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From: jute@sday.pulp.nullnet.fi (Jussi Kantola)
Newsgroups: sci.fractals
Subject: The Beauty of Fractals parameters for Fractint v18
Message-ID: <30Py7B1w165w@sday.pulp.nullnet.fi>
Date: Mon, 19 Jul 93 18:35:37 PDT
Distribution: world
Organization: Splattersday
Lines: 588
 
 
Here you are : (some of) _The Beauty of Fractals_ fractals for Fractint v18!
This is not compressed nor uuencoded since usually the newsgroups go
compressed anyway, and uuencode just makes the things worse...
 
-----------------8<----Cut------------------8<----Cut---------------8<--------
;
;  _The Beauty of Fractals_ julia(_inverse), mandelbrot and magnetic
;  Figures and Maps for Fractint v18.
;
 
!Hit_F2 {
  These fractals are from _The Beauty of Fractals_ by H.-O. Peitgen
  et.al.  Only the coordinates for each fractal is given (values from
  the end of the book).  Several color sets are included, but they're
  very approximate.  Try 'em anyway!
 
  Note that each fractal uses a viewwindow!  That's the only way (I
  know of) to use the values in _The Beauty of Fractals_ directly and
  so that the fractal will have same scalings etc. as in the book.
  Note that sometimes I've rounded an aspect ratio of 0.743139048 to
  0.74 (or 0.75), sometimes I haven't; usually the latter.
 
  Please send me any nice colors (w/ coloring methods) for these
  fractals (preferrably close to colors in the book) if you come up
  with any, email-address is below.  Since this file has been posted
  to USENET newsgroup sci.fractals, it might not be a bad idea to send
  the required data there, too.
 
  This file is pure public domain.  Upload it to BBS's, include it
  in ftp-archives, parameter-collections, show it to your aunt,
  anything.  The more widespread this gets, the better.
 
  The parameters were copied by
 
  Jussi Kantola
  email: jute@sday.pulp.nullnet.fi
  }
 
;
;  Some general parameters, handy.
;
 
!init {
   reset viewwindows=1/0.75/yes/0/0
   }
 
!quick {
   maxiter=150 float=no passes=g
   }
!slow  {
   maxiter=32767 float=yes passes=g
   }
 
_Boundary_Trace     { ; fast access to BTM :-)
  passes=b
  inside=255
  cyclerange=0/254
  }
 
_EdgeTrace	    { ; "default" values for creating (mostly) julias for
		      ; printer
		      ; with type=julia_inverse this got a bit outdated
  passes=1
  outside=1
  distest=-2/71
  colors=000zzz000zzz<251>zzz
  inside=1
  }
 
;
; Color sets
;
 
Colors0 { ; Approximate colors for Map 15
  colors=000000<15>zZ0<15>zz0<14>440<14>b7Qe8SfCU<2>iIYiKZjL_jN`kOa<4>mVen\
  WfnXgoYhoZhp`i<29>zzz000<62>432000<46>xT0zU0yT1<13>e8Sc6Ua6S<12>312
  }
 
Colors1 { ; Approximate colors for Map 29
  colors=0000P00050N01060K02080I04090P050B0N070D0K080E0I0A0G0F0B0I0G0D0J0I0E0L\
  0K0G0M0L0H0O0N0J0Q0P0Dbr<4>MdjOehPcf<17>x33z00z00<13>pA0zu0<6>zS0zu0<14>zS0z\
  u0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>\
  zS0zu0<14>zS0zu0<14>zS0
  }
 
Colors2 { ; Approximate colors for Map 30
  colors=000Q7TS8ST9QpA2j6De5Hb5J_4M<3>R2SP2TO1V<2>J1YI0ZH0_G0`F0aF0aDbr<4\
  >MdjOehPcf<17>x33z00z00<13>pA0zu0<6>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0\
  <14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<1\
  4>zS0F0a<5>P6U
  }
 
Colors3 { ; Approximate colors for Map 33
  colors=000F0a<9>VAPF0a<16>wU0Dbr<4>MdjOehPcf<15>t77v55x33z00z00y10<12>pA\
  0zu0<6>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu\
  0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0zu0<14>zS0
  }
 
