Ortega Method
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| Ortega Method | |
|---|---|
[[![]() | |
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Number of algorithms (2x2x2) |
12 |
|
Number of algorithms (3x3x3) |
28 |
Contents |
2x2x2
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Added by ThePCKidOrient Top Layer
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This step is done intuitively. Use white as the top. The cubies will be permuted correctly later. You could do this step with the top face on the bottom if you want to save time.
Orient Bottom Layer
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Flip the cube over so that yellow is on top. Here are the cases that may occur (7):
Permute Both Layers
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There are seven possible combinations (not including already solved):
Congratulations!
3x3x3
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You might have to do an extra turn at the very end of a step.
Orient Top Corners
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This step is done intuitively. Use white as the top. After a while, try doing this step upside-down. The corners will be permuted correctly later.
Orient Bottom Corners
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Flip the cube upside-down if yellow isn't on top. There are six different possible combinations for this step. If you can't do any, try turning your cube.
Permute Corners
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TODO: Add how to determine pairs








