Accomplishment Thread

[vcuber13]

finally did good at square 1
21.19, 15.53, 13.71, 16.69, 13.15 = 15.31 average and NR single. parity on the 21, 13.15, and i don't remember on the 16

 

[Robert-Y]

555, more yau5

Best average of 12: 1:18.30
3-14 - 1:20.49 1:17.22 1:18.66 (1:44.96) (1:07.80) 1:22.58 1:16.52 1:22.21 1:22.11 1:16.68 1:13.71 1:12.86

Fortunately not that many pops this time

 

[mDiPalma]

petrus avg100: 18.06

Spoiler

13.37, 15.98, 22.52, 15.42, 22.15, 18.21, 22.45, 18.99, 23.28, 14.34, 18.73, 23.04, 19.99, 15.11, 20.31, 23.62, 19.73, 14.79, 16.57, 17.85, 18.95, 19.20, 20.18, 18.89, 16.65, 15.51, 18.76, 21.95, 18.10, 17.02, 20.16, 16.84, 16.13, 21.51, 16.69, 18.49, 15.86, 20.98, 17.59, 17.87, 17.86, 17.60, 18.18, 16.56, 18.16, 20.08, 14.36, 18.67, 20.57, 16.77, 15.71, 17.31, 17.93, 18.77, 18.08, 18.51, 20.01, 14.70, 20.25, 19.46, 17.89, 19.29, 13.97, 18.52, 19.70, 19.94, 16.60, 18.91, 17.06, 19.12, 17.72, 18.93, 17.08, 17.66, 16.05, 18.51, 18.04, 14.92, 17.78, 18.24, 15.03, 16.45, 19.09, 14.32, 17.68, 18.51, 16.87, 20.31, 17.38, 19.95, 17.91, 15.93, 13.67, 21.72, 16.71, 18.31, 17.67, 18.43, 18.45, 12.98

 

[qqwref]

51.55 4x4 single, using roux-by-four (Eido style)/modified KBCM

 

[ben1996123]

qcube 4x4 on tablet computer with virtual keyboard 4:34.215 single :/

 

[Tyjet66]

I finally got around to learning all the algorithms needed for the 4x4. After only 4 years of owning a 4x4 lol. Also, fun fact: Did you know that the OLL parity algorithm is the same as the checkerboard algorithm for 5x5+ edges? *facepalm*

 

[KCuber]

6x6 PBs
2:38.xx single+
2:48.55, 3:00.08, 2:57.44, 2:46.93, 2:48.51=2:51.50 PB Average of 5

EDIT: 2:48.55, 3:00.08, 2:57.44, 2:46.93, 2:48.51, 2:50.16, 2:54.73, 3:07.94, 2:33.04, 2:56.67, 3:01.07, 2:58.47=2:54.26
Bold Times are a 2:51.13 average of 5, green time is PB single.

 

[uberCuber]

I finally got around to learning all the algorithms needed for the 4x4.

"all" of them? You can solve a 4x4 with just two non-3x3 algorithms: the so-called OLL and PLL parities.

 

[jonlin]

Except only the OLL is parity, the PLL is a 2 swap-2 swap like an H perm

 

[mitch1234]

Nice single, not a pb.

 

[uberCuber]

Except only the OLL is parity, the PLL is a 2 swap-2 swap like an H perm

I am aware of what parity is; this is why I said "so-called", because "OLL parity" and "PLL parity" are just widely-used names. Perhaps I should have put the word 'parities' in quotation marks to make it clearer that I didn't actually think both are parity.

 

[iEnjoyCubing]

PB Ao12: 15.61

14.68, 17.21, 16.54, 15.83, 16.40, (19.56), (12.82), 15.06, 15.81, 15.02, 16.20, 13.36

 

[Ickathu]

I am aware of what parity is; this is why I said "so-called", because "OLL parity" and "PLL parity" are just widely-used names. Perhaps I should have put the word 'parities' in quotation marks to make it clearer that I didn't actually think both are parity.

And, for the record, OLL "parity" isn't actually parity any more than PP. OP is created by an odd number of slice turns and PP is created during pairing of the last 2/3 edges.

 

[vcuber13]

oll parity is definitely a parity
regarding your sig, cfop has bowties

 

[Tyjet66]

"all" of them? You can solve a 4x4 with just two non-3x3 algorithms: the so-called OLL and PLL parities.

Yes, "all". The OLL parity, the PLL parity, and one for the last two edges. I know the latter isn't necessary but it helps. The OLL parity I already knew, but I didn't know that I already knew it from the 5x5. The PLL parity one is a joke so I got that one down really quickly.

 

[cubecraze1]

4.76 pb 2x2 avg 100

lol I don't practice at all

 

[RCTACameron]

2.01 2x2 average of 50. Equal UWR? This is using 48/50, I will check if qqtimer uses a different method for average of 50 later.

Edit: No it doesn't, I forgot the qqtimer doesn't even show average of 50.

I finished the average of 100. Failed a bit, but still pretty good. In bold is the average of 50. In blue is the best average of 12 (1.85), and in red is the best average of 5 (1.72.)

