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Drunkard's Walk is a mathematical idea involving a random iterative traversal of a multidimensional space.  

Drunkard's Rock is an experiment I did to pursue a random iterative traversal of the multidimensional musical artist-similarity space.  

In the mathematical version, the drunkard is allowed to retrace their steps, and in fact the point of the problem is to determine the chance of the drunkard randomly arriving home again.  

In my version, retracing steps is explicitly disallowed, and thus the drunkard is doomed to wander until the universe expires. Probably it says something about my personality that this seems like the preferable curse to me.  

Anyway, I started the calculation with Black Sabbath, both because my own musical evolution sort of started in earnest with Black Sabbath, and because Paul Lamere used Black Sabbath as the reference point in his inversely minded Six Degrees of Black Sabbath, which attempts to find the shortest path between two bands.  

My version, to reiterate, just keeps wandering. I guess it is searching for the longest path between Black Sabbath and whatever it finds last. Except I stopped it at 100k steps, because the resulting web page is enormous enough. It will annoy you least if you just leave it alone for a couple minutes while it loads, and then you should be able to scroll around.  

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