# Difference between revisions of "Subset"

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(Created page with "A '''subset''' is a group of algorithms, typically all of which have something in common of that specific subset, which can be used to solve all cases of a certain type. Exam...") |
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− | A '''subset''' is a group of algorithms, typically all of which have something in common | + | A '''subset''' is a group of algorithms, typically all of which within that set have something in common, which can collectively be used to solve all cases of a certain type. |

Examples of subsets include: | Examples of subsets include: | ||

− | * [[PLL]] (preserves [[OLL]] and [[F2L]] but affects [[permutation]] of the last layer) | + | * [[PLL]] (preserves [[OLL]] and [[F2L]] but affects [[permutation]] of the [[last layer]]) |

* [[OLL]] (preserves [[F2L]] but affects [[orientation]] of the last layer) | * [[OLL]] (preserves [[F2L]] but affects [[orientation]] of the last layer) | ||

* [[CMLL]] (preserves [[F2B]] but affects the top [[layer]]'s [[corner]]s) | * [[CMLL]] (preserves [[F2B]] but affects the top [[layer]]'s [[corner]]s) |

## Latest revision as of 23:23, 16 July 2017

A **subset** is a group of algorithms, typically all of which within that set have something in common, which can collectively be used to solve all cases of a certain type.

Examples of subsets include:

- PLL (preserves OLL and F2L but affects permutation of the last layer)
- OLL (preserves F2L but affects orientation of the last layer)
- CMLL (preserves F2B but affects the top layer's corners)
- ZBLL (preserves F2L and EO but affects last layer permutation and corner orientation)
- etc.