I just shelled out the cash for a stack mat. It helps me keep my desk clean since I have it laid out and I don't want it to get random stains or anything.
How many cases would there be to solve DF and DR from any position/orientation on the cube (not counting AUF cases), as well as orientating UF UB UR and UL?
Edit: Er... The E layer is not a possible position for DF/ DR, and neither is DL or DB.
How many cases would there be to solve DF and DR from any position/orientation on the cube (not counting AUF cases), as well as orientating UF UB UR and UL?
Edit: Er... The E layer is not a possible position for DF/ DR, and neither is DL or DB.
Haha, just forget about it. Seriously. I found that the fastest way is to actually solve one and then solve the rest with an "alg" (I call it an "alg" because it can be optimized, but it's still completely intuitive).
The stickers on my Ghosthand FII are crap.
I need to replace the stickers on it but I don't want to simply sticker over them, is it necessary to buy those lan lan blade plastic remover things?
The stickers on my Ghosthand FII are crap.
I need to replace the stickers on it but I don't want to simply sticker over them, is it necessary to buy those lan lan blade plastic remover things?
You don't need the sticker remover, you can just peal them off any way you want (don't sticker on top). But I'll have to say having one of those saves soo much time... cou can basically run it over a face and peel the lot off in a few seconds.
You don't need the sticker remover, you can just peal them off any way you want (don't sticker on top). But I'll have to say having one of those saves soo much time... cou can basically run it over a face and peel the lot off in a few seconds.
Haha, just forget about it. Seriously. I found that the fastest way is to actually solve one and then solve the rest with an "alg" (I call it an "alg" because it can be optimized, but it's still completely intuitive).