LYCOS RETRIEVER 
Mandelbrot Set: Images
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The Mandelbrot set is considered to be a single connected set. The following zoom sequence concentrates on one of the tendrils that runs from the top portion of the set. The zoom factor increases by a factor of 5 going from left to right, the zoom is about the center of each image. The center of this image on the complex plane is (-0.170337,-1.06506).
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The first link ([Normal]) is the normal way Mandelbrot set images are created - without any anti-aliasing. You will see lots of graphic artifacts in these. This is [N]ot how the image would look in real life, if it existed.
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Try the recommended Mandelbrot and Julia Set Explorer, an interactive and colourful utility using a form with plenty of options and an "active map" image. See ... a generator using forms, an index of images. From Clark University, USA.
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The Mcube Set has a less complex boundary than the Mandelbrot Set with fewer interesting images. The Jcube sets... produce images that are quite comparable to the Julia set images.
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Many readers have lost themselves in the colored intricacies of the Mandelbrot set by zooming ever deeper. Other readers, whose equipment is limited to black and white, may quite effectively develop shades of gray. Such pictures can be nearly as inspiring as their colored counterparts. The best gray images were produced by David W. Brooks, who works with equipment at Prime Computer, Inc., in Framingham, Mass., to compute and plot his pictures. In his fabulous and delicate riots of halftones, each shade of gray is rendered by tiny black squares of a certain size; the squares are made by a laser printer. Brooks has been searching for the tiny filaments that are thought to connect miniature Mandelbrots to the main set.
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Viewing the border of the mandelbrot set can be a very enjoying experience. Use the mouse to zoom in and out of the mandelbrot set. A left mouse click zooms in, a right click zooms out, and a click of the "wheel" (or middle mouse button for 3 button mice) will center the image. Use the options to configure the color of the set, the size, zoom rates, and more. The "Max Iterations" adjusts the math formula used to generate the set. The higher the number the more detail the mandelbrot set will have, but the longer it will take to generate.
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