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首先 请各位看一下这个
http://www.speedsolving.com/forum/showthread.php?t=14908&page=3
第26楼
本人在看了之后很惊讶 于是就问了一下此玩家(TMOY) 他的技巧
i was quite shocked when i saw your elegant corners first solution in the weekly competition.
could you tell me your elegant way to do it?
thanks!
以下是他的答复
Well, here's how I proceed to get elegant corners first solutions
- first I look for a good solution for corners, that is I perforn the equivalent of a FMC on the 2^3. This should take no more than 15-20 minutes;
- next I go back to the 3^3 and I try, if possible, to tweak my corners solution (mainly by replacing some single layer moves with double layer moves) to have a few edges solved at the same time;
- finally I solve edges, 2 at a time whenever possible. Since there are usually many different ways to pair them, I look for the one which gives me the skip of the whole middle layer if possible, or at least of the orientation step.
Of course the usual FMC stuff (premoves, reverse scramble, insertions, and so on) can be used too.
Hope this helps
原文翻译:
当我在每周的线上比赛中看到 你简练的角先解法时 我十分震惊
您能不能告诉我这是如何做到的呢?
谢谢!
TMOY的回复:
恩 这就是我如何得到一个简练的角先法答案的
-首先,我找到步数较少的角块的解法,也就相当于最少步解一个二阶魔方。这一步应该只花15-20分钟完成
-接着,我回到3x3x3的魔方,然后,我试着去(如果可能的话),去调整我的角块解法(主要是通过用双层转动来代替原来的单层转动),以使得在完成所有角块的同时,有一些棱块也已经归位
-最后,我解决剩下的棱块。如果可以的话,一次解决两个。因为经常会有许多不同的组对方法,所以我尽量寻找能使M层跳过的,至少是能使最后调整色相的步骤跳过的
当然,常用的最少步技巧也适用
希望这些能对你有所帮助
[ 本帖最后由 2rabbits 于 2009-9-6 15:33 编辑 ] |
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