Lifesmith Classic Fractals Art 2011

Fractal Art Gallery

2013

This year I have extended what I started in 2009...all of the equations that generate
the images are bicomposite functions [but not in the traditional sense, f(g(x))].
Here, a certain function is applied, call it f(z), and the output from that function
goes into a second function, call it g(z), and then goes back into f(z) repeating the cycle,
subject to the customary parameters...and these are all Mandelbrot sets this time...

Some of the equations used are rather complex -- I am confident that you, the viewer,
will enjoy seeing these images...you're a select group of people who have ever viewed
such things...explore with me...hope you like them...

Thumbnails are 24-bit JPEG; larger images are 8-bit GIF.
Images within each series are set in pages to be contrasting, yet randomly arranged.

Please understand that these online size-reduced GIF images may show banding --
the original high resolution images are all continuous tones...and way nicer too...

H Series Overview Part 1 (144 Images) --- 2013 (:50) (times to load on dialup internet)
H Series Overview Part 2 (144 Images) --- 2013 (:50)
H Series Overview Part 3 (144 Images) --- 2013 (:50)
H Series Overview Part 4 (168 Images) --- 2013 (:50)

H Series 1 --- 2013	H Series 35 --- 2013	H Series 68 --- 2013
H Series 2 --- 2013	H Series 36 --- 2013	H Series 69 --- 2013
H Series 3 --- 2013	H Series 37 --- 2013	H Series 70 --- 2013
H Series 4 --- 2013	H Series 38 --- 2013	H Series 71 --- 2013
H Series 5 --- 2013	H Series 39 --- 2013	H Series 72 --- 2013
H Series 6 --- 2013	H Series 40 --- 2013	H Series 73 --- 2013
H Series 7 --- 2013	H Series 41 --- 2013	H Series 74 --- 2013
H Series 8 --- 2013	H Series 42 --- 2013	H Series 75 --- 2013
H Series 9 --- 2013	H Series 43 --- 2013	H Series 76 --- 2013
H Series 10 --- 2013	H Series 44 --- 2013	H Series 77 --- 2013
H Series 11 --- 2013	H Series 45 --- 2013	H Series 78 --- 2013
H Series 12 --- 2013	H Series 46 --- 2013	H Series 79 --- 2013
H Series 13 --- 2013	H Series 47 --- 2013	H Series 80 --- 2013
H Series 14 --- 2013	H Series 48 --- 2013	H Series 81 --- 2013
H Series 15 --- 2013	H Series 49 --- 2013	H Series 82 --- 2013
H Series 16 --- 2013	H Series 50 --- 2013	H Series 83 --- 2013
H Series 17 --- 2013	H Series 51 --- 2013	H Series 84 --- 2013
H Series 18 --- 2013	H Series 52 --- 2013	H Series 85 --- 2013
H Series 19 --- 2013	H Series 53 --- 2013	H Series 86 --- 2013
H Series 20 --- 2013	H Series 54 --- 2013	H Series 87 --- 2013
H Series 21 --- 2013	H Series 55 --- 2013	H Series 88 --- 2013
H Series 22 --- 2013	H Series 56 --- 2013	H Series 89 --- 2013
H Series 23 --- 2013	H Series 57 --- 2013	H Series 90 --- 2013
H Series 24 --- 2013	H Series 58 --- 2013	H Series 91 --- 2013
H Series 25 --- 2013	H Series 59 --- 2013	H Series 92 --- 2013
H Series 26 --- 2013	H Series 60 --- 2013	H Series 93 --- 2013
H Series 27 --- 2013	H Series 61 --- 2013	H Series 94 --- 2013
H Series 28 --- 2013	H Series 62 --- 2013	H Series 95 --- 2013
H Series 29 --- 2013	H Series 63 --- 2013	H Series 96 --- 2013
H Series 30 --- 2013	H Series 64 --- 2013	H Series 97 --- 2013
H Series 31 --- 2013	H Series 65 --- 2013	H Series 98 --- 2013
H Series 32 --- 2013	H Series 66 --- 2013	H Series 99 --- 2013
H Series 33 --- 2013	H Series 67 --- 2013	H Series 00 --- 2013
H Series 34 --- 2013