PLL Ra - R-PLL a

Headlights + 2-Bar (Intérieur)

2-Bar extérieur (Coin Adjacent)

Miscellaneous with Bookends

Headlights (Adjacent Edge)

#	Algorithme	Métriques	Cas
#1 VUINGY	R U R' U' R' U R'	13 HTM 16 QTM 13 STM 13 ETM 13.6 FTM 0.0 FMS 2 Cycles	Cas
#2 NAIKOB	R U' R U R U R U' R'	13 HTM 16 QTM 13 STM 13 ETM 13.6 FTM -5.0 FMS 2 Cycles	Cas
#3 VOBIMA	L U2 L' F R' F' L F R	13 HTM 14 QTM 13 STM 13 ETM 13.6 FTM -6.88 FMS 2 Cycles	Cas

#	Algorithme	Métriques	Cas
#1 VUINGY	R U R' U' R' U R'	13 HTM 16 QTM 13 STM 13 ETM 13.6 FTM 0.0 FMS 2 Cycles	Cas
#2 EMKIWU	F R' F' R L' U' L F R U2 R'	14 HTM 15 QTM 14 STM 14 ETM 14.4 FTM -1.03 FMS 1 Cycle	Cas
#3 UKLEQY	L' U2 L L' U' L U L F En cours BADM	13 HTM 16 QTM 13 STM 13 ETM 14.3 FTM -2.77 FMS 2 Cycles	Cas

This is just the reflection of the above. You need to do the above, but using the left hand instead of the right hand. You will be able to mirror the R permutation to your left hand after about a weeks practice of doing it with your right hand. When it becomes a little bit of muscle memory for you it should be really easy to mirror the algorithm with the left hand. So if you can't do it right away, just wait a little more and get a little more comfortable with R(b). The second algorithm is an alternative that I sometime like to do because it involves the (faster) right hand instead.
Difficultée : 1/4

#	Algorithme	Métriques	Cas
#1 UKLEQY	L' U2 L L' U' L U L F En cours	13 HTM 16 QTM 13 STM 13 ETM 14.3 FTM -2.77 FMS 2 Cycles	Cas
#2 SEQIIB	R U2 R' R B' R' U' R U R B	13 HTM 16 QTM 13 STM 13 ETM 14.6 FTM -3.5 FMS 2 Cycles	Cas

Reflection of Rb.<br/><br/>Check out the similarity between the Ra-Perm algorithm R U (R' F' R U2' R' U2 R' F) (R U R U') U' R' and the Gd-Perm algorithm R2' F' (R U R U') (R' F' R U2' R' U2 R' F) F R2.

#	Algorithme	Métriques	Cas
#1 QYUBJY	R U R' F' R U2 R' F R R U2 R' [RUF] algorithm. Decent for big cubes.	15 HTM 18 QTM 15 STM 15 ETM 15.6 FTM -3.5 FMS 2 Cycles	Cas
#2 JIVOZY	R U' R' U' R U R D R' U' R Contains an 8-move [commutator] - [U, R D R'] OH	15 HTM 16 QTM 15 STM 15 ETM 15.4 FTM -6.5 FMS 2 Cycles	Cas

#	Algorithme	Métriques	Cas
#1 EGEBIP	U' L' U L' B2 R D' R'	14 HTM 21 QTM 14 STM 14 ETM 17.0 FTM -10.02 FMS 1 Cycle	Cas

#	Algorithme	Métriques	Cas
#1 VUINGY	R U R' U' R' U R'	13 HTM 16 QTM 13 STM 13 ETM 13.6 FTM 0.0 FMS 2 Cycles	Résult.
#2 OGEDIB	F U F' U'	13 HTM 16 QTM 13 STM 13 ETM 13.8 FTM -3.0 FMS 2 Cycles	Résult.
#3 NAIKOB	R U' R U R U R U' R'	13 HTM 16 QTM 13 STM 13 ETM 13.6 FTM -5.0 FMS 2 Cycles	Résult.
#4 GAYTQI	L U L' U' L' U' B2 L' U L'	13 HTM 16 QTM 13 STM 13 ETM 15.4 FTM -5.0 FMS 2 Cycles	Résult.
#5 MYYHOF	B U B' U' B' U B'	13 HTM 16 QTM 13 STM 13 ETM 16.7 FTM -5.0 FMS 2 Cycles	Résult.

