Speedsolving.com Wiki - User contributions [en]

FLFL Method

2019-12-24T00:07:09Z

Davlar97: Updating the description of the method. Also, add a relevant link.

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers= David Larios
|year=2016
|anames= "Heise Variant FLFL"
|steps=4
|algs= FLLC: 5 LL: 11 to 84
}}

The '''FLFL''' method is a 3x3x3 method where 3 corners in the first layer and all edges are oriented and permuted (F2L-1CE and LFE) without the use of algorithms. Once the final first-layer corner is solved (while preserving the edges) through the use of FLLC, then the puzzle is in a state where it can put into a [https://www.speedsolving.com/wiki/index.php/Solved_cube_state solved state] using an [[L4C]] algorithm.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1CE:''' First Two Layers minus One Corner-Edge Pair (No algorithms required). The approach used to complete this step does not matter.
* '''LFE:''' Last Five Edges. The objective is to solve all of the remaining edges (No algorithms required).
* '''FLLC:''' First Layer; Last Corner. The objective is to solve the last corner in the first/down layer while preserving the edges solved during LFE.
* '''[[L4C]]:''' Last Four Corners.

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/q4dpoub08gvzo33/FLFL3rdEd%20-%20Google%20Docs.pdf?dl=0 FLFL 3rd Edition] (PDF File)

[https://www.dropbox.com/s/l3a9r9sdh6jk9g1/FLFL2ndEd.pdf?dl=0 FLFL 2nd Edition] (PDF file)

[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file)

[[Category:3x3x3 methods]]

FLFL Method

2018-07-25T20:58:32Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers= David Larios
|year=2016
|steps=4
|moves=about 60 with full [[L4C]]
|algs= FLLC: 5 LL: 11 to 84
}}

'''FLFL''' is a 3x3x3 method created by David Larios in early 2016. The method is a result of exploration into a variety of different methods. Originally, its creation was designated to be an experimental variant of the Heise method, however, after much undeserved entertainment, it was developed into a mediocre (in regard to its speed-solving viability) method.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1CE:''' First Two Layers minus One Corner-Edge Pair (No algorithms required). The approach used to complete this step does not matter.
* '''LFE:''' Last Five Edges. The objective is to solve all of the remaining edges (No algorithms required).
* '''FLLC:''' First Layer; Last Corner. The objective is to solve the last corner in the first/down layer while preserving the edges solved during LFE.
* '''[[L4C]]:''' Last Four Corners.

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/l3a9r9sdh6jk9g1/FLFL2ndEd.pdf?dl=0 FLFL 2nd Edition] (Updated PDF file)

[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file (First Version))

[[Category:3x3x3 methods]]

FLFL Method

2018-07-25T20:56:57Z

Davlar97:

FLFL Method

2018-02-09T17:46:15Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016
|steps=4
|moves=about 60 with full [[L4C]]
|algs= FLLC: 5 LL: 11 to 84
}}

'''FLFL''' is a 3x3x3 method created by [[David Larios]] in early 2016. The method is a result of exploration into a variety of different methods. Originally, its creation was designated to be an experimental variant of the Heise method, however, after much undeserved entertainment, it was developed into a mediocre (in regard to its speed-solving viability) method.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1CE:''' First Two Layers minus One Corner-Edge Pair (No algorithms required). The approach used to complete this step does not matter.
* '''LFE:''' Last Five Edges. The objective is to solve all of the remaining edges (No algorithms required).
* '''FLLC:''' First Layer; Last Corner. The objective is to solve the last corner in the first/down layer while preserving the edges solved during LFE.
* '''[[L4C]]:''' Last Four Corners.

