AvGalen
Premium Member
OK, now I understand. But I strongely disagree with
If you teach a beginner how to solve a cube blindfolded you didn't distract him by telling him about center-safe algs! After she/he is able to do solve a cube blindfolded you can continue with advanced stuff like that.
That is why I take the cube apart and show the beginning and end-situation of that step. All other cubies and stickers are only confusing.
I still don't understand you point about the "fundamental understanding of the cube". I have explained the core/centers (1 sticker, cannot move, opposite colors). I have explained the edges (2 stickers, positioned between 2 centers, can only be located on 1 place on a solved cube). I have explained corners (3 stickers, positioned on the corners between 3 edges, can only be located on 1 place on a solved cube). I have explained that pieces/cubies move, but stickers don't (a red-orange-green corner is impossible). And I have explained notation/terminology without making it boring or "to much like math". What did I forget?
. I think the opposite is true. If you want to teach a complete beginner you should teach her/him as little as needed. Teaching someone how to get an edge from X to Y shouldn't be taught. Teaching someone that they should move the edge from X to Y should be taught and you give him some general guidelines like I did in two differente ways for both cross and corners.If you want to teach a beginners method, then you need to cover everything
If you teach a beginner how to solve a cube blindfolded you didn't distract him by telling him about center-safe algs! After she/he is able to do solve a cube blindfolded you can continue with advanced stuff like that.
That is why I take the cube apart and show the beginning and end-situation of that step. All other cubies and stickers are only confusing.
I still don't understand you point about the "fundamental understanding of the cube". I have explained the core/centers (1 sticker, cannot move, opposite colors). I have explained the edges (2 stickers, positioned between 2 centers, can only be located on 1 place on a solved cube). I have explained corners (3 stickers, positioned on the corners between 3 edges, can only be located on 1 place on a solved cube). I have explained that pieces/cubies move, but stickers don't (a red-orange-green corner is impossible). And I have explained notation/terminology without making it boring or "to much like math". What did I forget?