45°

135°

225°

315°

3H

6H

9H

12H

T Perm
Rb R-PLL b

Aa Perm x 1
V

Aa Perm x 2
Rb R-PLL b

L U2 L' U2

L

U2

L'

U2

L F' Écrasement [FLU]

L

F'

Descente

L' U' L U Sexy Move [FLU]

L'

U'

L

U

Sexy gauche

L F Rebond [FLU]

L

F

Pas descente

L2 Demi-Tour Gauche

L2

Optimisations

Nom	Algorithme	Métriques	Cas
Exécution Optimisée ODIMAT	F' U2 F F' U' F U F R	13.6 FTM -3.63 FMS (F U R) Gen	Cas

Notations

Nom	Algorithme	Métriques	Cas
Étendue UKLEQY	L U U L' U U L F' L' U' L U F L	16.8 FTM -7.33 FMS (L U F) Gen	Cas

Mirroir

Nom	Algorithme	Métriques	Cas
Inversion AZELGO	F' L' L' U L L' U2 L	14.3 FTM -4.97 FMS (L U F) Gen	Cas

Rotations

Nom	Algorithme	Métriques	Cas
Décallage Y OWOWTY	B U2 B' B L' B' U' B U B L	17.4 FTM -3.88 FMS (B U L) Gen	Cas
Décallage Y2 SEQIIB	R U2 R' R B' R' U' R U R B	14.6 FTM -3.5 FMS (R U B) Gen	Cas
Décallage Y' ODIMAT	F' U2 F F' U' F U F R	13.6 FTM -3.63 FMS (F U R) Gen	Cas

Symétries

Nom	Algorithme	Métriques	Cas
Symétrie M EKOQNO	R U2 R' R U R' U' R' F' Rb	13.6 FTM -2.33 FMS (R U F) Gen	Cas
Symétrie S UBIXLI	L' U2 L L' B L U L' U' L' B' Rb	15.3 FTM -3.58 FMS (L U B) Gen	Cas
Symétrie E BYUBBA	L D2 L' L D L' D' L' F'	14.8 FTM -5.23 FMS (L D F) Gen	Cas

