Edges Oriented cube state
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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.