1.91, 1.83, 1.59, 2.44, 1.80, 1.59, 1.86, (1.22), 1.78, 2.52, 2.18, 1.72, 2.22, 1.81, 2.09, 2.40, 1.58, 1.65, 2.11, 2.41, 1.72, 1.61, 2.05, 3.21, 1.80, 3.00, 3.22, 1.83, (0.94), 1.68, 2.44, 2.18, 1.58, 2.93, 2.33, (1.47), 2.03, 2.05, 2.27, 2.06, 2.19, 1.69, 1.75, 1.84, 1.90, 1.68, 1.81, (4.31+), 1.81, 1.72, 1.77, 3.18, 1.71, 2.44, 2.30, (3.55), 1.68, (1.55), 2.40, 2.27, 1.86, 2.33, 2.13, 1.88, 2.28, 2.36, 2.43, 2.25, 2.21, 2.00, 2.28, (4.44), 2.00, 1.72, 2.34, 1.97, 3.18, 2.52, 3.21, 2.66, 2.22, 1.86, 1.90, 1.86, 1.56, 1.81, (3.47), 2.11, 1.81, 1.94, 2.36, 2.00, 1.91, 2.71, 1.93, 2.18, 2.43, (5.52), 1.93, (1.44) = 2.11

Spoiler: Scrambles

1. 1.91 U R2 U' R F' R2 F2 U2 F' R' U'
2. 1.83 R F2 U F U' R2 F R U' R2 U'
3. 1.59 F2 R2 F' R U' R' U R2 U' R2 U'
4. 2.44 F R2 F' R U' R2 U' R2 F R' U'
5. 1.80 U2 F2 U R2 U' R U2 R' F' R' U'
6. 1.59 R' F U' F R' U F R U' R' U'
7. 1.86 R' U R' F U2 R2 U' R' U R' U'
8. 1.22 F' U R' F U2 R2 U' R' U R' U'
9. 1.78 F' U R2 U' R U2 R2 U' F2 R' U'
10. 2.52 U' R2 U2 R' F' R2 U2 F U2 R' U'
11. 2.18 R2 U' F2 R U' R F2 R' F' R' U'
12. 1.72 R' F2 U' R U2 F' R F U' R' U'
13. 2.22 F R' U' R' U F2 R2 F' U2 R' U'
14. 1.81 F U2 F R2 F R' F R2 F' R' U'
15. 2.09 F R' F' R2 U R' U2 R U R2 U'
16. 2.40 R' F U R2 F2 R' F2 R U2 R' U'
17. 1.58 U' R F2 R2 F2 U R2 U' F2 R' U'
18. 1.65 R' F2 R2 U' F' U' F2 R U R' U'
19. 2.11 R2 F' U F' U2 F R F' U2 R2 U'
20. 2.41 F' R' F2 R' U F U' R2 F2 R' U'
21. 1.72 U2 F' R F U2 R2 U' R U2 F' U'
22. 1.61 F' R' F U' F2 U' F2 R2 U2 R' U'
23. 2.05 R2 U' F2 R' F2 R F R' U' R' U'
24. 3.21 U R F2 U F2 U2 R F2 U' R' U'
25. 1.80 U R' F2 R F' R F R U' R' U'
26. 3.00 U F U2 R' F2 U2 R F U2 R2 U'
27. 3.22 F' U' R' F2 U R F2 R F' R' U'
28. 1.83 R F2 U2 R U' R2 F R U' R' U'
29. 0.94 R2 U2 R' F R U2 F R U' R' U'
30. 1.68 U F' R2 U F' U2 F' R' U2 R' U'
31. 2.44 F U F2 R' F U F2 R2 U' R' U'
32. 2.18 R2 U' F' R U' R F2 R F' R2 U'
33. 1.58 F2 R U' R' U F' U' F' U' R' U'
34. 2.93 R' U' R2 U' R' F U2 R' F' R2 U'
35. 2.33 F2 U R2 U F2 U' F2 U' F' R2 U'
36. 1.47 R' U F' U2 R F R' F' U2 R' U'
37. 2.03 U R2 F' U' F U2 F R' U2 R' U'
38. 2.05 R U2 F2 R' F' U F' R2 F R2 U'
39. 2.27 R U F R' U2 F U' R2 U' R2 U'
40. 2.06 U2 F2 U2 F' U F' U2 R' U R U'
41. 2.19 F U' R U R F2 U' R' F2 R2 U'
42. 1.69 F U2 R' U F U F2 R U' R' U'
43. 1.75 R F2 U R' U2 R U R2 U2 R2 U'
44. 1.84 R' U F U' F U R' F2 U' R' U'
45. 1.90 U R2 F R2 F' R F' U F' R' U'
46. 1.68 R' U R F' R' U2 R F' U R' U'
47. 1.81 F' R U F2 R U F R' U' R' U'
48. 4.31 R U F R' U R U2 R2 U' F2 U'
49. 1.81 U' R U2 F2 U' R' U R' F' R2 U'
50. 1.72 R2 F2 U' R F2 R F2 U F' R' U'
51. 1.77 R' U2 R U' R F' R2 F2 U R' U'
52. 3.18 U2 R F2 R U R U2 F U' R' U'
53. 1.71 R2 U2 F2 U' R2 U' F U F R' U'
54. 2.44 U' R2 U F' U F2 U' R2 F' R2 U'