 
Colors4 { ; Approximate colors for Maps 36,42 (logmap=-1)
  colors=000wZ0hhcwZ0hhcvZ0ggbvY0ffbuY0eeatX0ee`tX0dd`sX0cc_rW0bbZrW0bbZqV0aaY\
  pV0``XpU0__XoU0__WoU0ZZVnT0YYVmT0XXUmS0XXTlS0WWTkR0VVSkR0UURjR0UURiQ0TTQiQ0S\
  SPhP0RRPhP0QQOgO0QQOfO0PPNfO0OOMeN0NNMdN0NNLdM0MMKcM0LLKbL0KKJbL0KKIaL0JJIaK\
  0IIH`K0HHG_J0HHG_J0GGFZI0FFEYI0EEEYI0EEDXH0DDCWH0CCCWG0BBBVG0AAAUF0BBBVF0CCC\
  WG0EEDXH0FFFZI0HHG_J0IIH`K0KKIaK0LLKcL0NNLdM0OOMeN0QQNfO0RRPhP0SSQiP0UURjQ0V\
  VSkR0XXUmS0YYVnT0__WoU0``XpU0bbZrV0cc_sW0ee`tX0ffauY0hhcwZ0ggbvZ0ffauY0dd`tX\
  0ccZrW0aaYqV0``XpU0ZZWoU0YYUmT0WWTlS0VVSkR0TTRjQ0SSPhP0RROgP0PPNfO0OOMeN0MMK\
  cM0LLJbL0JJIaK0IIH`K0GGFZJ0FFEYI0DDDXH0CCCWG0AAA<64>zzz
  }
 
Colors5 { ; Approximate colors for Map 38 (logmap=-1)
  colors=000<158>000F00N40R60T70W80YA0<5>fE0gF0iG0jG0kH0lH0<4>qK0rL0sL0tL0\
  <5>yO0zP0zP0zP0zP0<3>zS0zT0zV0<2>z_0za0zd0<3>zo0zr0zv0zz0zz0<41>000
  }
 
Colors6 { ; Approximate colors for Map 44 (logmap=-1)
  colors=000EEE<66>ZZZZZZZZZZZZZZZ___<41>llllllmmmnnn<8>qqqTTT<26>zzz<16>LLL<8\
  >eddUTTHGG<7>nAA<32>z00<15>rsD<7>NbICCC<5>DDD
  }
 
Colors7 { ; Approximate colors for Map 48 (logmap=-1)
  colors=000<158>000rZ00lx<9>0WcrZ0<17>hQ0<7>FCf<3>0Uz<5>0Kp<15>zzz<30>000
  }
 
Colors8 { ; Nice colors for Maps 58-60
  colors=000uzzzzutyyyytsxxxxsrwwwwrpuuuupottttonssssnmrrrrmkppppkjoooojin\
  nnnihmmmmhfkkkkfejjjjediiiidchhhhcaffffa`eeee`_dddd_ZccccZXaaaaXW````WV_\
  ___VUZZZZUSXXXXSRWWWWRQVVVVQPUUUUPNSSSSNMRRRRMLQQQQLKPPPPKINNNNIKPPPPKNS\
  SSSNPUUUUPSXXXXSUZZZZUXaaaaXZccccZaffffachhhhcfkkkkfhmmmmhkppppkmrrrrmpu\
  uuuprwwwwruzzzzutyyyytrwwwwrpuuuupottttomrrrrmkppppkjoooojhmmmmhfkkkkfej\
  jjjechhhhcaffffa`eeee`ZccccZXaaaaXW````WUZZZZUSXXXXSRWWWWRPUUUUPNSSSSNMR\
  RRRMKPPPPKINNNNIJOOOOJLQQQQLNSSSSNOTTTTOQVVVVQSXXXXSTYYYYTV____VXaaaaXYb\
  bbbY_dddd_affffabggggbdiiiidfkkkkfgllllginnnnikppppklqqqqlnssssnpuuuupqv\
  vvvqsxxxxsuzz<30>000<30>zzu
  }
 
Colors9 { ; Cycle these with Map 11 -- looks funny!
  colors=000z00<22>X00z00<22>000P00_00g00<2>z00z00zG0zN0zT0zX0z`0<2>zj0zk0\
  <8>zn0zn0zn0zn0zn0zo0<176>zz0
  }
 
;
;  Figures and Maps
;
;  Note that for some pictures the coordinates given are not
;  'correct', ie. the picture in _The Beauty of Fractals_ may
;  be (usually only) slightly different.  This is not my fault,
;  I just copied the coordinates :).
;
;  Many of these coordinates are exactly the same.
;
 
