![]() If you examine your Pyramix, you will notice that the four apexes (tips/peaks) are each connected to their own individual piece and can never be removed from this piece. If you have trouble discerning the difference between green and yellow, try this alternative page. That mirrors are being held up so that you may see the "hidden" sides. Finally, the diagrams show all four sides of the Pyramix by pretending In addition, I have numbered the pieces according to color for reference in case this helps to keep track of the colors more easily. Just keep this equivalency in mind when looking at the figures. For example, perhaps you can match the green and blue sides exactly, but the yellow in the figures corresponds to red on your Pyramix. I would suggest matching as many colors on your Pyramix as possible to the figures, then making mental notes about which colors correspond between your Pyramix and the figures. Although the colors on your personal Pyramix may be different than the figures, I feel that the colored figures will still be helpful in solving the Pyramix. The figures in this document represent a sample Pyramix. Correctly orient the two remaining center-edge pieces Correctly position the three remaining center-edge pieces Complete lining up the vertexes of Side 1 My directions for Solving the Professor Cube (5x5x5) See Denny's solution for solving the 4x4x4 cube (mirrored from the now missing ) This is a more detailed solution for the 3x3 than the one I provide (mirrored from the now missing ) See Denny's solution for solving the 3x3x3 cube. My directions for Solving the Rubik's Cube (3x3x3) - these also apply to the 2x2x2 Purchasing Puzzles: If you are having troubles finding stores that sell cubes and similar puzzles, I have a list of on-line sites that may have what you're looking for. I would appreciate any and all feedback or questions about the instructions please see the end of this page for the e-mail address. This is only one of two pages I know of on the Web with graphical solutions for solving the Pyramix. This HTML solution is an implementation of directions from an ASCII file by Jonathon Bowen. The instructions are both easy to follow and easy to memorize. The Pyramix, inspired by Rubik's cube, is a four-sided tetrahedron (pyramid) puzzle. These instructions can be used to solve the Pyramix (or Pyramid) starting from any combination of colors on a mixed up Pyramix. DIRECTIONS FOR SOLVING THE PYRAMIX (PYRAMID) To rotate one corner 120 degrees, use the following algorithm.This will keep all other pieces oriented. To rotate one center 180 degrees, use the following algorithm: 圆.Remember! There are 2 sets of 2 identically colored edges! Use this to your advantage (U-perms).Turn the top layer 45 degrees so you have it facing you just like a side on the Rubik's Cube. Think of the top layer as if it were the regular Rubik's Cube.Make sure that the edges are correctly oriented, and detemine if you have the bar case or the crooked bar case.Build this on 2 of the colors from your 2x2x2 block (red/blue/yellow in this case).Just reverse one of the edges with the following algorithm: R U2 R' U2 L U' L'. ![]() You may end up with it inversed, but it is not a parity. Place together one corner and edge, and then place the second edge and insert them into place.#2 - Build the corner and 2 outer edges of 2 colors Repeat the step above for the same corner 3 times (once for each edge).Now insert (using F2L,) the corner with one of the edges (yellow, red, or blue).To do this, first orient 3 centers in the proper direction (so you have yellow to blue, blue to red, red to yellow) on the 3 edges going clockwise.Here is a small step by step guide, based off of the Petrus Method, that may help you: 1.2 #2 - Build the corner and 2 outer edges of 2 colors. ![]()
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