Difference between revisions of "Solved cube state"
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==Previous Steps== | ==Previous Steps== | ||
− | [[Image:PLLinfo.jpg|120px|link=PLL]] * [[PLL]] ([[ | + | [[Image:PLLinfo.jpg|120px|link=PLL]] * A previous state of this one is the [[OLL cube state]]. Use the [[PLL step]] to have the solved cube state, as in the [[CFOP|CFOP method]]. |
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+ | * A previous state of this one is the [[OLL cube state]]. Use the [[2-look PLL step]] to have the solved cube state. | ||
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+ | * A previous state of this one is the [[OLL cube state]]. Use the [[PDL step]] (also called [[ZZ-1 last step]]) to have the solved cube state, as in the [[ZZ-1 method]]. | ||
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+ | * A previous state of this one is the [[OLL cube state]]. Use the [[(U,Rw) PLL]] to have the solved cube state. | ||
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+ | * A previous state of this one is the [[OLL cube state]]. Use the [[FreeFOP last step]] to have the solved cube state, as in the [[FreeFOP method]]. | ||
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+ | * A previous state of this one is the [[F2L cube state]]. Use the [[1LLL]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[F2L cube state]]. Use the [[2LL Tempus]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[F2L cube state]]. Use the [[2LL Kirjava]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[F2L cube state]]. Use the [[CECE-LL step]] to have the solved cube state. | ||
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+ | * A previous state of this one is the [[F2L cube state]]. Use the [[OLLCP-EP bad c 1LLL subs step]] to have the solved cube state. | ||
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+ | * A previous state of this one is the [[2x2x2 block cube state]]. Use the [[Cmplx 2x2 step]] to have the solved cube state. | ||
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+ | * A previous state of this one is the [[Cross cube state]]. Use the [[CF / F2L search (PC program)]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO cube state]]. Use the [[ZBLL]] step to have the solved cube state, as in the [[ZZ-a]] method. | ||
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+ | * A previous state of this one is the [[LL:EO cube state]]. Use the [[NMLL]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[Edges solved cube state]]. Use the [[Niklas* from Edges solved]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[Edges solved cube state]]. Use the [[R2/R2+ from Edges solved]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[Edges solved cube state]]. Use the [[Wiki EF from Edges solved]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[5 corners missing cube state]]. Use the [[L5C]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[5 corners missing cube state]]. Use the [[Commutators (Pseudo EF) from 5 corners missing]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[5 corners missing cube state]]. Use the [[SexyM Beginner]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[5 corners missing cube state]]. Use the [[Sexy* + S]] step to have the solved cube state, as in the [[8355]] method. | ||
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+ | * A previous state of this one is the [[L4C cube state]], also called [[LL:EO+EP cube state]]. Use the [[L4C]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[L4C cube state]], also called [[LL:EO+EP cube state]]. Use the [[2x42 COLL]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[L3C cube state]]. Use the [[Sexy* from L3C]] step to have the solved cube state, as in the [[8355-adv]] method. | ||
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+ | * A previous state of this one is the [[L3C cube state]]. Use the [[L3C]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CO cube state]]. Use the [[CPLL]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CO cube state]]. Use the [[BLL CP]] substep to have the solved cube state, as in [[BLL-4LLL]] and [[BLL-3LLL]] steps. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CO cube state]]. Use the [[A-perm* from LL:EO+EP+CO]] step to have the solved cube state. | ||
+ | |||
+ | * A previous state of this one is the [[LL:EO+EP+CO cube state]]. Use the [[Commut A-perm* from LL:EO+EP+CO]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CO cube state]]. Use the [[Intuit COMM (by Roux)]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[F2L-1C+EO+CO cube state]]. Use the [[PLL+C (Navi VII+?)]] step to have the solved cube state. ''(Unknown/missing info on this transition)'' | ||
+ | |||