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/l3a9r9sdh6jk9g1/FLFL2ndEd.pdf?dl=0 FLFL 2nd Edition] (Updated PDF file)

[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file (First Version))

[[Category:3x3x3 methods]]
[[Category:Experimental methods]]

FLFL Method

2018-02-09T17:44:59Z

Davlar97: Added a link

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016
|steps=4
|moves=about 60 with full [[L4C]]
|algs= FLLC: 5 LL: 11 to 84
}}

'''FLFL''' is a 3x3x3 method created by [[David Larios]] in early 2016. The method is a result of exploration into a variety of different methods. Originally, its creation was designated to be an experimental variant of the Heise method, however, after much undeserved entertainment, it was developed into a mediocre (in regard to its speed-solving viability) method.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1CE:''' First Two Layers minus One Corner-Edge Pair (No algorithms required). The approach used to complete this step does not matter.
* '''LFE:''' Last Five Edges. The objective is to solve all of the remaining edges (No algorithms required).
* '''FLLC:''' First Layer; Last Corner. The objective is to solve the last corner in the first/down layer while preserving the edges solved during LFE.
* '''[[L4C]]:''' Last Four Corners.

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/l3a9r9sdh6jk9g1/FLFL2ndEd.pdf?dl=0] (Updated PDF file)
[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file (First Version))

[[Category:3x3x3 methods]]
[[Category:Experimental methods]]

FLFL Method

2017-09-06T14:05:46Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016
|steps=4
|moves=about 60 with full [[L4C]]
|algs= FLLC: 5 LL: 11 to 84
}}

'''FLFL''' is a 3x3x3 method created by [[David Larios]] in early 2016. The method is a result of exploration into a variety of different methods. Originally, its creation was designated to be an experimental variant of the Heise method, however, after much undeserved entertainment, it was developed into a mediocre (in regard to its speed-solving viability) method.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1CE:''' First Two Layers minus One Corner-Edge Pair (No algorithms required). The approach used to complete this step does not matter.
* '''LFE:''' Last Five Edges. The objective is to solve all of the remaining edges (No algorithms required).
* '''FLLC:''' First Layer; Last Corner. The objective is to solve the last corner in the first/down layer while preserving the edges solved during LFE.
* '''[[L4C]]:''' Last Four Corners.

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file)

[[Category:3x3x3 methods]]
[[Category:Experimental methods]]

FLFL Method

2017-09-06T14:05:03Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016
|steps=4
|moves=about 60 with full [[L4C]]
|algs=2 to 89 FLLC: 5 LL: 11 to 84
}}

'''FLFL''' is a 3x3x3 method created by [[David Larios]] in early 2016. The method is a result of exploration into a variety of different methods. Originally, its creation was designated to be an experimental variant of the Heise method, however, after much undeserved entertainment, it was developed into a mediocre (in regard to its speed-solving viability) method.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1CE:''' First Two Layers minus One Corner-Edge Pair (No algorithms required). The approach used to complete this step does not matter.
* '''LFE:''' Last Five Edges. The objective is to solve all of the remaining edges (No algorithms required).
* '''FLLC:''' First Layer; Last Corner. The objective is to solve the last corner in the first/down layer while preserving the edges solved during LFE.
* '''[[L4C]]:''' Last Four Corners.

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file)

[[Category:3x3x3 methods]]
[[Category:Experimental methods]]

FLFL Method

2017-09-06T14:03:27Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016
|steps=4
|moves=about 60 with full [[L4C]]
|algs=2 to 89 FLLC: 1 to 5 LL: 2 to 84
}}

'''FLFL''' is a 3x3x3 method created by [[David Larios]] in early 2016. The method is a result of exploration into a variety of different methods. Originally, its creation was designated to be an experimental variant of the Heise method, however, after much undeserved entertainment, it was developed into a mediocre (in regard to its speed-solving viability) method.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1CE:''' First Two Layers minus One Corner-Edge Pair (No algorithms required). The approach used to complete this step does not matter.
* '''LFE:''' Last Five Edges. The objective is to solve all of the remaining edges (No algorithms required).
* '''FLLC:''' First Layer; Last Corner. The objective is to solve the last corner in the first/down layer while preserving the edges solved during LFE.
* '''[[L4C]]:''' Last Four Corners.

