F2L cube state

F2L F2L_higlight.jpg Information Alt Names: First 2 Layers Subgroup: Subgroup for edges: Subgroup for corners: Previous substeps (methods): F2L (CFOP) Last F2L Slot (CFOP) 2GLS 1st Layer-1C:4E keyhole Multislotting Freeslice F2L F2L-1E:1E F2L-1C:F2L keyhole alg F2L-1E (D):L5EOP (pcms-var2) 1st Layer:8355 algs 1st Layer:Edges XG 1st Layer:Niklas w/M 1st Layer:std LBL edges Pairs No Cross:D-Edg (pcms var) Pairs No Cross:Salvia edg Pairs No Cross:Ins Cross (CAP) Roux Blocks:DF+DB Roux-cfop Hybrid Next substeps (methods): OLL (CFOP) Beginner BLL (Any Layer By Layer method) 4LLL BLL (Any Layer By Layer method) 3LLL BLL (Any Layer By Layer method) 2LLL BLL (Any Layer By Layer method) SuneOLL 2look OLL Compound OLL SVOLL 22LL (x2) 1LLL (full) 2LL Tempus 18algs 2LL Kirjava 30algs F2L:EO (Ignore C) EOLL OELL (OLL-E) ELL LLEF PLLEF F2L:Niklas w/M F2L:EP (Randelshofer) CLLEF OLLCP CPEOLL F2L:CP+EO F2L:CO(OLL subset) F2L:CO(CxLL subset) OCLL F2L:CO Only 2LCMLL 1st look (M free subs) COLL CLL (3x3x3) CxLL 2look CLL CP (CxLL subset) Dedmore Helm F2L:CP only Niklas* Intuit COMM (by Roux)

Steps before a F2L cube state Steps before a F2L cube state -> F2L cube state -> Steps after a F2L cube state (as the OLL step) The F2L cube state is the cube state between the Steps before a F2L cube state and the Steps after a F2L cube state (as the OLL step). Steps after a F2L cube state

Previous Steps

* A previous state of this one is the Cross cube state. Use the F2L step to have the F2L cube state, as in the CFOP method.

• A previous state of this one is the F2L-1 cube state. Use the Last F2L Slot step to have the F2L cube state, as in the CFOP method.

• A previous state of this one is the F2L-1 cube state. Use the 2GLS step to have the F2L cube state.

• A previous state of this one is the 1st Layer-1C cube state. Use the 4E c keyhole step to have the F2L cube state.

• A previous state of this one is the 1st Layer-1C cube state. Use the Multi keyhole step to have the F2L cube state.

* A previous state of this one is the Cross cube state. Use the multislotting step to have the F2L cube state.

* A previous state of this one is the Cross cube state. Use the Freeslice F2L step to have the F2L cube state.

• A previous state of this one is the F2L-1E(E) cube state. Use the +1E(E) from F2L-1E(E) step to have the F2L cube state, as in the LBL std method.

• A previous state of this one is the F2L-1C cube state. Use the F2L keyhole alg to have the F2L cube state.

• A previous state of this one is the F2L-1E(D) cube state. Use the L5EOP step to have the F2L cube state, as in the pcms-var2 method.

* A previous state of this one is the 1st Layer cube state. Use the 8355 algs to have the F2L cube state.

* A previous state of this one is the 1st Layer cube state. Use the Niklas w/M to have the F2L cube state.

* A previous state of this one is the 1st Layer cube state. Use the Edges XG step to have the F2L cube state.

* A previous state of this one is the 1st Layer cube state. Use the std LBL edges step to have the F2L cube state.

• A previous state of this one is the Pair No Cross cube state. Use the D-Edg step to have the F2L cube state, as in the pcms var method.

• A previous state of this one is the Pair No Cross cube state. Use the Salvia edg step to have the F2L cube state, as in the Salvia method.

• A previous state of this one is the Pair No Cross cube state. Use the Ins Cross step to have the F2L cube state, as in the CAP method.

• A previous state of this one is the Roux Blocks cube state. Use the DF+DB step to have the F2L cube state.

• A previous state of this one is the Roux Blocks cube state. Use the Roux-cfop Hybrid step to have the F2L cube state.

• A previous state of this one is the Cross +C N/O cube state. Use the TF2L step to have the F2L cube state.

• A previous state of this one is the F2L-3 cube state (also called Xcross cube state). Use the 3C+3EEdg from F2L-3 step to have the F2L cube state.

• A previous state of this one is the F2L-3 cube state (also called Xcross cube state). Use the 3E c keyhole step to have the F2L cube state.

• A previous state of this one is the F2L-3 cube state (also called Xcross cube state). Use the X-CELL step to have the F2L cube state.

* A previous state of this one is the EOline cube state. Use the ZZ -top step to have the F2L cube state.

• A previous state of this one is the Unoriented F2L cube state. Use the OF2L (McM) step to have the F2L cube state.

Next Steps

* Use the OLL step to have the OLL cube state, as in the [[CFOP[CFOP method]].

• Use the BLL Beginner EO step to have LL:EO cube state.
• Use the BLL EO step to have LL:EO cube state.
• Use the BLL Edges step to have LL:EO+EP cube state.
• Use the SuneOLL step to have the OLL cube state.
• Use the 2look OLL step to have the OLL cube state.
• Use the Compound OLL step to have the OLL cube state.
• Use the SVOLL step to have the OLL cube state.
• Use the 22LL (x2) step to have the OLL cube state.
• Use the 1LLL (full) step to have the Solved cube state.
• Use the 2LL Tempus 18algs step to have the Solved cube state.
• Use the 2LL Kirjava 30algs step to have the Solved cube state.
• Use the Beginner BLL step to have the Solved cube state.
• Use the 4LLL-BLL step to have the Solved cube state.
• Use the 3LLL-BLL step to have the Solved cube state.
• Use the 2LLL-BLL step to have the Solved cube state.
• Use any LL method to have the Solved cube state.
• Use the F2L:EO (Ignore C) step to have LL:EO cube state.
• Use the EOLL step to have LL:EO cube state.
• Use the OELL (OLL-E) step to have LL:EO cube state.
• ELL step to have LL:EO+EP cube state.
• LLEF step to have LL:EO+EP cube state.
• PLLEF step to have LL:EO+EP cube state.
• F2L:Niklas w/M step to have LL:EO+EP cube state.
• F2L:EP (Randelshofer)
• CLLEF
• OLLCP
• CPEOLL
• F2L:CP+EO
• F2L:CO(OLL subset)
• F2L:CO(CxLL subset)
• OCLL
• F2L:CO Only
• 2LCMLL 1st look (M free subs)
• COLL
• CLL (3x3x3)
• CxLL
• 2look CLL
• CP (CxLL subset)
• Dedmore Helm
• F2L:CP only Niklas*
• Intuit COMM (by Roux)

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