Difference between revisions of "MGLS"

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The '''Makisumi-Garron Last Slot''' (abbreviation '''MGLS''') is a method for solving the final [[F2L]] slot while simultaneously orienting the [[last layer]], invented by [[Shotaro Makisumi]] in 2006 and later developed by [[Lucas Garron]]. There are three steps: insert the F2L edge and orient the LL edges ([[ELS]]), insert the F2L corner and orient the LL corners ([[CLS]])), and then [[PLL]].
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The '''Makisumi-Garron Last Slot''' (abbreviation '''MGLS''') is a method for solving the final [[F2L]] slot while simultaneously orienting the [[last layer]], invented by [[Shotaro Makisumi]] in 2006 and later developed by [[Lucas Garron]].  
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== Steps ==
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There are two steps:  
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1. Insert the F2L edge and orient the LL edges ([[ELS]])
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2. Insert the F2L corner and orient the LL corners ([[CLS]])
  
 
== Variants ==
 
== Variants ==

Revision as of 15:42, 2 January 2018

MGLS method
Mgls method.gif
Information about the method
Proposer(s): Shotaro Makisumi
Lucas Garron
Proposed: 2006
Alt Names: none
Variants: EJLS
No. Steps: 2 substeps
No. Algs: 21 ELS
104 CLS
Avg Moves: unknown
Purpose(s):


The Makisumi-Garron Last Slot (abbreviation MGLS) is a method for solving the final F2L slot while simultaneously orienting the last layer, invented by Shotaro Makisumi in 2006 and later developed by Lucas Garron.

Steps

There are two steps:

1. Insert the F2L edge and orient the LL edges (ELS) 2. Insert the F2L corner and orient the LL corners (CLS)

Variants

  • MGLS-F - using MGLS with the Fridrich method (all MGLS steps apply)
  • MGLS-Z - using MGLS with the ZZ method (only the the CLS step is used since LL edges are pre-oriented during EOLine)
  • MGLS-P - using MGLS with Petrus (only the the CLS step is used since LL edges are oriented during step 3])

Resources