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file)

[[Category:3x3x3 methods]]
[[Category:Experimental methods]]

FLFL Method

2017-08-28T19:54:52Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016

|steps=4
|moves=about 60 with full [[L4C]]
|algs=2 to 89 FLLC: 1 to 5 LL: 2 to 84
}}

'''FLFL''' is a 3x3x3 method created by [[David Larios]] in early 2016. The method is a result of exploration into a variety of different methods. Originally, its creation was designated to be an experimental variant of the Heise method, however, after much undeserved entertainment, it was developed into a mediocre (in regard to its speed-solving viability) method.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1CE:''' First Two Layers minus One Corner-Edge Pair (Done intuitively). The approach used to complete this step does not matter.
* '''LFE:''' Last Five Edges. The objective is to solve all of the remaining edges (Done intuitively).
* '''FLLC:''' First Layer; Last Corner. The objective is to solve the last corner in the first/down layer while preserving the solved Last-Layer edges.
* '''[[L4C]]:''' Last Four Corners.

== Notable users ==
* '''N/A'''

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[Snyder Method]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file)

[[Category:3x3x3 methods]]
[[Category:Experimental methods]]

FLFL Method

2017-03-10T20:34:01Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016

|steps=4
|moves=about 60 with full [[L4C]]
|algs=2 to 89 FLLC: 1 to 5 LL: 2 to 84
|purpose=|purpose=
* [[Speedsolving]]
}}

'''FLFL''' is a 3x3x3 method created by [[David Larios]] in early 2016. The method is a result of exploration into a variety of different methods. Originally, its creation was designated to be an experimental variant of the Heise method, however, after much undeserved entertainment, it was developed into a mediocre (in regard to its speed-solving viability) method.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1CE:''' First Two Layers minus One Corner-Edge Pair (Done intuitively). The approach used to complete this step does not matter.
* '''LFE:''' Last Five Edges. The objective is to solve all of the remaining edges (Done intuitively).
* '''FLLC:''' First Layer; Last Corner. The objective is to solve the last corner in the first/down layer while preserving the solved Last-Layer edges.
* '''[[L4C]]:''' Last Four Corners.

== Notable users ==
* '''N/A'''

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[Snyder Method]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file)

[[Category:3x3x3 methods]]
[[Category:Experimental methods]]

FLFL Method

2017-03-10T20:32:58Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016

|steps=4
|moves=about 55 with full [[L4C]]
|algs=2 to 89 FLLC: 1 to 5 LL: 2 to 84
|purpose=|purpose=
* [[Speedsolving]]
}}

'''FLFL''' is a 3x3x3 method created by [[David Larios]] in early 2016. The method is a result of exploration into a variety of different methods. Originally, its creation was designated to be an experimental variant of the Heise method, however, after much undeserved entertainment, it was developed into a mediocre (in regard to its speed-solving viability) method.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1CE:''' First Two Layers minus One Corner-Edge Pair (Done intuitively). The approach used to complete this step does not matter.
* '''LFE:''' Last Five Edges. The objective is to solve all of the remaining edges (Done intuitively).
* '''FLLC:''' First Layer; Last Corner. The objective is to solve the last corner in the first/down layer while preserving the solved Last-Layer edges.
* '''[[L4C]]:''' Last Four Corners.

== Notable users ==
* '''N/A'''

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[Snyder Method]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file)

[[Category:3x3x3 methods]]
[[Category:Experimental methods]]

FLFL Method

2017-03-10T20:29:52Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016

|steps=4
|moves=about 55 with full [[L4C]]
|algs=2 to 89 FLLC: 1 to 5 LL: 1 to 84
|purpose=|purpose=
* [[Speedsolving]]
}}

'''FLFL''' is a 3x3x3 method created by [[David Larios]] in early 2016. The method is a result of exploration into a variety of different methods. Originally, its creation was designated to be an experimental variant of the Heise method, however, after much undeserved entertainment, it was developed into a mediocre (in regard to its speed-solving viability) method.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1CE:''' First Two Layers minus One Corner-Edge Pair (Done intuitively). The approach used to complete this step does not matter.
* '''LFE:''' Last Five Edges. The objective is to solve all of the remaining edges (Done intuitively).
* '''FLLC:''' First Layer; Last Corner. The objective is to solve the last corner in the first/down layer while preserving the solved Last-Layer edges.
* '''[[L4C]]:''' Last Four Corners.