#	Algorithme	Métriques	Cas
#1 VOBIMA	L U2 L' F R' F' L F R	13 HTM 14 QTM 13 STM 13 ETM 13.6 FTM -6.88 FMS 2 Cycles	Cas
#2 UKLEQY	L' U2 L L' U' L U L F En cours BADM	13 HTM 16 QTM 13 STM 13 ETM 14.3 FTM -2.77 FMS 2 Cycles	Cas
#3 KESENY	L U R' D R U R' L' U L	14 HTM 14 QTM 14 STM 14 ETM 14.6 FTM -4.3 FMS 2 Cycles	Cas
#4 UFOCDI	L U2 L' r U' r' U' L U	13 HTM 16 QTM 13 STM 13 ETM 14.6 FTM -6.25 FMS 2 Cycles	Cas
#5 ARUTBY	F R R U' R' F' U F R U' R'	15 HTM 17 QTM 15 STM 15 ETM 15.4 FTM -3.7 FMS 1 Cycle	Cas
#6 GEYQJI	R U R' F' R U R' F R'	15 HTM 17 QTM 15 STM 15 ETM 15.4 FTM -4.33 FMS 1 Cycle	Cas
#7 JUNETU	L U' L B2 U L U L U' L'	13 HTM 16 QTM 13 STM 13 ETM 15.4 FTM -8.0 FMS 2 Cycles	Cas
#8 SYIHFI	L' B' B' L	13 HTM 16 QTM 12 STM 12 ETM 15.6 FTM -9.0 FMS 2 Cycles	Cas
#9 OTMEUZ	L' U L D' L' U' L' U L	15 HTM 16 QTM 15 STM 15 ETM 16.2 FTM -5.6 FMS 2 Cycles	Cas
#10 COMAUC	R' U' R F' R' R' U R	14 HTM 15 QTM 14 STM 15 ETM 16.4 FTM -7.67 FMS 11 Cycles	Cas
#11 HIOXPU	B L' B' L U' B' U' R' U' R B L U2 L'	14 HTM 15 QTM 14 STM 14 ETM 16.6 FTM -3.0 FMS 1 Cycle	Cas
#12 MYYHOF	B U B' U' B' U B'	13 HTM 16 QTM 13 STM 13 ETM 16.7 FTM -5.0 FMS 2 Cycles	Cas
#13 UFVYUR	U R U' U R U' F R' F' R	18 HTM 18 QTM 16 STM 16 ETM 16.8 FTM -7.4 FMS 2 Cycles	Cas
#14 NYDAXY	F' U' F	16 HTM 19 QTM 16 STM 16 ETM 16.8 FTM -9.8 FMS 1 Cycle	Cas
#15 EGEBIP	U' L' U L' B2 R D' R' KCMB	14 HTM 21 QTM 14 STM 14 ETM 17.0 FTM -10.02 FMS 1 Cycle	Cas
#16 PYEJAC	r' U' r U' B' U' R' U' R B	14 HTM 15 QTM 14 STM 14 ETM 17.1 FTM -6.25 FMS 1 Cycle	Cas
#17 PYVEAQ	f U' f' U' B' U f U f' B U2 B'	14 HTM 16 QTM 14 STM 14 ETM 17.2 FTM -5.63 FMS 2 Cycles	Cas
#18 YZOMPA	L' B' B' U B L B' B U2 B'	13 HTM 16 QTM 13 STM 13 ETM 17.4 FTM -5.38 FMS 2 Cycles	Cas
#19 YMUFAR	L U2 L' B' L L U2 L' L U' L'	15 HTM 18 QTM 15 STM 15 ETM 17.4 FTM -6.25 FMS 2 Cycles	Cas
#20 UTORNE	L U L' D L U' L U' L' U L	17 HTM 18 QTM 17 STM 17 ETM 18.3 FTM -8.8 FMS 2 Cycles	Cas
#21 EMKUZU	B' U' B U B' U' B	15 HTM 16 QTM 15 STM 15 ETM 19.4 FTM -6.0 FMS 2 Cycles	Cas
#22 OKXEOV	F' U' F	18 HTM 20 QTM 18 STM 18 ETM 19.4 FTM -11.8 FMS 2 Cycles	Cas
#23 PASIIL	B U B' R' B U2 B' B' R B U2 B'	15 HTM 18 QTM 15 STM 15 ETM 19.6 FTM -5.12 FMS 2 Cycles	Cas
#24 WOPYGY	f' U f f' U' f F U' F'	17 HTM 21 QTM 17 STM 18 ETM 20.6 FTM -8.73 FMS 11 Cycles	Cas
#25 UBRYZI	U B' U' B2 D2 B D' B B' D' B2	16 HTM 23 QTM 16 STM 16 ETM 20.9 FTM -16.0 FMS 1 Cycle	Cas
#26 UTBYMU	B' U' B U B' U B' D' B U' B' D B2 U B'	17 HTM 18 QTM 17 STM 17 ETM 22.0 FTM -8.0 FMS 2 Cycles	Cas
#27 ACGAOF	B U B' R' B U B' U' B' R B2 U' B' U'	22 HTM 23 QTM 18 STM 18 ETM 23.6 FTM -5.38 FMS 1 Cycle	Cas

