| 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
D�rfler, 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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