Figure_03 { ; (Most) of these julia sets should actually be
  type=julia corners=-1.8/1.8/-1.8/1.8
  params=-0.12375/0.56508
  viewwindows=1/1/no/0/0
  }
 
Figure_04 { ; type=julia_inverse but I guess you can just
  type=julia corners=-1.4/1.4/-1.4/1.4
  params=-0.12/0.74
  viewwindows=1/1/no/0/0
  }
 
Figure_06 { ; hit 'J' to toggle... Remember, the main idea is just
  type=julia corners=-1.5/1.5/-1.5/1.5
  params=-0.481762/-0.531657
  viewwindows=1/1/no/0/0
  }
 
Figure_07 { ; to make getting the coordinates easy.
  type=julia corners=-1.5/1.5/-1.5/1.5
  params=-0.39054/-0.58679
  viewwindows=1/1/no/0/0
  }
 
Figure_08 {
  type=julia corners=-1.3/1.3/-1.3/1.3
  params=0.27334/0.00742
  viewwindows=1/1/no/0/0
  }
 
Figure_09 {
  type=julia corners=-1.8/1.8/-1.8/1.8
  params=-1.25
  viewwindows=1/1/no/0/0
  }
 
Figure_10 {
  type=julia corners=-1.5/1.5/-1.5/1.5
  params=-0.11/0.6557
  viewwindows=1/1/no/0/0
  }
 
Figure_11 {
  type=julia corners=-1.5/1.5/-1.5/1.5
  params=0.11031/-0.67037
  viewwindows=1/1/no/0/0
  }
 
Figure_12 {
  type=julia corners=-1.5/1.5/-1.5/1.5
  params=0/1
  viewwindows=1/1/no/0/0
  }
 
Figure_13 {
  type=julia corners=-1.5/1.5/-1.5/1.5
  params=-0.194/0.6557
  viewwindows=1/1/no/0/0
  }
 
Figure_14 {
  type=julia corners=-1.7/1.7/-1.7/1.7
  params=-0.15652/1.03225
  viewwindows=1/1/no/0/0
  }
 
Figure_15 {
  type=julia corners=-1.7/1.7/-1.7/1.7
  params=-0.74543/0.11301
  viewwindows=1/1/no/0/0
  }
 
Figure_25 { ; You've GOT to try this with MIIM!  Maxhits=4 will do fine
  type=julia corners=-1.7/1.7/-1.7/1.7
  params=0.32/0.043
  viewwindows=1/1/no/0/0
  }
 
Figure_26 {
  type=julia corners=-1.7/1.7/-1.7/1.7
  params=-1
  viewwindows=1/1/no/0/0
  }
 
Figure_53a {
  type=magnet1j corners=-6/4/-5/5
  params=-1.0
  viewwindows=1/1/no/0/0
  }
 
Figure_53b {
  type=magnet1j corners=-6/4/-5/5
  params=-0.1
  viewwindows=1/1/no/0/0
  }
 
Figure_53c {
  type=magnet1j corners=-6/4/-5/5
  params=0
  viewwindows=1/1/no/0/0
  }
 
Figure_53d { ; I don't think the book gives exactly correct corners
  type=magnet1j corners=-5/5/-5/5
  params=1.0
  viewwindows=1/1/no/0/0
  }
 
Figure_53e { ; for these... or then the figures have been clipped
  type=magnet1j corners=-5/5/-5/5
  params=1.2
  viewwindows=1/1/no/0/0
  }
 
Figure_53f { ; for print.
  type=magnet1j corners=-5/5/-5/5
  params=1.6
  viewwindows=1/1/no/0/0
  }
 
Figure_53g {
  type=magnet1j corners=-5/5/-5/5
  params=2.0
  viewwindows=1/1/no/0/0
  }
 
Figure_53h {
  type=magnet1j corners=-5/5/-5/5
  params=2.5
  viewwindows=1/1/no/0/0
  }
 
Figure_53i {
  type=magnet1j corners=-5/5/-5/5
  params=2.9
  viewwindows=1/1/no/0/0
  }
 
Figure_53j {
  type=magnet1j corners=-5/5/-5/5
  params=3.0
  viewwindows=1/1/no/0/0
  }
 
Figure_53k {
  type=magnet1j corners=-5/5/-5/5
  params=3.1
  viewwindows=1/1/no/0/0
  }
 