#	Algorithme	Métriques	Cas
#1 VUINGY	R U R' U' R' U R'	13 HTM 16 QTM 13 STM 13 ETM 13.6 FTM 0.0 FMS 2 Cycles	Cas
#2 UQODKE	B' R' B L	13 HTM 16 QTM 12 STM 12 ETM 13.9 FTM -9.0 FMS 2 Cycles	Cas
#3 ZAABOP	B' R' R' U R B R' R U2 R'	13 HTM 16 QTM 13 STM 13 ETM 14.6 FTM -5.0 FMS 2 Cycles	Cas
#4 AVYRIV	f' U' f U' R' U' F' U' F R	14 HTM 15 QTM 14 STM 14 ETM 15.0 FTM -5.15 FMS 1 Cycle	Cas
#5 JIVOZY	R U' R' U' R U R D R' U' R LGQX	15 HTM 16 QTM 15 STM 15 ETM 15.4 FTM -6.5 FMS 2 Cycles	Cas
#6 QYUBJY	R U R' F' R U2 R' F R R U2 R' LGQX	15 HTM 18 QTM 15 STM 15 ETM 15.6 FTM -3.5 FMS 2 Cycles	Cas
#7 YLIQNU	l U' l' U' R' U l U l' R U2 R'	14 HTM 16 QTM 14 STM 14 ETM 15.6 FTM -5.67 FMS 2 Cycles	Cas
#8 IRSUYM	B U2 B' F' L' B L F L'	13 HTM 14 QTM 13 STM 13 ETM 15.6 FTM -6.88 FMS 2 Cycles	Cas
#9 VAGUAC	F L' F U' F' L' U L F U' F'	15 HTM 17 QTM 15 STM 15 ETM 15.8 FTM -4.3 FMS 1 Cycle	Cas
#10 ESESUH	F U F' L' U' L F F' L F' L'	15 HTM 17 QTM 15 STM 15 ETM 15.8 FTM -4.88 FMS 1 Cycle	Cas
#11 OLEZXO	F' U' F L' F' F' U F	14 HTM 15 QTM 14 STM 15 ETM 16.1 FTM -6.87 FMS 11 Cycles	Cas
#12 YRAGCI	R B' R' B U' R' U' F' U' F R B U2 B'	14 HTM 15 QTM 14 STM 14 ETM 16.2 FTM -2.53 FMS 1 Cycle	Cas
#13 OKMOLA	F U F' B U B'	14 HTM 14 QTM 14 STM 14 ETM 16.2 FTM -6.4 FMS 2 Cycles	Cas
#14 AMUDTE	B U2 B' f U' f' U' B U	13 HTM 16 QTM 13 STM 13 ETM 16.3 FTM -6.85 FMS 2 Cycles	Cas
#15 OGARFY	B U' B U B U B U' B'	13 HTM 16 QTM 13 STM 13 ETM 16.7 FTM -8.0 FMS 2 Cycles	Cas
#16 FIEXIF	U' B' U B' F D' F'	14 HTM 21 QTM 14 STM 14 ETM 17.3 FTM -10.02 FMS 1 Cycle	Cas
#17 OWOWTY	B U2 B' B L' B' U' B U B L	13 HTM 16 QTM 13 STM 13 ETM 17.4 FTM -3.88 FMS 2 Cycles	Cas
#18 IBYBKI	R U' R' R U R' U R' D' R U' R'	17 HTM 18 QTM 17 STM 17 ETM 17.4 FTM -5.0 FMS 2 Cycles	Cas
#19 OQYMBI	U L' U' D L' U' L L' U L'	16 HTM 19 QTM 16 STM 16 ETM 17.6 FTM -8.6 FMS 1 Cycle	Cas
#20 ECIDFU	U R' U' D2 R D' R	16 HTM 23 QTM 16 STM 16 ETM 17.7 FTM -16.0 FMS 1 Cycle	Cas
#21 ILLUAR	L F' L' F	18 HTM 18 QTM 16 STM 16 ETM 18.0 FTM -5.8 FMS 2 Cycles	Cas
#22 ENYNTY	B' U B D' B' U' B' U B U B'	15 HTM 16 QTM 15 STM 15 ETM 19.4 FTM -8.0 FMS 2 Cycles	Cas
#23 QITEOC	B U2 B' B' R' B U2 B' B U' B'	15 HTM 18 QTM 15 STM 15 ETM 19.6 FTM -6.25 FMS 2 Cycles	Cas
#24 LOAFOP	R U R' F' R U R' U' R' F R2 U' R' U'	22 HTM 23 QTM 18 STM 18 ETM 20.0 FTM -3.25 FMS 1 Cycle	Cas
#25 YWVIUR	L' U' L B U L U' U L U'	18 HTM 20 QTM 18 STM 18 ETM 21.1 FTM -10.6 FMS 2 Cycles	Cas
#26 FUOQBA	B U' B2 D' B U B' D B U' B U' B' B U B'	17 HTM 18 QTM 17 STM 17 ETM 22.0 FTM -8.0 FMS 2 Cycles	Cas
#27 IFEDNU	l' U l l' U' l L U' L'	17 HTM 21 QTM 17 STM 18 ETM 22.0 FTM -8.6 FMS 11 Cycles	Cas

