盲拧blindfolded.docx

1、盲拧blindfolded盲拧（blindfolded）盲拧(blindfolded) blindfolded Blind twist: as the name suggests is the eyes closed to restore the cube. Because cannot see the cube of the state, so the formula is easy, the way for blind twist is skilled. He practices: refers to the reasonable and effective method of using

2、 the index finger. In this paper I will grip at the bottom of individual formulas indicate the right thumb, said, the way to use the right hand thumb in accordance with the R surface clockwise; no is represented by the right ring finger hook; the letter and a bar U F represented by the left index fi

3、nger hook. A block direction angle Two basic formula (RU) (RU) (RU) R effect: 8 corners clockwise Methods: (under the thumb of the right hand grip at the bottom) (RU) (RU) (RU) Reffect: 8 reverse angle block Methods: before (in front of the right hand thumb grip) Apply the two basic formula, derived

4、 a new formula: Over 1 quarters (RU) (RU) (RU) RD (RU) (RU) (RU) RD 8 clockwise, 5 reverse 2 (RU) (RU) (RU) RD2 (RU) (RU) (RU) RD2 8 clockwise, 6 reverse 3 (RU) (RU) (RU) RD (RU) (RU) (RU) RD 8 bit reversal, 5 clockwise 4 double delta (RURU) 3D * 2D * 8,5,6 block clockwise angle 5 (RURU) 3D * 2D * 8

5、,5,6 block reverse angle The flexibility of this method are fully reflected in the formula 2 (and other similar derivatives are derived, not go into here) Over 6 quarters (RURURU2R) (LULULU2L) 2 clockwise, 1 reverse 7 (LU2LULUL) (RU2RURUR) 2 bit reversal, 1 clockwise 8 double triangle (RU2RURUR) U (

6、RURURURURUR2) U 1,2,3 angle block clockwise On no flashball to flashball triangle triangular inverse clockwise 9 (RUURURUR) U (R2URURURURUR) U 1,2,4 reverse angle block Next, before and after no reverse triangle, triangular smooth change 10 four turn angle (RUURURURURU) (R2URURURURUR2) 13 bit revers

7、al, 24 clockwise Next, no flashball before, after 11 (RUUR2UR2UR2U2) (R2URURURURUR2) U214 23 clockwise, reverse To post on to 243 12 five angle turn (RUURU2) (RURU) x 21234 clockwise, 8 reverse To the next 13 (RU2RUU) (RURU) x 21234 bit reversal, 7 clockwise Next, before 14 (RURU) (RUURU2) x 21238 c

8、lockwise, 4 reverse Next, on 15 y(RURU) (RU2RUU) * 2Y 1238 bit reversal, 4 clockwise Before the next to 16 six angle turn (RURURURURUU) * 2123478 clockwise angle block Next, 17 (RURURURURU2) * 2123478 bit reversal angle block Up and down. The first 8, formula 9, 10 brackets and 11 in the OLL angle f

9、ormula, second brackets for PLL edge angle formula, the initial state of OLL respectively with 27, 26, 21, 22 of the same state, in order to facilitate the connection of memory. Two, block edge direction 1 two rowed over (MU) * 3U (MU) * 3U 1, 3 place over the edge 2 (RU2) (R2URU) (RU2) (LFRF) L1, 4

10、 place over the edge After the next 3, four edges, turn (MU) x 4 (MU) x 4, or: (MU) x 3MU * 21234 in situ turning 4 (MU) x 42357 in situ turning 5, six edge turn (RBRU) x 5123470, turn over in situ 6 (RFRU) x 5123459 in situ turning 7, eight edge turn (rRuU) x 3 135790AB in situ turning 8 x (rRuU) x

11、 3x12345678 in situ turning 9 M2D (rRuU) x 3DM2567890AB in situ turning 10 M2U (rRuU) x 3UM2123490AB in situ turning 11, twelve edge turn (MU) * 4yx * 3 mirror: (MU) x 4yx x 3, all in situ turning It is easy to make a distinction between the two six edges inversion formulas, as long as they remember