Figure_53l {
  type=magnet1j corners=-4/6/-5/5
  params=4
  viewwindows=1/1/no/0/0
  }
 
Figure_54b {
  type=magnet1m corners=1.85/2.15/1.5/1.8
  viewwindows=1/1/no/0/0
  }
 
Figure_54c {
  type=magnet1m corners=-1/3.5/-2.25/2.25
  viewwindows=1/1/no/0/0
  }
 
Figure_54d {
  type=magnet2m corners=-1/2.65/-2/2
  viewwindows=1/1.095890411/no/0/0
  }
 
Figure_54e {
  type=magnet2m corners=1.92/1.97/0.88/0.93
  viewwindows=1/1/no/0/0
  }
 
Figure_54f {
  type=magnet2m corners=-0.8/3.5/-2/2
  viewwindows=1/0.930232558/no/0/0
  }
 
Map_001 {
  type=magnet1m corners=-1.5/4.5/-2.25/2.25
  viewwindows=1/0.75/no/0/0
  }
 
Map_002 {
  type=magnet1m corners=1.86/2.21/1.51/1.77
  viewwindows=1/0.75/no/0/0
  }
 
Map_003 {
  type=magnet1j corners=-5.5/7.9/-5/5
  params=4
  viewwindows=1/0.746268656/no/0/0
  }
 
Map_004 {
  type=magnet1j corners=0.42/1.98/2.5/3.67
  params=-0.1
  viewwindows=1/0.75/no/0/0
  }
 
Map_005 {
  type=magnet1j corners=-0.5/1.5/-1.45/0.7
  params=1.09582/2.07142
  viewwindows=1/1.075/no/0/0
  }
 
Map_006 {
  type=magnet1j corners=-2.1/-0.3/-0.5/0.5625
  params=1.21/0.01
  viewwindows=1/0.6/no/0/0
  }
 
Map_007 {
  type=magnet2j corners=-15/15/-11/11
  params=2
  viewwindows=1/0.73333/no/0/0
  }
 
Map_008 {
  type=magnet2j corners=-3.2/3.8/-3.3/1.9
  params=1.2/2
  viewwindows=1/0.742857142/no/0/0
  }
 
Map_009 {
  type=magnet2j corners=-3.2/3.8/-3.3/1.9
  params=1.2/2
  viewwindows=1/0.742857142/no/0/0
  }
 
Map_010 {
  type=magnet2j corners=-3.2/3.8/-3.3/1.9
  params=1.2/2
  viewwindows=1/0.742857142/no/0/0
  }
 
Map_011 {
  type=magnet1m corners=1.2882/1.2963/0.9695/0.9753
  viewwindows=1/0.716049382/no/0/0
  }
 
Map_012 {
  type=magnet1m corners=1.2882/1.2963/0.9695/0.9753
  viewwindows=1/0.716049382/no/0/0
  }
 
Map_013 {
  type=magnet1m corners=1.290681/1.291136/0.97277/0.973098
  viewwindows=1/0.72087912/no/0/0
  }
 
Map_014 {
  type=magnet2m corners=1.9116/1.9784/0.88/0.93
  viewwindows=1/0.75/no/0/0
  }
 
Map_015 {
  type=magnet2m corners=1.9116/1.9784/0.88/0.93
  viewwindows=1/0.75/no/0/0
  }
 
Map_016 {
  type=magnet2m corners=-1.2/3.2/-1.65/1.65
  viewwindows=1/0.75/no/0/0
  }
 
Map_018 {
  type=julia corners=-2/2/-1.5/1.5
  params=0.32/0.043
  viewwindows=1/0.75/no/0/0
  }
 
Map_020 {
  type=julia corners=-2/2/-1.5/1.5
  params=-0.12375/0.56508
  viewwindows=1/0.75/no/0/0
  }
 
Map_022 {
  type=julia corners=-1.5/1.5/-1.5/1.5
  params=-0.39054/-0.58679
  viewwindows=1/1/no/0/0
  }
 
Map_024 {
  type=julia corners=-2/2/-1.5/1.5
  params=-0.11/0.67
  viewwindows=1/0.75/no/0/0
  }
 
Map_025 {
  type=julia corners=-1.5/1.5/-1.5/1.5
  params=-0.39054/-0.58679
  viewwindows=1/1/no/0/0
  }
 