+ | * A previous state of this one is the [[F2L-1C+EO+CO+1E cube state]]. Use the [[PLL+C]] step (also known as [[Navi VII]] step or [[Navi 7th step]]) to have the solved cube state. | ||
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+ | * A previous state of this one is the [[L4C on != layers cube state]]. Use the [[L4C on != layers]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[5 corners missing + UCO + Csep cube state]]. Use the [[L5C from 5 corners missing + UCO + Csep]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[6 corners missing cube state]]. Use the [[Solve C from 6 corners missing]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[Edges solved cube state]]. Use the [[CRY (Y-perm) + setup from Edges solved]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[3 corners cycle on U and D cube state]]. Use the [[2 commutators (D+U) from 3 corners cycle on U and D]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[Oriented cube state]]. Use the [[T-perm* + setup from Oriented]] step to have the solved cube state, as in the [[Gosch]] method. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CP cube state]]. Use the [[Intuit COMM (by Roux) from LL:EO+EP+CP]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CP cube state]]. Use the [[Noperm OLL]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CP cube state]]. Use the [[EPSx2 from LL:EO+EP+CP]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CP cube state]]. Use the [[Pure CO]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CP cube state]]. Use the [[Pure CO with Sune and Asune]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CP cube state]]. Use the [[Sune based CO]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CP cube state]]. Use the [[Optimal (FL'D2LF,U2)]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+EP+CP cube state]]. Use the [[SexyHammer pure CO]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[Edges solved + CP cube state]]. Use the [[EPSx2* from Edges solved + CP]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:2x2x1 block cube state]]. Use the [[L5P]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:2x2x1 block cube state]]. Use the [[1LLL from LL:2x2x1 block]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[U/D Oriented & Separated + Belt cube state]]. Use the [[PLL]] step two times (on U and on D) if there is no parity situation to have the solved cube state. | ||
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+ | * A previous state of this one is the [[Corners + EO + E Edges separated cube state]]. Use the [[AHTA E Orbit + P]] step to have the solved cube state. ''(Unknown/missing info on this transition)'' | ||
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+ | * A previous state of this one is the [[Corners + EO + E Edges separated cube state]]. Use the [[(M2U2)* from Corners + EO + E Edges separated]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+2EP+CP (Only Hperm possible) cube state]]. Use the [[Simplified 2GLL v1]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+2EP+CP (Zperm possible) cube state]]. Use the [[2GLL from LL:EO+2EP+CP (Zperm possible)]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[LL:EO+2EP cube state]]. Use the [[ZZLL]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[Corners + EO cube state]]. Use the [[3OP EP from Corners + EO]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[2xPLL "parity" cube state]]. Use the [[Parity on U/D]] step to have the solved cube state, as in the [[ZZ-1]] method. | ||
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+ | * A previous state of this one is the [[2xPLL "parity" cube state]]. Use the [[Fix 2 Parities]] step to have the solved cube state, as in the [[Kws]] method. | ||
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+ | * A previous state of this one is the [[2xPLL "parity" cube state]]. Use the [[Perm Edg + parity]] step to have the solved cube state, as in the [[Belt method]]. | ||
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+ | * A previous state of this one is the [[7 Edges missing cube state]]. Use the [[Last 7 edges]] step to have the solved cube state, as in the [[Petrus-CF hybrid method]]. | ||
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+ | * A previous state of this one is the [[LL:EO+2EP+CO cube state]]. Use the [[PLL subset from LL:EO+2EP+CO]] step to have the solved cube state. | ||
+ | |||
+ | * A previous state of this one is the [[1st layer + Edges separated + OLL + EO cube state]]. Use the [[End Guimond-Kociemba]] step to have the solved cube state. ''(Unknown/missing info on this transition)'' | ||
+ | |||
+ | * A previous state of this one is the [[Oriented + Belt + D CP cube state]]. Use the [[EPPBL + parity]] step to have the solved cube state, as in the [[LCBM]] method. ''(Unknown/missing info on this transition)'' | ||
