this type are
particularily nice.

The second formula is the start of a generalized fourier series
p1*sin(z)+p2*sin(2z)+...+c Again, both Mandel and Julia type are supplied.
Unfortunately the "series" has only three terms because there are only 3
parameters available and one goes away for the julia set. I haven't
explored the effects of p1 and p2 very deeply yet, but generally the
closer the value is to zero, the more "solid" is the fractal. Also here
the Julia sets seem to be more interesting than the Mandels.

For each of the formulas I have included pars of 3 basic mandels and
julias. They are not meant to look aesthetically pleasing but to give you
good starting points for further explorations.

Oliver

- ---- begin test.frm -------

LorentzM{; Mutated Mandelbrot set based on Lorentz contraction
      ;keep p1 between 0 and 1, <0.7 is best, negative values mirror
      ;Re(p1)=3DIm(p1) -> 0 converges to standard Mandel rotated by 90=B0
      ;Size increases with |p1|
      ;p2=3Dunused
      ;p3=3Dbailout
z=3D0=20
c=3Dpixel:
z=3Dsqrt(1-(z*z)/(p1*p1))+c
|z|<=3Dp3
}
LorentzJ{; Julia Set for LorentzM
      ;keep p1 between 0 and 1, <0.7 is best
      ;p2=3Djulia parameter
      ;p3=3Dbailout
z=3Dpixel
c=3Dp2:
z=3Dsqrt(1-(z*z)/(p1*p1))+c
|z|<=3Dp3
}

FourierM{; First three terms of a Fourier series
      ; p1 and p2: coefficients of the sine waves
      ; bailout fixed at 8
z=3D0=20
c=3Dpixel:
z=3Dp1*sin(z)+p2*sin(2*z)+c
|z|<=3D8
}

FourierJ{; Julia Set of FourierM
      ; p1 and p2: coefficients of the sine waves
      ; bailout fixed at 8
z=3Dpixel
c=3Dp3:
z=3Dp1*sin(z)+p2*sin(2*z)+c
|z|<=3D8
}
- ------- end test.frm ---------

- ------ begin test.par -------
LorentzM_01        { ; Bent Mandel
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:00:25.15 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DLorent=
zM
  center-mag=3D-1.00292/0.0443091/4.862883 params=3D0.15/0.15/0/0/8/0
  float=3Dy maxiter=3D2000 inside=3D0
  colors=3DCCCdYk<8>vek<9>UE_<4>soS<8>OSp<7>pWA<23>uoYvpZuoZ<23>DJR<18>`n=
Qbp\
  PboP<18>bXGbVFcVI<5>j_`l`dl`d<29>fPCeOBcOB<14>3TO0UP0UP<21>2EY<8>nTe<29=
>\
  coebpd`peYqg   }

LorentzM_02        { ; Bent some more
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:00:35.76 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DLorent=
zM
  center-mag=3D-0.993157/0.226858/0.8503401 params=3D0.3/0.4/0/0/8/0
  float=3Dy maxiter=3D2000 inside=3D0
  colors=3DCCCdYk<8>vek<9>UE_<4>soS<8>OSp<7>pWA<23>uoYvpZuoZ<23>DJR<18>`n=
Qbp\
  PboP<18>bXGbVFcVI<5>j_`l`dl`d<29>fPCeOBcOB<14>3TO0UP0UP<21>2EY<8>nTe<29=
>\
  coebpd`peYqg   }

LorentzM_03        { ; Seriously bent
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:01:23.84 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DLorent=
zM
  center-mag=3D-1.12467/0.198405/0.5867347 params=3D0.5/0.45/0/0/8/0
  float=3Dy maxiter=3D2000 inside=3D0
  colors=3DCCCdYk<8>vek<9>UE_<4>soS<8>OSp<7>pWA<23>uoYvpZuoZ<23>DJR<18>`n=
Qbp\
  PboP<18>bXGbVFcVI<5>j_`l`dl`d<29>fPCeOBcOB<14>3TO0UP0UP<21>2EY<8>nTe<29=
>\
  coebpd`peYqg cyclerange=3D1/15
  }

LorentzJ_01        { ; Flaming stars
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:00:52.03 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DLorent=
zJ
  center-mag=3D0/0/0.6666667 params=3D0.44/0.5/-0.87/-0.48/8/0 float=3Dy
  maxiter=3D1000 inside=3D0
  colors=3D000FFF<29>x11z00z10<29>zx0zz0zz1<29>zzxzzzzzz<61>zV1zU0zU0zT0<=
28>\
  z10z00z00y00<30>c00b11a11`22_22<25>FFF   }

LorentzJ_02        { ; Spiral out of halved spirals
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:02:54.65 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DLorent=
zJ
  center-mag=3D0/0/0.5518507 params=3D0.3/0.73/-0.76/-0.37/8/0 float=3Dy
  maxiter=3D2000 inside=3D0
  colors=3D00000A<76>b01c00c00c10<60>yy9zzAzzAzzA<109>zzz
    }

LorentzJ_03        { ; Fake Barnsley=20
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:03:17.84 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DLorent=
zJ
  center-mag=3D-8.88178e-016/0.0841783/0.2862541
  params=3D0.66/0.51/-1.35/-0.6/8/0 float=3Dy maxiter=3D2000 inside=3D0
  colors=3D00000A<76>b01c00c00c10<60>yy9zzAzzAzzA<109>zzz
    }

FourierM_01        { ; Spiral between lakes
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:00:30.41 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DFourie=
rM
  center-mag=3D0.000881142/0.0233854/1.983961
  params=3D0.82/-0.47/0.15/-0.07000000000000001 float=3Dy maxiter=3D2000
  inside=3D0 colors=[e-mail]   }

FourierM_02        { ; S blob
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:00:43.88 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DFourie=
rM
  center-mag=3D0.000881142/0.0233854/0.6138887
  params=3D1.18/0.35/-0.42/-0.3 float=3Dy maxiter=3D2000 inside=3D0
  colors=[e-mail]   }

FourierM_03        { ; Broken weenie
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:00:29.41 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DFourie=
rM
  center-mag=3D0.000881142/0.0233854/0.3627524
  params=3D0.15/-0.1/0.01/-0.31 float=3Dy maxiter=3D2000 inside=3D0
  colors=[e-mail]   }

FourierJ_01        { ; Dancing Spirals
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:02:24.25 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DFourie=
rJ
  center-mag=3D1.13548/0.0835463/0.4065041
  params=3D0.93/0.42/0.06/-0.18/-0.26/0.46 float=3Dy maxiter=3D2000 insid=
e=3D0
  colors=[e-mail]   }

FourierJ_02        { ; String of Petals with spirals
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:00:38.53 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DFourie=
rJ
  center-mag=3D1.13548/0.0835463/0.4065041
  params=3D1.95/0.12/-0.5/-0.23/0.2/0.02 float=3Dy maxiter=3D2000 inside=3D=
0
  colors=[e-mail]   }

FourierJ_03        { ; A chain of roses
                     ;    (c) Oliver Klimek, MCMXCVIII
                     ; time=3D  0:00:07.44 on P-100 1024x768
  reset=3D1960 type=3Dformula formulafile=3Dtest.frm formulaname=3DFourie=
rJ
  center-mag=3D1.13548/0.0835463/0.4065041
  params=3D1.45/-0.38/-0.19/0.12/1.22/0.06 float=3Dy maxiter=3D2000 insid=
e=3D0
  colors=[e-mail]   }
- ------- end test.par ----------------


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End of fractint-digest V1 #206
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