Map_026 {
  type=mandel corners=-2.25/0.75/-1.5/1.5
  viewwindows=1/1/no/0/0
  }
 
Map_027 {
  type=mandel corners=-0.19920/-0.12954/1.01480/1.06707
  viewwindows=1/0.75/no/0/0
  }
 
Map_029 {
  type=mandel corners=-0.95/-0.88333/0.23333/0.3
  viewwindows=1/1/no/0/0
  }
 
Map_030 {
  type=mandel corners=-0.713/-0.4082/0.49216/0.71429
  viewwindows=1/0.728772965/no/0/0
  }
 
Map_033 {
  type=mandel corners=-1.781/-1.764/0/0.013
  viewwindows=1/0.764705882/no/0/0
  }
 
Map_036 {
  type=mandel corners=-0.75104/-0.7408/0.10511/0.11536
  viewwindows=1/1/no/0/0
  }
 
Map_038 {
  type=mandel corners=-0.74758/-0.74624/0.10671/0.10779
  viewwindows=1/0.805970149/no/0/0
  }
 
Map_040 { ; The picture in the color plate is slightly different
  type=mandel corners=-0.746541/-0.746378/0.107574/0.107678
  viewwindows=1/0.638036809/no/0/0
  }
 
Map_042 {
  type=mandel corners=-0.74591/-0.74448/0.11196/0.11339
  viewwindows=1/1/no/0/0
  }
 
Map_044 {
  type=mandel corners=-0.745538/-0.745054/0.112881/0.113236
  viewwindows=1/0.733371074/no/0/0
  }
 
Map_046 {
  type=mandel corners=-0.745538/-0.745054/0.112881/0.113236
  viewwindows=1/0.733371074/no/0/0
  }
 
Map_045 {
  type=mandel corners=-0.745468/-0.745385/0.112979/0.113039
  viewwindows=1/0.722891566/no/0/0
  }
 
Map_047 {
  type=mandel corners=-0.745468/-0.745385/0.112979/0.113039
  viewwindows=1/0.722891566/no/0/0
  }
 
Map_048 {
  type=mandel corners=-0.7454356/-0.7454215/0.1130037/0.1130139
  viewwindows=1/0.723404255/no/0/0
  }
 
Map_049 {
  type=mandel corners=-0.7454301/-0.7454289/0.1130076/0.1130085
  viewwindows=1/0.75/no/0/0
  }
 
 
Map_050 {
  type=mandel corners=-0.7454356/-0.7454215/0.1130037/0.1130139
  viewwindows=1/0.723404255/no/0/0
  }
 
Map_051 {
  type=mandel corners=-1.781/-1.764/0/0.013
  viewwindows=1/0.764705882/no/0/0
  }
 
Map_052 {
  type=mandel corners=-0.19920/-0.12954/1.01480/1.06707
  viewwindows=1/0.75/no/0/0
  }
 
Map_053 {
  type=mandel corners=-0.19920/-0.12954/1.01480/1.06707
  viewwindows=1/0.75/no/0/0
  }
 
Map_054 {
  type=mandel corners=-0.19920/-0.12954/1.01480/1.06707
  viewwindows=1/0.75/no/0/0
  }
 
Map_058 { ; Actually these
  type=mandel corners=-1.254024/-1.252861/0.046252/0.047125
  viewwindows=1/0.75/no/0/0
  }
 
Map_059 { ; three are
  type=mandel corners=-1.254024/-1.252861/0.046252/0.047125
  viewwindows=1/0.75/no/0/0
  }
 
Map_060 { ; all alike, but...
  type=mandel corners=-1.254024/-1.252861/0.046252/0.047125
  viewwindows=1/0.75/no/0/0
  }
 
 
Map_099 {
  type=mandel corners=-0.745538/-0.745054/0.112881/0.113236
  viewwindows=1/0.733371074/no/0/0
  }
 
Map_100 {
  type=mandel corners=-0.74591/-0.74448/0.11196/0.11339
  viewwindows=1/1/no/0/0
  }
 
Map_101 {
  type=mandel corners=-0.74591/-0.74448/0.11196/0.11339
  viewwindows=1/1/no/0/0
  }
-----------------8<----Cut------------------8<----Cut---------------8<--------
 
-- 
Jussi Kantola from Paltamo, Finland  | I couldn't remember my name so I called
email: jute@sday.pulp.nullnet.fi     | myself Jute.  It's weird being a Jute.