#	Algorithme	Métriques	Cas
#1 NAIKOB	R U' R U R U R U' R'	13 HTM 16 QTM 13 STM 13 ETM 13.6 FTM -5.0 FMS 2 Cycles	Cas
#2 NEVAID	R' F' F' U F F' U2 F	13 HTM 16 QTM 13 STM 13 ETM 13.6 FTM -5.57 FMS 2 Cycles	Cas
#3 OGEDIB	F U F' U'	13 HTM 16 QTM 13 STM 13 ETM 13.8 FTM -3.0 FMS 2 Cycles	Cas
#4 ULYHLU	R' F' F' R	13 HTM 16 QTM 12 STM 12 ETM 13.9 FTM -9.0 FMS 2 Cycles	Cas
#5 EMKIWU	F R' F' R L' U' L F R U2 R'	14 HTM 15 QTM 14 STM 14 ETM 14.4 FTM -1.03 FMS 1 Cycle	Cas
#6 PUAGER	R U2 R' l U' l' U' R U	13 HTM 16 QTM 13 STM 13 ETM 14.5 FTM -6.5 FMS 2 Cycles	Cas
#7 SEQIIB	R U2 R' R B' R' U' R U R B BADM	13 HTM 16 QTM 13 STM 13 ETM 14.6 FTM -3.5 FMS 2 Cycles	Cas
#8 UTOSES	R U L' D L U L' D' L R' U R U R'	14 HTM 14 QTM 14 STM 14 ETM 14.6 FTM -5.5 FMS 2 Cycles	Cas
#9 EPNEDA	F' U' F U F' U' F	15 HTM 16 QTM 15 STM 15 ETM 15.4 FTM -4.4 FMS 2 Cycles	Cas
#10 ZEQAAX	R' U R D' R' U' R' U R U R'	15 HTM 16 QTM 15 STM 15 ETM 15.4 FTM -6.5 FMS 2 Cycles	Cas
#11 ASACZE	R U2 R' B L' B' R B L B' U R'	13 HTM 14 QTM 13 STM 13 ETM 15.4 FTM -6.5 FMS 2 Cycles	Cas
#12 EBLOZY	l' U' l L' U' L F	14 HTM 15 QTM 14 STM 14 ETM 15.6 FTM -4.05 FMS 1 Cycle	Cas
#13 QIAJTI	R U2 R' F' R R U2 R' R U' R'	15 HTM 18 QTM 15 STM 15 ETM 15.6 FTM -4.75 FMS 2 Cycles	Cas
#14 YDHUUV	F U F' L' F U2 F' F' L F U2 F'	15 HTM 18 QTM 15 STM 15 ETM 15.8 FTM -4.47 FMS 2 Cycles	Cas
#15 HUINAS	b U' b' b U b' F U2 F'	14 HTM 16 QTM 14 STM 14 ETM 16.8 FTM -5.97 FMS 2 Cycles	Cas
#16 OFKYOF	B2 U' R' U R' L D' L'	14 HTM 21 QTM 14 STM 14 ETM 17.1 FTM -10.02 FMS 1 Cycle	Cas
#17 UWODAB	R U R' D R U' R U' R' R U R'	17 HTM 18 QTM 17 STM 17 ETM 17.4 FTM -5.0 FMS 2 Cycles	Cas
#18 APALRA	F' U' F U F U' F'	17 HTM 18 QTM 17 STM 17 ETM 17.4 FTM -6.4 FMS 2 Cycles	Cas
#19 CEYSRE	L' U' L B' L' L' U L	14 HTM 15 QTM 14 STM 15 ETM 17.6 FTM -6.07 FMS 11 Cycles	Cas
#20 KAYBAC	B L L U' L' B' U B L U' L'	15 HTM 17 QTM 15 STM 15 ETM 18.1 FTM -5.5 FMS 1 Cycle	Cas
#21 JAOCGI	L U L' B' U' B L B L'	15 HTM 17 QTM 15 STM 15 ETM 18.1 FTM -6.5 FMS 1 Cycle	Cas
#22 IRZAAF		16 HTM 23 QTM 16 STM 16 ETM 18.2 FTM -16.0 FMS 1 Cycle	Cas
#23 UPXYIM	U L U' U L U' B L' B' L	18 HTM 18 QTM 16 STM 16 ETM 18.4 FTM -9.0 FMS 2 Cycles	Cas
#24 ONUSIT	F U F' L' F U F' U' F' L F2 U' F' U'	22 HTM 23 QTM 18 STM 18 ETM 20.2 FTM -4.53 FMS 1 Cycle	Cas
#25 JILECU	B2 U B' U' D B' U' B B' U B'	16 HTM 19 QTM 16 STM 16 ETM 20.9 FTM -11.0 FMS 1 Cycle	Cas
#26 QYERAC	B' U' B U' b' R U B U' B2 R' b U B U' b'	18 HTM 20 QTM 18 STM 18 ETM 23.4 FTM -13.0 FMS 2 Cycles	Cas
#27 NYKAWA	b' U b b' U' b B U' B'	17 HTM 21 QTM 17 STM 18 ETM 23.7 FTM -9.67 FMS 11 Cycles	Cas