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+ | * A previous state of this one is the [[LL:Zperm cube state]]. Use the [[PLL#Z_Permutation|Zperm step]] to have the solved cube state. | ||
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+ | * A previous state of this one is the [[L4C (Opposite) cube state]]. Use the [[L4C (Opposite)]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[Edges + CO cube state]]. Use the [[CP from Edges + CO]] step to have the solved cube state, as in the [[MCOECP]] method. | ||
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+ | * A previous state of this one is the [[Edges + CO cube state]]. Use the [[Cuboids EPS + setup from Edges + CO]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[C+E parity cube state]]. Use the [[PLL|Tperm + H-PLL]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[C+E parity cube state]]. Use the [[PLL + setup from C+E parity]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[HTA G3 cube state]]. Use the [[HTA 180° turns]] step to have the solved cube state, as in [[HTA method]]. | ||
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+ | * A previous state of this one is the [[180° look-a-like scramble cube state]], also known as [[Kirjava 3-color redux cube state]] or [[180° parity cube state]]. Use the [[180° turns + 1 parity]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[7 edges missing + EO + EEP cube state]]. Use the [[5 EP 2 EO step]], also known as [[PP2SCE step]] to have the solved cube state. | ||
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+ | * A previous state of this one is the [[EPLL with parity on E cube state]]. Use the [[Solve Y Edg]] step, also known as [[Zagorec 8th step]] to have the solved cube state, as in the [[Zagorec method]]. | ||
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+ | * A previous state of this one is the [[EPLL with parity on E cube state]]. Use the [[Cuboid from EPLL with parity on E]] step to have the solved cube state. | ||
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+ | * A previous state of this one is the [[Edges 3 Cycle cube state]]. Use the [[3 Cycle (BH)]] step to have the solved cube state. | ||
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* Many others (all [[method]]s) | * Many others (all [[method]]s) | ||
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==Next Steps== | ==Next Steps== | ||
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[[Category:3x3x3 cube states]] | [[Category:3x3x3 cube states]] | ||
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Latest revision as of 12:29, 6 November 2017
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Previous Steps
* A previous state of this one is the OLL cube state. Use the PLL step to have the solved cube state, as in the CFOP method.
- A previous state of this one is the OLL cube state. Use the 2-look PLL step to have the solved cube state.
- A previous state of this one is the OLL cube state. Use the PDL step (also called ZZ-1 last step) to have the solved cube state, as in the ZZ-1 method.
- A previous state of this one is the OLL cube state. Use the (U,Rw) PLL to have the solved cube state.
- A previous state of this one is the OLL cube state. Use the FreeFOP last step to have the solved cube state, as in the FreeFOP method.
- A previous state of this one is the F2L cube state. Use the 1LLL step to have the solved cube state.
- A previous state of this one is the F2L cube state. Use the 2LL Tempus step to have the solved cube state.
- A previous state of this one is the F2L cube state. Use the 2LL Kirjava step to have the solved cube state.
- A previous state of this one is the F2L cube state. Use the CECE-LL step to have the solved cube state.
- A previous state of this one is the F2L cube state. Use the OLLCP-EP bad c 1LLL subs step to have the solved cube state.
- A previous state of this one is the 2x2x2 block cube state. Use the Cmplx 2x2 step to have the solved cube state.
- A previous state of this one is the Cross cube state. Use the CF / F2L search (PC program) step to have the solved cube state.
- A previous state of this one is the LL:EO cube state. Use the ZBLL step to have the solved cube state, as in the ZZ-a method.
- A previous state of this one is the LL:EO cube state. Use the NMLL step to have the solved cube state.
- A previous state of this one is the Edges solved cube state. Use the Niklas* from Edges solved step to have the solved cube state.
- A previous state of this one is the Edges solved cube state. Use the R2/R2+ from Edges solved step to have the solved cube state.
- A previous state of this one is the Edges solved cube state. Use the Wiki EF from Edges solved step to have the solved cube state.
- A previous state of this one is the 5 corners missing cube state. Use the L5C step to have the solved cube state.
