# 5X5X5 PARITY PDF

While this puzzle is tricky, it can be solved as long as you carefully follow an algorithm known as the reduction method. Next, work on solving the 3x3 centers of each cube face, before trying to line up the edges. All rights reserved. This image may not be used by other entities without the express written consent of wikiHow, Inc. To have an easier time solving the puzzle, assign labels to all 6 faces. Grip the edges of a cube face and rotate it clockwise by 90 degrees.

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Clockwise Now realign your split centres. Continue matching up your edges until you only have two sets of edges left to be matched up. The last two sets of edges will more than likely need to be solved When you come to the last two sets of edges you do not have a third set to reset the centres with and it is more than likely that they will not be solved. There is an algorithm for each configuration and at this point I am only considering a page of containing them on this site. The following algorithms will enable you to solve the final two edges by swapping outer edge elements and flipping middle elements.

We start by placing the two outer edge elements on the same edge layer as the matching middle element, it may be necessary to use either of the first two algorithms on this page to place different coloured edges in position to be swapped. Once all six elements are matched on their edge layer it may be necessary to orient one or both middle elements The first algorithm swaps the outer edge elements. It is used to place the same coloured outer edge elements on the same edge layer, once the outer edge elements are on the same edge layer they can only be correctly oriented to each other.

The next two algorithms solve the problem when one or both middle edge elements are disoriented. The following algorithms have been placed on the page 5x5x5 Disparity Algorithms for quick reference in the future.

Two edge cross over The swapping edges are both on the top and to the right, indicated in red on the graphic.

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## Professor's Cube

Clockwise Now realign your split centres. Continue matching up your edges until you only have two sets of edges left to be matched up. The last two sets of edges will more than likely need to be solved When you come to the last two sets of edges you do not have a third set to reset the centres with and it is more than likely that they will not be solved. There is an algorithm for each configuration and at this point I am only considering a page of containing them on this site.

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## 5x5 Edge Parity Algorithms

About Solving the 5x5x5 Professor Cube These instructions can be used to solve a 5x5x5 cube, also known as the professor cube due to its difficulty. These directions are a graphical version of those given by Jacob Davenport. Steps 1. Solve the top points and crosses 2.