== Notable users ==
* '''N/A'''

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[Snyder Method]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file)

[[Category:3x3x3 methods]]
[[Category:Experimental methods]]

FLFL Method

2017-03-10T19:39:12Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016

|steps=4
|moves=about 55 with full [[L4C]]
|algs=2 to 89 FLLC: 1 to 5 LL: 1 to 84
|purpose=|purpose=
* [[Speedsolving]]
}}

The '''FLFL method''' is a 3x3 speedsolving method created by [[David Larios]] during the spring of 2016. The method is focused both on a comparitively lower algorithm count and intuitive problem-solving; during the majority of '''F2L-1''', the solver may use whatever means necessary to put the puzzle into the '''F2L-1''' state. The combination of '''L5E''' and '''FLLC''' (after '''F2L-1''') allows the Last Layer to be solved using full L4C.

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1:''' First Two Layers Minus One Slot. Done intuitively.
* '''LFE:''' Last Five Edges. Objective is to solve all of the remaining edges. Done Intuitively.
* '''FLLC:''' First Layer Last Corner. Objective is to solve the missing/last corner in the first/down layer using corner commutators. Completes the First Two Layers and preserves all the edges solved during '''LFE'''.
* '''[[L4C]]:''' Not exactly a One-Look Last Layer approach considering Last Layer pieces are being manipulated/solved prior to this step.

Two-look [[L4C]] can be done either by using [[CP]] + [//www.speedsolving.com/wiki/index.php/Corner_Orientation#Pure_CO Pure CO] or [//www.speedsolving.com/wiki/index.php/Corner_Orientation#OCLL-EPP OCLL-EPP] + [[CPLL]].

== Notable users ==
* '''N/A'''

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[Snyder Method]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file)

[[Category:3x3x3 methods]]
[[Category:Experimental methods]]

FLFL Method

2016-11-23T16:05:44Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016

|steps=4
|moves=about 55 with full [[L4C]]
|algs=2 to 89 FLLC: 1 to 5 LL: 1 to 84
|purpose=|purpose=
* [[Speedsolving]]
}}

The '''FLFL method''' is a 3x3 speedsolving method created by [[David Larios]] during the spring of 2016. The method is focused both on a lower algorithm count and intuitive problem-solving; during the majority of '''F2L-1''', the solver may use whatever means necessary to put the puzzle into the '''F2L-1''' state. The combination of '''L5E''' and '''FLLC''' (after '''F2L-1''') allows the Last Layer to be solved using full [[L4C]] .

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1:''' First Two Layers Minus One Slot. Done intuitively.
* '''LFE:''' Last Five Edges. Objective is to solve all of the remaining edges. Done Intuitively.
* '''FLLC:''' First Layer Last Corner. Objective is to solve the missing/last corner in the first/down layer using corner commutators. Completes the First Two Layers and preserves all the edges solved during '''LFE'''.
* '''[[L4C]]:''' Not exactly a One-Look Last Layer approach considering Last Layer pieces are being manipulated/solved prior to this step.

Two-look [[L4C]] can be done either by using [[CP]] + [//www.speedsolving.com/wiki/index.php/Corner_Orientation#Pure_CO Pure CO] or [//www.speedsolving.com/wiki/index.php/Corner_Orientation#OCLL-EPP OCLL-EPP] + [[CPLL]].

