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The Shortest nxnxn Rubik's Cube Edge Flip Parity Algorithm

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Published on Aug 2, 2010

This is a pure edge flip algorithm which is unlike any other seen before in cubing history. In fact, it is the shortest of its kind (according to my findings).

According to my (Christopher Mowla's) theory and experience, this algorithm is in fact God's Algorithm (the briefest algorithm path) for the pure edge flip as far as quarter turn move count is concerned. In addition, this algorithm has the lowest average of half turn and quarter turn moves as well. (I don't give algorithms I find a name very often, but I refer to this as a holy grail of a find)!

See this post
http://www.speedsolving.com/forum/sho...
for all the details about this algorithm (and be sure to watch the derivation video series playlist I linked to to learn how to derive this algorithm with pure logic) and this wiki page
http://www.speedsolving.com/wiki/inde...
to see more of my amazing original Rubik's cube parity algorithm discoveries!

Lastly, the cube software I used to play the moves is called CubeTwister (which is powered by Java)
http://www.randelshofer.ch/cubetwister/

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