35
36
37
38
39
40
41
42
43
44
45
46
47
48
49
50
51
35
36
37
38
39
40
41
42
43
44
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35-36: Some fractals.The originals are 20 times 20 times higher resolution.
37: The entire famous
Mandelbrot Set. See also the marvelous
gallery produced by
Wolfgang Beyer
with the program Ultra Fractal 3.
38 - 40: Zooming in on that. Click, zoom and scroll to enjoy
them (about 2 or 3 MB each).
41: The cubic version of the Mandelbrot set (based on a cubic equation)
42: Another variant.
43: Iterating z → z^2 + x + (.7)^n.
44 - 48: My newest color coding, which shows more delicate
details. This is again the original Mandelbrot Set.
Nr. 45 is a detail of 44; Nr. 48 is a detail of 47.
Postscript accuracy did not allow me to go
further.
49-51: New fractals (parts of the Mandelbrot set) using PovRay instead of Postscript.
The next page shows better results ... More of 't Hooft's pictures: 1,
2 .
More fractals: 4. and
5.
These pictures have been reduced in size. Some can be clicked to see the full
resolution.
Poster format files (>10 times higher resolution) of all pictures can be
obtained from Gerard ’t
Hooft.
Send me an e-mail mentioning the number of the picture desired.