55. 2.30 U' F U' F R F2 U F2 U' R' U'
56. 3.55 F2 U' R F R2 F2 R2 U F2 R' U'
57. 1.68 R2 U F2 U' F U R2 U F2 R2 U'
58. 1.55 U' R' F U F R2 U' F U R' U'
59. 2.40 U' F2 U2 F' R2 U F R' U2 R2 U'
60. 2.27 R F2 U F' U' R U' F2 R F' U'
61. 1.86 R2 F R F2 U' F R U' F2 R' U'
62. 2.33 U2 F2 U F U2 R U2 R' U2 R U'
63. 2.13 F2 U' R U' R2 F U' R2 F2 R' U'
64. 1.88 R2 U R' U' R F' R U' R2 F2 U'
65. 2.28 F' R' F U2 F U' F R2 F' R' U'
66. 2.36 U F' U F' U R2 F' U2 F R' U'
67. 2.43 F U2 R2 F2 U' R' U2 R' U2 R2 U'
68. 2.25 U2 R F' U F' U2 F' R2 U' R2 U'
69. 2.21 R2 F' R U R' U2 F R F2 R U'
70. 2.00 U' R U R F2 R U2 R U2 R2 U'
71. 2.28 U2 F' U2 R U R U' R' F' R' U'
72. 4.44 R' F2 U R' U' R' U R' U' R U'
73. 2.00 F R F' R' U F' U2 R U' R' U'
74. 1.72 F2 U R U2 R U2 R2 F' U' R U'
75. 2.34 U2 R2 U' F2 R' U' F R2 U' R' U'
76. 1.97 F' R F R' U' F2 U2 R U2 R2 U'
77. 3.18 U' F2 U R' U' R2 U2 R' F' R U'
78. 2.52 R U2 F' R' F' U2 R2 F U2 R2 U'
79. 3.21 U2 F U F' R2 F' U R U2 R' U'
80. 2.66 U2 F U2 F U' R2 F U2 F' R' U'
81. 2.22 U2 R' F' U R' F' U2 F' U' R' U'
82. 1.86 R' F' U F' R2 F U' R' U R' U'
83. 1.90 U' R' U F2 R2 U2 F' U' F2 R2 U'
84. 1.86 F' U' F2 U2 F' U' F2 R U R' U'
85. 1.56 R2 U' R F2 R U R' F U R' U'
86. 1.81 U R' F U' R U' F R' U' R' U'
87. 3.47 R F U2 F2 U2 F U2 F' U2 R' U'
88. 2.11 F' R U2 F2 U' R2 F U2 F' R' U'
89. 1.81 F R2 U R U F2 U2 R U2 R' U'
90. 1.94 R F2 U R2 F' U R2 F' U' R' U'
91. 2.36 U R F' U2 R2 F' U F U' R2 U'
92. 2.00 U' R2 U' R' U F2 R' F' U' R' U'
93. 1.91 R2 F R2 F' U2 R U R' U R' U'
94. 2.71 U F2 U2 F' U F2 U F' U' R' U'
95. 1.93 F' U2 F' R U' F2 U' F' U2 R' U'
96. 2.18 R U2 F R' U R2 F' R U R U'
97. 2.43 R2 F' U2 F U' F' U' R2 U2 R2 U'
98. 5.52 U R' U F R' F R2 F' U2 R' U'
99. 1.93 U F R U F' R U' R2 F2 R' U'
100. 1.44 R' U2 R2 U' R' U2 R U2 F R' U'
101. 2.03 R F2 U' F R F' U' R' U R' U'
102. 2.03 F2 R2 U R F2 U' F R U2 F2 U'
103. 7.11 F2 R F2 R' U' F2 U' F U R' U'

Edit: And new PB for sub-2 average of x (most solves in a sub-2 average): 33!

 

[Robert-Y]

If people say that they had parity solve, it generally means more time was used than without parity. However it depends on the method you use... I can kinda "ignore" OLL parity with some kind of domino method for 444 (unpublished).

But anyway:

Accomplishment: 1:13 avg of 5, 555, possibly pb. Only my 1:17 avg of 12 from over a year ago needs to be broken...

 

[Kattenvriendin]

Woot!! See sig, first sub-40 YAY! And a new average of 5 PB as well. Logical with such a time hehe.

It was a lucky solve though in my opinion, but it counts!
U' R2 D L2 U' F2 U2 L2 D L2 U2 L U B R D F L F R L'

 

[ben1996123]

1.928, 1.256, 1.776, (4.112), 1.472, 2.648, 1.807, 2.344, 2.584, 1.704, (0.568), 2.008 = 1.953

2x2 sim