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- ;Fractal Experience Example File
- ;File format:
- ;@ - Begin record
- ;[SHORTNAME]
- ;#
- ;[LONGNAME]
- ;#
- ;Description
- ;As many lines
- ;as you want
- ;You may use the text following text color/formating commands:
- ; |r - change to red text
- ; |y - yellow
- ; |g - green
- ; |a - grey
- ; |w - white
- ; @[text] - Pause with [text] as message
- ; ~graphicsfile.pcx - Display .pcx file
- ; \examplefile.fee - Start (another) example file
- ;Then up to 10 slides in the following format:
- ;#
- ;interactive (1 = yes, 0 = no)
- ;color map file (default.map or other)
- ;type (m,j,p) top-left-X top-left-Y bottom-right-X bottom-right-Y real-part complex-part maxiterations
- ;#
- ;Slide text
- ;As many lines
- ;as you want
- ;#
- ;is int...
- ;color map...
- ;type...
- ;#
- ;Slide text...
- ;#
- ; After 1-10 slides in this format, conclude with #
- ; Comments are ONLY IGNORED when between records
-
- @
- Explore_Mandel
- #
- Mandelbrot Exploration
- #
- With this demonstration
- you will explore the amazing
- |gself similarity|w of the |rMandelbrot|w fractal.
- To see more |rminibrots|w, explore on your own
- (set the iteration count to >1000)
- or, select the Minibrot example.
- #
- 0
- default.map
- m -2.5 1.5 1.5 -1.5 0 0 20
- #
- Lets look at one of the large bulbs
- #
- 0
- redblueg.map
- m -6.90923317683881E-0001 -5.48016701461378E-0001 -4.40532081377152E-0001 -7.35908141962422E-0001 0 0 120
- #
- Now we will zoom in even farther
- #
- 1
- redblueg.map
- m -5.41237163898012E-0001 -6.59025631861786E-0001 -5.16942552550567E-0001 -6.78246259386945E-0001 0 0 120
- #
- And there it is- a MINIBROT!
- #
- @
- MiniMandel
- #
- A Tour of Minibrots
- #
- |wHere are some great examples of |rminibrots.
- |g(Miniture mandelbrots inside the mandelbrot set)|w
- The mandelbrot set had |rinfinitely many|w minibrots,
- the farther in you zoom, the more complex they become.
-
- Hit |y[BACKSPACE]|w to |rzoom out|w and see where you are.
- You may be suprised at how far zoomed in you are!
- #
- 1
- mini1.map
- m -1.7685609125534230 0.0018971587292835 -1.7685609106933610 0.0018971573342370 0 0 8192
- #
- Here is the first one
- #
- 1
- mini2.map
- m -1.7685604897468090 0.0018969134731463 -1.7685604897403530 0.0018969134683040 0 0 16384
- #
- And the second
- #
- 1
- mini3.map
- m -0.7422073733451673 0.1437958071165630 -0.7422073732652559 0.1437958070566295 0 0 2000
- #
- Another mandelbrot zoom
- #
- 1
- neon.map
- m -1.7810394400 0.0000014714896700 -1.7810352800 -0.0000014938414100 0 0 1200
- #
- Look for the minibrot in the center
- #
- 1
- neon.map
- m -0.5968733286666668 -0.6168313310000000 -0.5876516433333334 -0.6237475950000000 0 0 350
- #
- Zoom out a little
- #
- 1
- neon.map
- m -0.7563620160337000 0.0641640773157000 -0.7563619744353000 0.0641640461169000 0 0 24832
- #
-
- #
- 1
- neon.map
- m -0.2092457010000000 -0.6835396120000001 -0.2092380810000001 -0.6835453270000000 0 0 10000
- #
-
- #
- 1
- volcano.map
- m -1.2534701797243330 0.3826929039200000 -1.2534698584576670 0.3826926629700000 0 0 32767
- #
- A final one
- #
- @
- Julias
- #
- Some interesting Julia sets
- #
- |wThere are infinately many |rJulia sets.|w
- And each one has an infinite amount of detail!
- It's no wonder that things as beautiful as these
- result.
- #
- 1
- volcano.map
- j 0.2075693082666667 -0.0597611815000 0.2240046557333333 -0.072087692100 -0.857366689 0.218593018 180
- #
- A lovely Julia
- #
- 1
- neon.map
- j -0.0864521991000000 0.1801619010000000 -0.1012558730000000 0.1608271600000000 -0.204812000 -0.663316000 255
- #
- Another one
- #
- 1
- royal.map
- j -1.0323240494666670 0.0185483005000000 -0.9072997605333334 -0.0752199162000000 -0.833062000 0.194798000 2000
- #
-
- #
- 1
- julia1.map
- j -0.0002130561666667 0.1148596700000000 0.0002147651666667 0.1145388040000000 -1.473806348 0.000003116 5000
- #
- A Final Julia
- #
-