== Notable users ==
* '''N/A'''

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[Snyder Method]]
* [[L3C]]
* [[Y-Move Method]]

== External Links ==
[https://www.dropbox.com/s/q8q4tzkwlfa8hfe/HeiseVariantFLFLv1.1%20%281%29.pdf?dl=0 Heise Variant FLFL] (PDF file)

[[Category:3x3x3 methods]]
[[Category:3x3x3 speedsolving methods]]

FLFL Method

2016-11-08T00:47:40Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016

|steps=4
|moves=about 55 with full [[L4C]]
|algs=2 to 89 FLLC: 1 to 5 LL: 1 to 84
|purpose=|purpose=
* [[Speedsolving]]
}}

The '''FLFL method''' is a 3x3 speedsolving method created by [[David Larios]] during the spring of 2016. The method is focused both on a lower algorithm count and intuitive problem-solving; during the majority of '''F2L-1''', the solver may use whatever means necessary to put the puzzle into the '''F2L-1''' state. The combination of '''L5E''' and '''FLLC''' (after '''F2L-1''') allows the Last Layer to be solved using full [[L4C]] .

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann's [[Y-Move Method]].

==Steps==
* '''F2L-1:''' First Two Layers Minus One Slot. Done intuitively.
* '''LFE:''' also known as L5E (Last Five Edges). Objective is to solve all of the remaining edges. Done Intuitively.
* '''FLLC:''' First Layer Last Corner. Objective is to solve the missing/last corner in the first/down layer using corner commutators. Completes the First Two Layers and preserves all the edges solved during '''LFE'''
* '''[[L4C]]:''' Not exactly a One-Look Last Layer approach considering Last Layer pieces are being manipulated/solved prior to this step.

Two-look [[L4C]] can be done either by using [[CP]] + [//www.speedsolving.com/wiki/index.php/Corner_Orientation#Pure_CO Pure CO] or [//www.speedsolving.com/wiki/index.php/Corner_Orientation#OCLL-EPP OCLL-EPP] + [[CPLL]].

== Notable users ==
* '''N/A'''

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[Snyder Method]]
* [[L3C]]
* [[Y-Move Method]]

[[Category:3x3x3 methods]]
[[Category:3x3x3 speedsolving methods]]

FLFL Method

2016-11-08T00:42:02Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016

|steps=4
|moves=about 55 with full [[L4C]]
|algs=2 to 89 FLLC: 1 to 5 LL: 1 to 84
|purpose=|purpose=
* [[Speedsolving]]
}}

The '''FLFL method''' is a 3x3 speedsolving method created by [[David Larios]] during the spring of 2016. The method is focused both on a lower algorithm count and intuitive problem-solving; during the majority of '''F2L-1''', the solver may use whatever means necessary to put the puzzle into the '''F2L-1''' state. The combination of '''L5E''' and '''FLLC''' (after '''F2L-1''') allows the Last Layer to be solved using full [[L4C]] .

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann' [[Y-Move Method]].

==Steps==
* '''F2L-1:''' First Two Layers Minus One Slot. Done intuitively.
* '''LFE:''' also known as L5E (Last Five Edges). Objective is to solve all of the remaining edges. Done Intuitively.
* '''FLLC:''' First Layer Last Corner. Objective is to solve the missing/last corner in the first/down layer using corner commutators. Completes the First Two Layers and preserves all the edges solved during '''LFE'''
* '''[[L4C]]:''' Not exactly a One-Look Last Layer approach considering Last Layer pieces are being manipulated/solved prior to this step.

Two-look [[L4C]] can be done either by using [[CP]] + [//www.speedsolving.com/wiki/index.php/Corner_Orientation#Pure_CO Pure CO] or [//www.speedsolving.com/wiki/index.php/Corner_Orientation#OCLL-EPP OCLL-EPP] + [[CPLL]].

== Notable users ==
* '''N/A'''

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[Snyder Method]]
* [[L3C]]
* [[Y-Move Method]]

[[Category:3x3x3 methods]]
[[Category:3x3x3 speedsolving methods]]

FLFL Method

2016-11-08T00:26:34Z

Davlar97:

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016

|steps=4
|moves=about 55 with full [[L4C]]
|algs=2 to 89 FLLC: 1 to 5 LL: 1 to 84
|purpose=|purpose=
* [[Speedsolving]]
}}

The '''FLFL method''' is a 3x3 speedsolving method created by [[David Larios]] during the spring of 2016. The method is focused both on a lower algorithm count and intuitive problem-solving; during the majority of '''F2L-1''', the solver may use whatever means necessary to put the puzzle into the '''F2L-1''' state. The combination of '''L5E''' and '''FLLC''' (after '''F2L-1''') allows the Last Layer to be solved using full [[L4C]].

