
J Perm | Speedcubing Tutorials
Speedcubing Tutorials. 3x3 Tutorial. CFOP Method
J Perm | Wikitubia | Fandom
2020年7月12日 · Dylan Q. Wang, better known online as J Perm, is a Canadian cubing YouTuber known for his Rubik's Cube related videos. He holds two national records (tied FMC single + FMC average.) Dylan is sponsored by the Cube Retailer SpeedCubeShop.
【J Perm】最少步教程之块构和插入 - 哔哩哔哩
,【J Perm】最少步教程之块构筑,【J Perm】F2L小技巧第二集,【PLL】H Perm对棱换的三速三单神奇手法,【F2L】最后一组F却跳O了?这些公式一定有用!,【魔方公式】八步T的1LLL|最好观察的1LLL? ... Skeletons & Insertions | FMC.
3x3 Fewest Moves: Scramble Switch Tutorial (NISS) FMC
FULL Fewest Moves (FMC) Playlist: • 3x3 Fewest Moves (FMC) Cube QiYi Valk 3: http://bit.ly/2lCjC0S SpeedCubeShop http://bit.ly/2nW3qWg Using the code "JPERM" supports my channel and also gives...
三阶CFOP全套持续更新公式推荐——PLL10/11(J Perm,两角两 …
Ja/Jb Perm的命名原因是因为其位置错误的块构成了J字型(L字型)。 它们都是两角两棱换 两种情况难度并不大,属于比较简单的PLL。 Ja Perm本人主力公式: y2 x R2 F R F' R U2 r' U r U2(11ETM,10STM) 这…
CFOP Speedsolving Method - J Perm
Cross, First 2 Layers, Orientation, Permutation (CFOP) is the most popular method for speedsolving the Rubik's Cube. It is the method used by all 3x3 world record holders in the last decade. Make sure you know how to read move notation to follow the tutorials. Step 1. Cross. You should have already learned about the cross in the Beginner Method.
【J Perm】最少步教程之高级插入rNISS,插入竟然不需要贴纸!_ …
,【J Perm】最少步教程之块构和插入,【J Perm】如何提高手速? 这些手法你必须掌握! ,【J Perm】魔方公式原理|带你彻底了解公式的本质,【J Perm】最少步教程之NISS(Normal Inverse Scramble Switch)入门,【魔方公式】单边翻棱的三种处理思路,【父女pk】当爸爸和 ...
【J Perm】最少步教程之伪块(Pseudo)介绍 - 哔哩哔哩
https://www.youtube.com/watch?v=4DchlVmclwo3x3 Fewest Moves: FAKE Blocks (Pseudo Blocks) FMC, 视频播放量 2275、弹幕量 1、点赞数 65、投硬币枚数 11 ...
J Perm - NamuWiki
He is the Canadian FMC singles/average record holder. The Chinese name is Wang Xin (王鑫, Wáng Xǐn). [7] . Since it is difficult to reach the podium in general sports where there are so many outstanding athletes, I am trying blindfold (solving puzzles while covering one's eyes).
CFOP Method - F2L - J Perm
With this video and the F2L algorithm document, you can check all of your solutions against the best ones. I don't recommend learning straight from this document without having a solid grasp of your own F2L solutions, which is why I recommend being at least sub-15 before trying to optimize your F2L. Predicting First Pair!
- 某些结果已被删除