First Layer cube state

1st Layer Layer_by_layer.gif Information Alt Names: Subgroup: Subgroup for edges: Subgroup for corners: Previous substeps (methods): Corners XG (XG Method,The Beginner Method) Watermann Edg+Cnt (Watermann Method) First Layer (IdealSol) Step I.2 Dedmore Helm Next substeps (methods): Watermann OrientC Watermann All LL C Ofapel CP+CO (IdealSol) Step II FL +CO (L2L4, L2Lk) Std LBL edges (The Beginner Method) Niklas w/M Edges XG (XG Method) (8355 algs) (8355)

Steps to 1st Layer cube state (as the Corners XG step) -> 1st Layer cube state -> Steps from 1st Layer cube state (as the Std LBL edges) The 1st Layer cube state is the cube state between the Steps to 1st Layer cube state (as the Corners XG step) and the Steps from 1st Layer cube state (as the Std LBL edges).

The 1st Layer cube state is the cube state where the 1st Layer is solved. It's one of the first cube state for several methods.

It looks like this :

Previous Steps

• Use the Corners XG step from Cross cube state. This is a common transition as in the XG Method or in the The Beginner Method.
• Use the Watermann Edg+Cnt step from 4C cube state. This is the transition for the Watermann Method.
• Use the First Layer step from Cross cube state.
• Use the (IdealSol) Step I.2 step from 4C cube state.
• Use the Dedmore Helm step from 4C cube state.

Next Steps

• Use the Watermann OrientC step to have the 1st Layer + CO cube state.
• Use the Watermann All LL C step to have the 1st Layer + CO + CP cube state.
• Use the Ofapel CP+CO step to have the 1st Layer + CO + CP cube state.
• Use the (IdealSol) Step II step to have the IdealSol Step II cube state.
• Use the FL +CO step to have the 1st Layer + FL + CO cube state, as in the L2L4 and L2Lk methods.
• Use the Std LBL edges step to have the F2L cube state, as in The Beginner Method.
• Use the Niklas w/M step to have the F2L cube state.
• Use the Edges XG step to have the F2L cube state, as in the XG Method.
• Use the (8355 algs) step to have the F2L cube state, as in the 8355 method.

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