#	Algorithme	Métriques	Cas
#1 ODIMAT	F' U2 F F' U' F U F R	13 HTM 16 QTM 13 STM 13 ETM 13.6 FTM -3.63 FMS 2 Cycles	Cas
#2 USAQYM	F U' F'	13 HTM 16 QTM 13 STM 13 ETM 13.8 FTM -6.8 FMS 2 Cycles	Cas
#3 TAYCUP	F' L' F R	13 HTM 16 QTM 12 STM 12 ETM 13.8 FTM -9.0 FMS 2 Cycles	Cas
#4 BUAJKI	F U2 F' B' R' F R B R'	13 HTM 14 QTM 13 STM 13 ETM 14.2 FTM -6.72 FMS 2 Cycles	Cas
#5 AZELGO	F' L' L' U L L' U2 L	13 HTM 16 QTM 13 STM 13 ETM 14.3 FTM -4.97 FMS 2 Cycles	Cas
#6 GAYTQI	L U L' U' L' U' B2 L' U L'	13 HTM 16 QTM 13 STM 13 ETM 15.4 FTM -5.0 FMS 2 Cycles	Cas
#7 DUZUFU	F' U F F U F'	15 HTM 16 QTM 15 STM 15 ETM 15.4 FTM -6.8 FMS 2 Cycles	Cas
#8 JOOVZE	F U2 F' b U' b' U b U	13 HTM 16 QTM 13 STM 13 ETM 15.4 FTM -6.95 FMS 2 Cycles	Cas
#9 IKOMBI	L F' L' F U' L' U' B' U' B L F U2 F'	14 HTM 15 QTM 14 STM 14 ETM 15.6 FTM -1.73 FMS 1 Cycle	Cas
#10 UQOJQE	r U' r' U' L' U r U r' L U2 L'	14 HTM 16 QTM 14 STM 14 ETM 15.6 FTM -4.83 FMS 2 Cycles	Cas
#11 UGOBIB	F U2 F' F' L' F U2 F' F U' F'	15 HTM 18 QTM 15 STM 15 ETM 15.8 FTM -5.65 FMS 2 Cycles	Cas
#12 AMVINU	L' U' L U L' U' L	15 HTM 16 QTM 15 STM 15 ETM 16.2 FTM -2.8 FMS 2 Cycles	Cas
#13 FYUTUD	U B' D B U B' F U F'	14 HTM 14 QTM 14 STM 14 ETM 16.2 FTM -6.4 FMS 2 Cycles	Cas
#14 ULNASI	U R' U' D R' U' R R' U R'	16 HTM 19 QTM 16 STM 16 ETM 16.8 FTM -11.0 FMS 1 Cycle	Cas
#15 MINAYD	L U L' B' L U2 L' B L L U2 L'	15 HTM 18 QTM 15 STM 15 ETM 17.4 FTM -5.12 FMS 2 Cycles	Cas
