F2L-3 cube state

F2L-3 Information Alt Names: Xcross Subgroup: Subgroup for edges: Subgroup for corners: Previous substeps (methods): Xcross from 2x2x2 Block Xcross (also called F2L-3) +1pair from Cross Next substeps (methods): +1pair from Xcross F2L-1 (Snyder) from Xcross +2pairs adv keyhole from Xcross 3C +3E Edg (keyhole like) (X-CELL) from Xcross F2L-1 +1E (Snyder) from Xcross

Steps before a F2L-3 -> F2L-3 cube state -> Steps after a F2L-3 The F2L-3 cube state is the cube state between the Steps before a F2L-3 and the Steps after a F2L-3.

The F2L-3 cube state is the cube state where the cross and one F2L pair is solved.

Previous Steps

• A previous state of this one is the 2x2x2 Block cube state. Use the Xcross from 2x2x2 Block step to have the F2L-3 cube state.

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

• A previous state of this one is the Cross cube state. Use the +1pair from Cross step to have the F2L-3 cube state.

Next Steps

• Use the +1pair from Xcross step to have the F2L-2 (adj) cube state.

• Use the F2L-1 (Snyder) from Xcross step to have the F2L-1 cube state.

• Use the +2pairs adv keyhole from Xcross step to have the F2L-1 cube state.

• Use the 3C +3E Edg (keyhole like) (X-CELL) from Xcross step to have the F2L cube state.

• Use the F2L-1 +1E (Snyder) from Xcross step to have the LL:1E cube state.

This page is a DNF (incomplete). Please help by expanding it. There may be suggestions on its talk page.