- A previous state of this one is the 5 corners missing cube state. Use the Commutators (Pseudo EF) from 5 corners missing step to have the solved cube state.
- A previous state of this one is the 5 corners missing cube state. Use the SexyM Beginner step to have the solved cube state.
- A previous state of this one is the 5 corners missing cube state. Use the Sexy* + S step to have the solved cube state, as in the 8355 method.
- A previous state of this one is the L4C cube state, also called LL:EO+EP cube state. Use the L4C step to have the solved cube state.
- A previous state of this one is the L4C cube state, also called LL:EO+EP cube state. Use the 2x42 COLL step to have the solved cube state.
- A previous state of this one is the L3C cube state. Use the Sexy* from L3C step to have the solved cube state, as in the 8355-adv method.
- A previous state of this one is the L3C cube state. Use the L3C step to have the solved cube state.
- A previous state of this one is the LL:EO+EP+CO cube state. Use the CPLL step to have the solved cube state.
- A previous state of this one is the LL:EO+EP+CO cube state. Use the BLL CP substep to have the solved cube state, as in BLL-4LLL and BLL-3LLL steps.
- A previous state of this one is the LL:EO+EP+CO cube state. Use the A-perm* from LL:EO+EP+CO step to have the solved cube state.
- A previous state of this one is the LL:EO+EP+CO cube state. Use the Commut A-perm* from LL:EO+EP+CO step to have the solved cube state.
- A previous state of this one is the LL:EO+EP+CO cube state. Use the Intuit COMM (by Roux) step to have the solved cube state.
- A previous state of this one is the F2L-1C+EO+CO cube state. Use the PLL+C (Navi VII+?) step to have the solved cube state. (Unknown/missing info on this transition)
- A previous state of this one is the F2L-1C+EO+CO+1E cube state. Use the PLL+C step (also known as Navi VII step or Navi 7th step) to have the solved cube state.
- A previous state of this one is the L4C on != layers cube state. Use the L4C on != layers step to have the solved cube state.
- A previous state of this one is the 5 corners missing + UCO + Csep cube state. Use the L5C from 5 corners missing + UCO + Csep step to have the solved cube state.
- A previous state of this one is the 6 corners missing cube state. Use the Solve C from 6 corners missing step to have the solved cube state.
- A previous state of this one is the Edges solved cube state. Use the CRY (Y-perm) + setup from Edges solved step to have the solved cube state.
- A previous state of this one is the 3 corners cycle on U and D cube state. Use the 2 commutators (D+U) from 3 corners cycle on U and D step to have the solved cube state.
- A previous state of this one is the Oriented cube state. Use the T-perm* + setup from Oriented step to have the solved cube state, as in the Gosch method.
- A previous state of this one is the LL:EO+EP+CP cube state. Use the Intuit COMM (by Roux) from LL:EO+EP+CP step to have the solved cube state.
- A previous state of this one is the LL:EO+EP+CP cube state. Use the Noperm OLL step to have the solved cube state.
- A previous state of this one is the LL:EO+EP+CP cube state. Use the EPSx2 from LL:EO+EP+CP step to have the solved cube state.
- A previous state of this one is the LL:EO+EP+CP cube state. Use the Pure CO step to have the solved cube state.
- A previous state of this one is the LL:EO+EP+CP cube state. Use the Pure CO with Sune and Asune step to have the solved cube state.
- A previous state of this one is the LL:EO+EP+CP cube state. Use the Sune based CO step to have the solved cube state.
- A previous state of this one is the LL:EO+EP+CP cube state. Use the Optimal (FL'D2LF,U2) step to have the solved cube state.
- A previous state of this one is the LL:EO+EP+CP cube state. Use the SexyHammer pure CO step to have the solved cube state.
- A previous state of this one is the Edges solved + CP cube state. Use the EPSx2* from Edges solved + CP step to have the solved cube state.
- A previous state of this one is the LL:2x2x1 block cube state. Use the L5P step to have the solved cube state.
