Difference between revisions of "CMLL"
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|name=CMLL | |name=CMLL | ||
|image=Roux_method.gif | |image=Roux_method.gif | ||
− | |proposers=[[ | + | |proposers=[[Gilles Roux]] |
− | |year= | + | |year=2003 |
|anames | |anames | ||
− | |variants= [[ | + | |variants= [[Roux|Pinky pie]], |
|subgroup=<nowiki></nowiki> | |subgroup=<nowiki></nowiki> | ||
|algs=42 | |algs=42 | ||
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|purpose=<sup></sup> | |purpose=<sup></sup> | ||
* [[Speedsolving]] | * [[Speedsolving]] | ||
− | |previous=[[F2B| | + | |previous=[[F2B|Roux Blocks cube state]] |
|next=[[LSE|LSE cube state]] | |next=[[LSE|LSE cube state]] | ||
}} | }} | ||
− | Solving of corner orientation and permutation, without regard to the [[Slice|M-slice]] edges or U layer corners. This is Step 3 of the [[ | + | Solving of corner orientation and permutation, without regard to the [[Slice|M-slice]] edges or U layer corners. This is Step 3 of the [[Roux Method]]. Similar to [[CLL]]. It will always have a lower movecount than [[COLL]]. |
==Possible improvements== | ==Possible improvements== | ||
One suggestion for improving this step is to use it in order to influence the orientation or permutation of edges in LSE (in particular avoiding 6-flips and encouraging EO skips or Arrow cases). | One suggestion for improving this step is to use it in order to influence the orientation or permutation of edges in LSE (in particular avoiding 6-flips and encouraging EO skips or Arrow cases). | ||
− | One suggestion for how to do this is [[ | + | One suggestion for how to do this is [[Roux|Pinkie Pie]] or [[BLS]] (though this is not for the Roux method) |
== See also == | == See also == | ||
− | * [[ | + | * [[Roux Method]] |
* [[CLL]] | * [[CLL]] | ||
* [[COLL]] | * [[COLL]] |
Revision as of 21:17, 1 November 2017
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Solving of corner orientation and permutation, without regard to the M-slice edges or U layer corners. This is Step 3 of the Roux Method. Similar to CLL. It will always have a lower movecount than COLL.
Possible improvements
One suggestion for improving this step is to use it in order to influence the orientation or permutation of edges in LSE (in particular avoiding 6-flips and encouraging EO skips or Arrow cases).
One suggestion for how to do this is Pinkie Pie or BLS (though this is not for the Roux method)