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尺寸公式陈霖的魔方CFOP公式 新版本 Lin Chen's CFOP

作者:高考题库网
来源:https://www.bjmy2z.cn/gaokao
2020-09-09 02:31
tags:魔方公式

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Lin Chen's CFOP (Algorithms)
2013-10-22
First Two Layer (F2L)
First Two Layers, or F2L are normally the first two bottom layers of the 3x3x3 cube,
or essentially all layers up until the last layer on larger cubes.
The definition is a little different depending on the subject or who you are talking
to. Normally it is as above but it may also refer to the part of the Fridrich method
that solves the pairs without counting the cross part.

Fridrich F2L
There are many ways to solve the 'F2L' on a cube. A common system is using the
Fridrich method first two layer approach. After solving the cross, a corner-edge pair
is paired up, and then inserted into the correct slot. A total of four corner edge (or
'CE') pairs are made and inserted to solve the first two layers.
The concept of pairing up four corneredge pairs was first proposed by René
Schoof in 1981.
Algorithms:


(RU'R'U)y'R'U2)
(R U’)(R'UR)

(URU'R'U')y'
(R' U R)

y(U'L'UL)(F' r U r')
R'U'R'U'R'URUR

(RUR'U')(RU'2R'
U')(R U R')

(RU'R'U)y'(R'U')
RU'(R'U'R)

y'(R'U'RU)(R'U'R) (RU'R'U)(RU'R')

(RU'R'U)(RU'2R'
U)(RU'R')

(RUR'U')(RU'R'
U2)y'(R'U'R)

y(L'ULU')(L'UL)

(RUR'U')(RUR')

(RUR'U')(RUR'U') (RU'R')y'(R'U2 R) y'(R'U'2RU)
(RUR') U'(R'FRF')(RU'R') (R'U'R)

y'U'(R'U'2)(RU'R'
U)R

y'(R'URU'2)R'U'R y'(R'U'RU'2)(R'U'
F' L'U2L F RU)(R'U'R)

(RUR'U'2)
(RUR'U')(RUR')

(RU'R'U2)(RUR')

U(RU'2R'U)RU'R' (RU'2R'U')(RUR')

U'(RU'R'U2)
(RU'R')

U'(RUR')d(R'U'R)

y'U(R'URU')
(R'U'R)

y' (R'U'R)

y'U(R'U'RU')
(R'U'R)

U'(RU'R'U2)y'
(R'U'R)

y'(R'U)(RU'2) y
(RUR')

U'(RU'2)(R'U2)(R
U'R')
M' U' M U2 r U' r'

U'(RUR'U'2)
(RU'R')

U (RU'R')

U(RUR'U'2)RUR'

y'U(R'FR'F)RU'R

y U'(L'UL)

U'(r U'R'U)(RUr')

y M' U M U'2 R'FR (RU'R'U2)y'
(R'U'R)

(RU'R'U)(RU'R')
U'2(RU'R')

U'(RUR'U)(RUR')


(RUR')

U'(RU'R'U)(RUR')

Permutation of the Last Layer
PLL is the Permutation of the Last Layer, the last step of many speedsolving
methods. In this step, the pieces on the top layer have already been oriented (OLL)
so that the top face has all the same color, and they can now be moved into their
solved positions. There are 21 PLLs (13 if you count mirrors and inverses as being
the same) and each one is named after a letter. The following page gives a list of all
of the PLLs, along with a picture and a list of common algorithms for each one. The
diagrams below are top views of where you want the pieces to go. For example, the
T Permutation (or 'T perm') swaps the UL and UR edges, as well as the UFR and UBR
corners. Make sure to try out all of the available algorithms for a case to see which
one feels the fastest to you - the same algorithm may not be the fastest for
everyone, and shorter algorithms are not always faster than longer ones.
Algorithms:
ELL

01.M'2 U M U2 M' U M'2
Or RU’RURURU’R’U’R2
02.M'2 U' M U2 M' U' M'2
Or R2URUR’U’R’U’R’UR’

03.M'2 U M'2 U2 M'2 U M'2

04.M'2 U M' U2 M'2 U2 M' U' M'2

05.x' R2 DD (R' U' R) DD (R' U R')
CLL


06.x' (R U' R) DD (R' U R)DD R'2
07. x'(RU'R'D)(RUR'D')(RUR'D)(RU'R'D')

07' (R2UR'U')y(RUR'U')*2(RUR')y'(RU'R2)


PLL
8-12

08. (RUR'U')(R'F)(R2U'R'U')(RUR'F')
09. (R'U'F'RUR'U')(R'FR2U'R'U'RUR'UR)
10.