- A previous state of this one is the LL:2x2x1 block cube state. Use the 1LLL from LL:2x2x1 block step to have the solved cube state.
- A previous state of this one is the U/D Oriented & Separated + Belt cube state. Use the PLL step two times (on U and on D) if there is no parity situation to have the solved cube state.
- A previous state of this one is the Corners + EO + E Edges separated cube state. Use the AHTA E Orbit + P step to have the solved cube state. (Unknown/missing info on this transition)
- A previous state of this one is the Corners + EO + E Edges separated cube state. Use the (M2U2)* from Corners + EO + E Edges separated step to have the solved cube state.
- A previous state of this one is the LL:EO+2EP+CP (Only Hperm possible) cube state. Use the Simplified 2GLL v1 step to have the solved cube state.
- A previous state of this one is the LL:EO+2EP+CP (Zperm possible) cube state. Use the 2GLL from LL:EO+2EP+CP (Zperm possible) step to have the solved cube state.
- A previous state of this one is the LL:EO+2EP cube state. Use the ZZLL step to have the solved cube state.
- A previous state of this one is the Corners + EO cube state. Use the 3OP EP from Corners + EO step to have the solved cube state.
- A previous state of this one is the 2xPLL "parity" cube state. Use the Parity on U/D step to have the solved cube state, as in the ZZ-1 method.
- A previous state of this one is the 2xPLL "parity" cube state. Use the Fix 2 Parities step to have the solved cube state, as in the Kws method.
- A previous state of this one is the 2xPLL "parity" cube state. Use the Perm Edg + parity step to have the solved cube state, as in the Belt method.
- A previous state of this one is the 7 Edges missing cube state. Use the Last 7 edges step to have the solved cube state, as in the Petrus-CF hybrid method.
- A previous state of this one is the LL:EO+2EP+CO cube state. Use the PLL subset from LL:EO+2EP+CO step to have the solved cube state.
- A previous state of this one is the 1st layer + Edges separated + OLL + EO cube state. Use the End Guimond-Kociemba step to have the solved cube state. (Unknown/missing info on this transition)
- A previous state of this one is the Oriented + Belt + D CP cube state. Use the EPPBL + parity step to have the solved cube state, as in the LCBM method. (Unknown/missing info on this transition)
- A previous state of this one is the LL:Zperm cube state. Use the Zperm step to have the solved cube state.
- A previous state of this one is the L4C (Opposite) cube state. Use the L4C (Opposite) step to have the solved cube state.
- A previous state of this one is the Edges + CO cube state. Use the CP from Edges + CO step to have the solved cube state, as in the MCOECP method.
- A previous state of this one is the Edges + CO cube state. Use the Cuboids EPS + setup from Edges + CO step to have the solved cube state.
- A previous state of this one is the C+E parity cube state. Use the Tperm + H-PLL step to have the solved cube state.
- A previous state of this one is the C+E parity cube state. Use the PLL + setup from C+E parity step to have the solved cube state.
- A previous state of this one is the HTA G3 cube state. Use the HTA 180° turns step to have the solved cube state, as in HTA method.
- A previous state of this one is the 180° look-a-like scramble cube state, also known as Kirjava 3-color redux cube state or 180° parity cube state. Use the 180° turns + 1 parity step to have the solved cube state.
- A previous state of this one is the 7 edges missing + EO + EEP cube state. Use the 5 EP 2 EO step, also known as PP2SCE step to have the solved cube state.
- A previous state of this one is the EPLL with parity on E cube state. Use the Solve Y Edg step, also known as Zagorec 8th step to have the solved cube state, as in the Zagorec method.
- A previous state of this one is the EPLL with parity on E cube state. Use the Cuboid from EPLL with parity on E step to have the solved cube state.
- A previous state of this one is the Edges 3 Cycle cube state. Use the 3 Cycle (BH) step to have the solved cube state.
- Many others (all methods)
Next Steps
* Scrambling the cube (any Method)