![]() ![]() If you’re lucky, you’ll see this pattern on the bottom of your cube. ![]() The bottom row of the cube will be offset 45 degrees and look like this:ġ) rotate the bottom face 2 turns in the direction of the color facing you. Place it under where it will ultimately go. Now we’re going to get the 4 sides so that we’ve solved 2 rows of the cube.įind a 2-sided piece on the bottom row that does NOT have a yellow side. Step 3: Solve the middle sides with the side rule Now we’ve solved the top face of our cube. Play around with it until you can get the corner on the bottom with your chosen color on the side. If your corner is facing down on the bottom row or is just in the wrong place, perform this move so that corner moves in some way. Do this for all the corners on the top face. Your corner will now be in the right place and the right position. Now:ġ) turn the bottom row in the direction of the white squareģ) turn the bottom row back (so the white square faces you) Rotate the cube so that the white square faces you. figure out where that corner should go and position it directly underneath that place on the cube. With your chosen side facing up, look for a corner piece with a white square on the bottom row of your cube. This is how we’re going to manipulate the cube for the moves we learn. Hold your cube with your chosen side facing you, one hand on either side of the cube. Step 2: Solve the top with the “corner rule” Once you do this, you can simply rotate that face around until the white face is on top. The easiest thing to do for this is to try to get the colored side piece touching its corresponding center. Find all the four 2-sided pieces with a white square and put them in the right place so they connect the white center to the blue, orange green and red centers. I like to start with white, so I’m going to assume this is the starting side from here on in. Step 1: Pick a starting side, make a cross Master one step at a time and, once your’e comfortable with that step, move on to the next one. With this in mind, every step we take will be to either move a piece (or set of piece) into the right place or into the right orientation.Īnd one more tip that is valuable for practicing: Don’t try to get all the way from start to end all at once. The blue must be on the blue face, the red must be on the red face and the yellow must be on the yellow face. There is only one place and one orientation where it can be on a solved cube. Or look for the blue-yellow-red corner piece. Take the white-blue side piece (find it on your cube if you have one in front of you): The only place it can go is between the white center piece and the blue center piece. If the center pieces are always in the same place, then every other piece has exactly one place it can go. With this in mind, the second fact for solving a Rubik’s cube comes into play: every square on the cube belongs in exactly 1 place and exactly 1 position. If you look at the white center tile from the top, the center tiles will always be (moving clockwise around the side) green-orange-blue-red. Sure, it seems like they do, but play around with the cube for a while and you’ll see that the white and yellow center tiles will always be on opposite sides of each other. First is that the center pieces don’t move. Step 0: We actually have to start out with a little bit of understanding about a Rubik’s cube so that we can appreciate how we’re solving it. The funny thing is that solving a Rubik’s cube is actually very easy and can be done using just a few rote steps performed over and over again in the right order. Being able to solve one gives other people the impression that you have a savant-like intellect and it’s a lot of fun to solve a Rubik’s cube, show it to someone and then screw it all back up as if solving something that no one else in the room can figure out it is a task that bores your vast brain. The reason for this is because the Rubik’s cube is something that everyone has played around with but few people have solved. Of all the silly tricks I know, none is more engaging than solving a Rubik’s. ![]()
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