(R'UR'U') y (R'F'R2U') (R'UR'F)RF

11. F(RU'R'U')(RUR'F')(RUR'U')(l'URU')

12. (R'U'2RU)( R'U'2)z(UR'DRU')
PLL
13-15

13. (RUR'F'RUR'U')(R'FR2U'R')
14.

(R'U'2)(RU'2)(R'FRUR'U')(R'F'R2U')

15. U'(RU'R'U')(RURD)(R'U'RD')(R'U'2R')


16. (R'2F2)(RU2')*2(R'FRUR'U')(R'FR2)
PLL
16-19

17. (RUR')y'(R2 u' RU'R'U)(R' u R2)
18.

(R2 u)(R'UR'U')(Ru'R'2)( F'dR)

19. (R'd'F)(R2 u)(R' U R U' R u' R2)

PLL
20、21



20.

z (UR'DR'2U'RD')*2
21. (R'URU')(R'F'U'F)(RUl'UR'U')(l U'R)


Orientation of the Last Layer

OLL (short for Orientation of the Last Layer) is a last-layer step for 3x3 that orients
all last- layer corners and edges in one step. It is the first last-layer step in many
speedsolving methods, including the Fridrich Method. OLL is usually followed by
PLL.

There are 57 kinds of algorithm for OLL. But you might be skipped this step if you
are lucky enough


Algorithms:


01.(RU'U')(R2'FRF')U2(R'FRF')

03.f(R U R' U')f' U' F(R U R' U')F'

05.(r' U2) (RUR'U) r

07.(r U R' U)(R U'2 r')

09.(r' R2U'2) R'U'(RU'R'U') M'

11.r'(R2UR'U)(RU'2R'U)(r R')

13.(r U' r' U')(r U r') (F' U F)

15.(r' U' r)(R'U'RU)(r' U r)

'U (R'FRF')U2(R'FRF')

19.(MU)(RUR'U' r)(R'2 FRF')

21.(RU'U')(R'U'RUR'U')(RU'R')

23.F (RU'R'U)(RUR'U)(RU'R'F')











02.(r U r')U'2 (RU'2)(R'U'2)(r U' r')

04.f(R U R' U')y x(R' F)(R U R' U')F'
06.(r U'2)(R'U'RU'r')
8.(r' U' R U')(R' U2 r)
10.(RUR'U)(R'FRF')(RU'2R')
12.(r R'2U'RU')(R'U'2RU'R)r'
14.R'F(RUR'F')R(F U' F')
16.(r U r')(RUR'U')(r U' r')
18.(r U' r' F)(UFU')(RUR'U')F'
20.(MU)(RUR'U'r2)(R2'U)(RU') r'
'U' (R'2U')(R2U')R'2 U'2R
24.(rUR'U') (r'FRF')
25.F'(r U R' U') (r' F R)

27.R' U2 R U R' U R

29.(r U R'U')(R r'2 FRF')(r R')

31.(r' F'UF)(r U' r' U' r)

33.(RUR'U') (R'FRF')

35.(RU'2)(R2'FRF')(RU'2R')

37.F (RU'R'U')(RUR' F')

39.(r U' r' U' r ) y(RUR' f')

41.f (RUR'U')f' U' RUR'URU'2R'

43.f' (L' U' L U) f

45.F (R U R' U') F'

47.B'(R'U'RU)(R'U'RU) B

49.

r U' r'2 U r2 U r'2 U' r













26.R U' U' R' U' R U' R'
28.M' U' M U2 M' U' M
(RU'2R'U')(RU'2R'U')F'
32.S(RUR'U')(R'FR f' )
34.(R'U'R U) y(r U R' U')r' R
36.(R'U'RU')(R'URU) l U'R'U
38.(RUR'U) (R U'R'U')(R'F R F')
40.(R'F)(RUR'U')(F'UR)
42.(R'U'RU')(R'U'2R)(FRUR'U')F'
44.f (R U R' U')f'
46.(R'U')(R'FRF')(U R)
48.F(RUR'U')(RUR'U') F'
50.

(R'URU'R'2 F R2) (UR'U'F'R)
51.f (RUR'U')(RUR'U') f'

53.(r' U2)(RUR'U') (RUR'U) r

55.R'F(URU'R'2F'R2)(UR'U'R)

57.(RUR'U' r)(R' U) (R U' r')


52.R'U'RU'R'U y r' F r F

54.(r U'2)(R'U'RUR'U')(R U' r')

56.

(r' U' r)(U'R'UR)(U'R'UR)(r' U r)

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