12、 that the edges held by the thumb or middle finger of the right hand are not turned. In addition, because I operate Mwith the left hand ring finger hook, operation M with the left hand thumb pinch, so then turn to the upper level with the right index finger for U; you can according to their habits,

13、the M (M) behind the U changed to U. Three, corner position Two basic formulas (RFRF) * 3 Effects: 13,48 On the surface of the upper and lower vertical corners is diagonal for exchange The left hand thumb grip the bottom, operation F with the right index finger hook, operation Fwith the left hand in

14、dex finger hook (RFRF) * 3 Effects: 57,48 Both hands thumb bottom, operation F with the right index finger hook, operation Fwith the left hand index finger hook Changing angle with same floor 11, 3, 4, 1, X(R2D2) (RUR), D2 (RUl), triangle change Go up to the front (PLL) 21, 4, 1, 3, Rl, X (RUR), D2

15、(RUR), D2 (V), triangle inversion Go up to the front (PLL) 3 12,34 X(RUR) D (RUR) u2 (RUR) D (RUl) Y2 on the adjacent angle Go down, forward, lower, forward, forward (PLL) 4 13,24 First, U2 then uses diagonal pairs to exchange diagonal formulas U2 (L2l2U) (L2l2U2) (L2l2U) (L2l2) is solved with (PLL)

16、 The upper and lower corner for two adjacent corners Variant formula of 56 to 3, 4, 6, xD2 (RUR), D2 (RUR), the same layer triangular transformation formula 66, 4, 3, 6, x(RUR), D2 (RUR), D2x 75, 3, 4, 5 (RBR), F2 (RBR), three-dimensional, clockwise interchange 85, 4, 3, 5, F2 (RBR), F2 (RBR), three

17、-dimensional, counter clockwise 98, 4, 1, 8, (RFRF) * 3U(RFRF) * 3U on the surface of the anti clockwise exchange 106, 4, 1, 6, (2) x, three-dimensional, clockwise interchange 116, 1, 4, 6, (2) x, three-dimensional, counter clockwise The upper and lower two adjacent corners in a corner Variant formu

18、la of 121 to 8, 7, 1, xD2 (RUR), D2 (RUR), the same layer triangular transformation formula 131, 7, 8, 1, x(RUR), D2 (RUR), D2x 144, 8, 5, 4, (RFRF) * 3D (RFRF) * 3D, clockwise exchange on the plane 151, 6, 7, 1, (2) x, three-dimensional, clockwise interchange 161, 7, 6, 1, (2) x, three-dimensional,

19、 counter clockwise 174, 6, 7, 4, (2) x, three-dimensional, clockwise interchange 184, 7, 6, 4, (2) x, three-dimensional, counter clockwise 192, 8, 5, 2, (2) x, three-dimensional, clockwise interchange 202, 5, 8, 2, (2) x, three-dimensional, counter clockwise 213, 8, 5, 3, (2) x, three-dimensional, c

20、lockwise interchange 223, 5, 8, 3, (2) x, three-dimensional, counter clockwise 231, 8, 5, 1, (UL2UR2) (UL2UR2) U2, clockwise exchange on the plane 244, 5, 8, 4 (UR2UL2) (UR2UL2), U2, reverse clockwise on the plane 252 - 5 - 2 - 8 - (L2FRF) (L2FRF) three-dimensional counter - clockwise exchange 263 -

21、 8 - 5 - 3 - (R2FLF) (R2FLF) three-dimensional clockwise interchange Formulas 5, 6, 12 and 13 are variants of the same layer trigonometric exchange formula 1 and 2. After understanding, they can be solved without the addition of a number of formulas! Formulas 10, 11, and 1524 are multiple variations