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann' [[Y-Move Method]].

==Steps==
* '''F2L-1:''' First Two Layers Minus One Slot. Done intuitively.
* '''LFE:''' also known as L5E (Last Five Edges). Objective is to solve all of the remaining edges. Done Intuitively.
* '''FLLC:''' First Layer Last Corner. Objective is to solve the missing/last corner in the first/down layer using corner commutators. Completes the First Two Layers and preserves all the edges solved during '''LFE'''
* '''[[L4C]]:''' Not exactly a One-Look Last Layer approach considering Last Layer pieces are being manipulated/solved prior to this step.

Two-look [[L4C]] can be done either by using [[CP]] + [//www.speedsolving.com/wiki/index.php/Corner_Orientation#Pure_CO Pure CO] or [//www.speedsolving.com/wiki/index.php/Corner_Orientation#OCLL-EPP OCLL-EPP] + [[CPLL]].

== Notable users ==
* '''N/A'''

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[Snyder Method]]
* [[L3C]]
* [[Y-Move Method]]

[[Category:3x3x3 methods]]
[[Category:3x3x3 speedsolving methods]]

FLFL Method

2016-11-07T23:00:24Z

Davlar97: Created page with "{{Method Infobox |name=FLFL |image=flfl.png |proposers=David Larios |year=2016 |steps=4 |moves=about 55 with full L4C |algs=2 to 89 FLLC: 1 to 5 LL: 1 to 84..."

{{Method Infobox
|name=FLFL
|image=flfl.png
|proposers=[[David Larios]]
|year=2016

|steps=4
|moves=about 55 with full [[L4C]]
|algs=2 to 89 FLLC: 1 to 5 LL: 1 to 84
|purpose=|purpose=
* [[Speedsolving]]
}}

The '''FLFL method''' is a 3x3 speedsolving method created by [[David Larios]] during the spring of 2016. The method is focused both on low algorithm count and intuitive problem-solving; during the majority of '''F2L-1''', the solver may use whatever means necessary to put the puzzle into the '''F2L-1''' state. The combination of '''L5E''' and '''FLLC''' (after '''F2L-1''') allows the Last Layer to be solved using full [[L4C]].

Inspired by Ryan [[Heise]]'s Method and Bernd Bruegmann' [[Y-Move Method]].

==Steps==
* '''F2L-1:''' First Two Layers Minus One Slot. Done intuitively.
* '''LFE:''' also known as L5E (Last Five Edges). Objective is to solve all of the remaining edges. Done Intuitively.
* '''FLLC:''' First Layer Last Corner. Objective is to solve the missing/last corner in the first/down layer using corner commutators. Completes the First Two Layers and preserves all the edges solved during '''LFE'''
* '''[[L4C]]:''' Not exactly a One-Look Last Layer approach considering Last Layer pieces are being manipulated/solved prior to this step.

Two-look [[L4C]] can be done either by using [[CP]] + [//www.speedsolving.com/wiki/index.php/Corner_Orientation#Pure_CO Pure CO] or [//www.speedsolving.com/wiki/index.php/Corner_Orientation#OCLL-EPP OCLL-EPP] + [[CPLL]].

== Notable users ==
* '''N/A'''

== See also ==
* [[Heise Method]]
* [[Speed-Heise]]
* [[L4C]]
* [[Corner Orientation]]
* [[CPLL]]
* [[Snyder Method]]
* [[L3C]]
* [[Y-Move Method]]

[[Category:3x3x3 methods]]
[[Category:3x3x3 speedsolving methods]]

File:Flfl.png

2016-11-07T22:49:33Z

Davlar97: Davlar97 uploaded a new version of "File:Flfl.png"

File:Flfl.png

2016-11-07T22:46:04Z

Davlar97: