Edges Oriented cube state

Edges Oriented cube state Information Alt Names: HTA G1 cube state, EO cube state Subgroup: Subgroup for edges: Subgroup for corners: Previous substeps (methods): 3OP EO (Flip2+Setup) HTA G1 EO (noline) 3OP EO (MU*) Next substeps (methods): Solve white (No perm) from EO F2L-1 from EO Cross x2 EF from EO Roux Block ((zz-Roux) from EO Roux LBlock ZooZoo ((zz+Roux2) HTA G2 Guimond CO from EO 3OP CO from EO Belt LCBM from EO Cross x2 WY on UD (zagorec 2/8) from EO Group E (AHTA) from EO HTA G2-edges

Steps before EO -> Edges Oriented cube state cube state -> Steps after EO The Edges Oriented cube state cube state is the cube state between the Steps before EO and the Steps after EO.

The Edges Oriented cube state, also called HTA G1 cube state is the cube state where all edges are oriented.

Previous Steps

• The previous state of this one is the Scrambled cube state. Use the 3OP EO (Flip2+Setup) step to have the Edges Oriented cube state.

• The previous state of this one is the Scrambled cube state. Use the HTA G1 step to have the Edges Oriented cube state.

• The previous state of this one is the Scrambled cube state. Use the EO (noline) step to have the Edges Oriented cube state.

• The previous state of this one is the Scrambled cube state. Use the 3OP EO (MU*) step to have the Edges Oriented cube state.

Next Steps

• Use the Solve white (No perm) from EO step to have the 1 Color + EO cube state.

• Use the F2L-1 from EO step to have the F2L-1 + EO cube state.

• Use the Cross x2 EF from EO step to have the Y+W Cross (no perm) cube state.

• Use the Roux Block ((zz-Roux) from EO step to have the EO + LRoux block cube state.

• Use the Roux LBlock ZooZoo ((zz+Roux2) step to have the EO + LRoux block cube state.

• Use the HTA G2 step to have the Cuboid cube state, also called Kociemba G1 cube state, W/Y Separated cube state and HTA G2 cube state.

• Use the Guimond CO from EO step to have the Oriented cube state.

• Use the 3OP CO from EO step to have the Oriented cube state.

• Use the Belt LCBM from EO step to have the Belt + EO cube state.

• Use the Cross x2 WY on UD (zagorec 2/8) from EO step to have the W/Y Edg Separated cube state.

• Use the Group E (AHTA) from EO step to have the W/Y Edg Separated cube state.

• Use the HTA G2-edges step to have the W/Y Edg Separated cube state.

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