22、 that relate to memory. After understanding, you only need to remember two formulas, one for one, one for the other. For example, 4, 6, 2, 5, 4 can be solved directly with (F2UB2U) x, more concise and clear. The upper and lower corner for relative corners 278, 4, 8, 2, 8 (RFRF) x 3U2 x 24, perform t

23、he basic formula on the third 288, 2, 8, 4, 8, U2 (RFRF) x 3 * 22, perform the basic formula on the third 297, 3, 1, 7, (R2U) * 2B2 (UR2) x, three-dimensional, counter clockwise 308, 1, 3, 8 (UR2UR2U), F2 (UR2UR2U), three-dimensional, clockwise interchange 315, 4, 2, 5 (UL2UL2U), F2 (UL2UL2U), three

24、-dimensional, counter clockwise Formulas 30 and 31 are reciprocal, remember that a formula is OK, and the U2 at the beginning and the end of the formula can solve the inverse state. Two groups of horns, one on the top and one at the bottom 32 13,57 (RFRF) x 3 (RFRF) * 3, two groups are diagonal chan

25、ge 33 13,58 (RFRF) * 3D (RFRF) * 3D(RFRF) * 3 diagonal upper, lower adjacent angle 34 14,57 (RFRF) * 3U(RFRF) * 3U (RFRF) * 3 composed of upper, lower diagonal 35 24,78 (RURU) (R2URU) (RURU) (R2URU) R2upper diagonal, the lower adjacent angle Go up to next to next to last 36 the two groups are compos

26、ed of a group of under the change, turn to the top, and then PLL on the formula composed of execution The group in a plane, in exchange for a group at the top and the bottom. 37 13,48 (RFRF) x 3 is diagonally changed on the face 38 57,48 (RFRF) * 3 39 12,45 (B2DB2) (RFRF) * 3 (B2DB2) on the surface

27、is composed of change 40 56,18 (B2UB2) (RFRF) * 3 (B2UB2); 41 23,48 (RURURURU2) * 2 Supreme 42 14,37 (RURURURUU) * 2 Front to front The two group is the exchange of the top and the bottom. 43 18,45 Take the F face as the U surface, first U2, then cross the upper and lower layers diagonally XU2 (L2l2

28、U) (L2l2U2) (L2l2U) (L2l2) X 44 15,48 LB(RFRF) * 3BL or Ry* 3yR (RURU) in front of the upper and lower adjacent angle change 45 26,48 LB* 3BL (RFRF) before and after the upper and lower adjacent angle change 46 36,48 L2 (RFRF) * 3L2 front composed of, after the diagonal change 47 18,27 X(RFRF) * 3 (

29、RFRF) * 3x (B surface U surface as the upper and lower diagonal) before and after the change Or: R2U2 (L2l2U) (L2l2U2) (L2l2U) R2 Four, edge position 11 - 5 - 3 - 1 MU2MU2 1 in 5, shift exchange 23 - 5 - 1 - 3 U2MU2M to 3 to 5, and then exchange 33 - 7 - 1 - 3 MU2MU2 3 in 7, shift exchange 41 - 7 -

30、3 - 1 U2MU2Mto 1 to 7, and then exchange 52 - 7 - 4 - 2 UMU2MU to 2 to 7, and then exchange 64 - 7 - 2 - 4 UMU2MUto 4 to 7, and then exchange 74 - 5 - 2 - 4 UMU2MU to 4 to 5, and then exchange 82 - 5 - 4 - 2 UMU2MUto 2 to 5, and then exchange 91 - 9 - 5 - 1 UL(UMU2MU) LU, 9 to 4, 1 and 2 In three for as long as there is, any two edges respectively in the upper and lower layer, a method can be used to adjust the formula 9 flexible solutions! (general than aligning with fewer layers Sanleng change) 10 13,57 (M2U2) * 2 below on the edge of the exchange 11 13,90 (L2U2) on the left s