#16 UPAJJI	F U F' F U' F' F U F'	17 HTM 18 QTM 17 STM 17 ETM 17.4 FTM -6.8 FMS 2 Cycles	Cas
#17 JAUFLI	B D' B'	14 HTM 21 QTM 14 STM 14 ETM 17.9 FTM -10.02 FMS 1 Cycle	Cas
#18 JOYNXA	b' U' b U' L' U' B' U' B L	14 HTM 15 QTM 14 STM 14 ETM 18.0 FTM -6.25 FMS 1 Cycle	Cas
#19 XOEFEM	L' U' L U L' U L' D' L U' L'	17 HTM 18 QTM 17 STM 17 ETM 18.3 FTM -6.0 FMS 2 Cycles	Cas
#20 ESHIQU	B R' B U' B' R' U R B U' B'	15 HTM 17 QTM 15 STM 15 ETM 19.0 FTM -5.5 FMS 1 Cycle	Cas
#21 VUHYZI	B U B' R' B U B' B' R'	15 HTM 17 QTM 15 STM 15 ETM 19.0 FTM -6.5 FMS 1 Cycle	Cas
#22 IDYXEN	R' U' R U R U' U R U'	18 HTM 20 QTM 18 STM 18 ETM 19.2 FTM -13.0 FMS 2 Cycles	Cas
#23 TOGATY	B' U' B R' B' B' U B	14 HTM 15 QTM 14 STM 15 ETM 19.6 FTM -7.67 FMS 11 Cycles	Cas
#24 RYENBI	U B U' b' U U B U' b' U' R B' R' B	18 HTM 18 QTM 16 STM 16 ETM 20.6 FTM -9.0 FMS 2 Cycles	Cas
#25 BUAVHO	r U' r' R U' R'	17 HTM 21 QTM 17 STM 18 ETM 20.7 FTM -9.0 FMS 11 Cycles	Cas
#26 KOGONI	B2 U L' U' D2 L D' L B2 U B2 L' D'	16 HTM 23 QTM 16 STM 16 ETM 20.8 FTM -16.0 FMS 1 Cycle	Cas
#27 CAPOJA	L U L' B' L U L' U' L' B L2 U' L' U'	22 HTM 23 QTM 18 STM 18 ETM 21.7 FTM -5.38 FMS 1 Cycle	Cas

Index de la page

Ra PLL

Reconnaissance à 2 faces

Exécution Optimale

Mémorisation Optimale

BadMephisto

Logiqx

Kociemba

Mises en place

Rotations

Darwin's Forcing

Impact