| 3DFRACT.ZIP |
3-d landscape generator with a sealevel using fractals.
Basic source.
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| 3DSCAPE2.ZIP |
3D Fractal landscape demo source code included
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| BASFRACT.ZIP |
This Program quickly calculates a Three Dimesional appearing
Fractal even though all the points are specified in one plane.
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| DFRAC.ZIP |
DFRAC v1.4, Windows95 DirectDraw Mandelbrot exploration program.
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| FEPFRACT.ZIP |
Fractal drawer (C++ source)
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| FRACTAL.ZIP |
Fractal program in basic
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| FRAINT.ZIP |
FRACTINT 19.6, DOS-based fractal generator.
Generate Mandelbrot, Julia, IFS, and many more fractals in 2D
and 3D, including those you design yourself. Version 19 now
supports arbitrary precision which allows zooming to a depth of
10^1600, as well as generation of random dot stereograms.
Copyrighted freeware.
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| FRASRC.ZIP |
Fractint 19.6 complete C and ASM source
For the DOS-based fractal generator. Requires Microsoft C/C++
7.0 or later or Borland C/C++ 3.1 or later. Object code of ASM
modules supplied so an assembler is not required. Copyrighted
freeware.
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| KAOS.ZIP |
Huge collection of Chaos/Fractal pascalsources
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| KOCHPA_1.ZIP |
This program is a Pascal program that generates a less then
perfect von Koch curve. It uses a recusion to draw the
triangles on the sides of the previous triangle.
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| MANDEL.ZIP |
Mandelbrot fractal drawer in Pascal
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| MANDEL_1.ZIP |
How to calculate the Mandelbrot
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| MANDEL1.ZIP |
Fractal generator in C
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| MANDEL2.ZIP |
Mandelbroth calculator in C++
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| MANDZOOM.ZIP |
Fractal zoom prog with asm src
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| MARTIN.ZIP |
MARTIN is a "screen-saver" fractal graphics display written in
Turbo Pascal 4.0 using a formula developed by Barry Martin of
Aston University and listed in "Dynamical Systems and
Fractals", an excellent book by Karl-Heinz Becker and Michael
Dörfler, Cambridge University Press, 1990. The central formula
that generates the myriad beautiful fractal designs takes only
two lines of code, and involves nothing more complex than the
square root function!
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| PHRACT.ZIP |
PHRACTASMAGORIA v1.0
A cool fractal program
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| QUATERN.ZIP |
How to calculate A Quaternion (a 'Julia-Set' in 4D). It has
the same formula, Z(n) = Z(n-1)^2 + C, but Z and C are
quaternion numbers, not complex. A quaternion number has 1 real
value, and 3 imaginary, often showed as C = (a, bi, cj, dk)
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| UF10.ZIP |
Ultra fractal 1.0
DOS program that creates images of Mandelbrot and Julia sets.
256-color or true-color, up to 20000 x 15000 pixels. Very fast,
easy to use, and it contains extensive online documentation.
Shareware US $25.
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| XFRAC304.ZIP |
Xfractint Version 3.04
XFRACTINT 3.04, UNIX-based fractal generator. Generate
Mandelbrot, Julia, IFS, and many more fractals in 2D and 3D,
including those you design yourself. Version 19 now supports
arbitrary precision which allows zooming to a depth of 10^1600,
as well as generation of random dot stereograms. Copyrighted
freeware. (TAR-file)
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