FOTD 02-03-06 (No Name Or Rating)

2 Mar 2006

      FOTD -- March 02, 2006 (Not Rated)

Fractal visionaries and enthusiasts:

Today's fractal is a Julia set of the Z^(1.5)+C Mandeloid as it 
appears 100 levels up the logarithmic ladder.  The corresponding 
point of the Mandeloid is located in the southern branch of a 
seahorse-type valley curiously located at +0.75 on the X-axis.

As has so often been the case lately, I gave the image neither 
name nor rating.  Luckily, the render time is a very brief 1-1/2 
minutes even on my slow old machine.  On speedier units the 
image will calculate in well under one minute, about the time it 
will take to download the completed image from the FOTD web site 
at:

       <http://home.att.net/~Paul.N.Lee/FotD/FotD.html>

The brilliant sun and temperature of 50F 10C here at Old Fractal 
Central on Wednesday were just what the dynamic cat duo had been 
waiting for.  They spent the entire afternoon lurking in the 
holly patch, even going so far as to chatter at the robins that 
stopped by to feast on the few remaining holly berries.  At one 
time the duo would have scampered up the trees after the birds, 
but those days are long gone.

My day was very busy, and tomorrow will likely be a repeat.  The 
next FOTD will appear almost by magic in 24 hours.  Until then, 
take care, and don't get caught by a phisherman.

Jim Muth
jamth@mindspring.com
jimmuth@aol.com

START PARAMETER FILE=======================================

FOTD_for_02-03-06  { ; time=0:01:24.59--SF5 on a P200
  reset=2004 type=formula formulafile=allinone.frm
  formulaname=JuliaBC passes=1 center-mag=0.156495/\
  -0.156576/0.8503401/1/-32.5/-1.23373533611471e-014
  params=1.5/0/100/0/0.75/-0.1/0/0 float=y
  maxiter=1000 inside=0 logmap=yes periodicity=10
  colors=000W_vYav_dv`fvbhvdkvgmwjpwnrwqtwtwzwyzzzzv\
  yyrxxmwwhvvcuuZttUssPrrKqqFopFmoFlnEknEjoEiqEhsEgt\
  EfvEexEeyQhk`jZllLwn8ksE`xKQzQFzWCzXAwX8sY6nY4jYSg\
  dSekSgq6iu7gs8ep8cn9bkA`jAZiBXiCWgCUdDSaEQZEPWFNTG\
  LQGKNHPKITHJXEK`DKdCLiCMmBNqBOuAOyAsfcobZl_UhXPeTK\
  aQFZNBXSCVXDTaDReEPjENoFLtFJxGHzGFzHEzHLwNShSZUYdF\
  baG`ZG_XHZUHXSHWPIVMITKJSHJRFJPCKO9KN7LL4LK2LJFJKR\
  ILbHMnGMmFOlFQkFRjGSiGShHThHTgHUfIUfIVeIVdJWdJWcKX\
  bKXbKYaLY`LZ`LZaQWaVUb_SbdQciOcnMdsKdxIdzGazHZzHXy\
  HUxHSwHPvINuIKuIHtIFsICrJAqJ7pJ5oJ2nJ0nJLeHeYG`ZMW\
  _SR`YM`bHahCbn7ct3cy6aw9_uBZsEXqHVoJUmMSkORiRPgUNe\
  WMcZKaaI_cHYfFWhEVjHTkJRlLQmNOnPNoRLpTKrWIsYGt_Fua\
  DvcCweAxg9wiDvjGulKtmNsoRspUrrYqs`pudovgowjptgqqdr\
  narlZsiWtfTtdQuaNvZKvXHwUExRBxP9s_FoiKjsPfzUhzSizR\
  jzQkzOlzNmzMnzKozJpzIqzGrzFszEozFkzFhzFdzF`wFYtGUq\
  GQoGNlGJiGFfHSXjTXnUXrUXu }

frm:JuliaBC   { ; Formula by Andrew Coppin
  e=p1, p=real(p2)+PI, q=2*PI*floor(p/(2*PI)),
  r=real(p2)-q, C=p3, Z=Pixel:
    Z=log(Z)
    IF(imag(Z)>r)
      Z=Z+flip(2*PI)
    ENDIF
    Z=exp(e*(Z+flip(q)))+C
  |Z|< p4+100 }

END PARAMETER FILE=========================================

Jim Muth

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