I have recently learned the One algoritm method for solving 3x3. I did the beginners version of Fridrich before (and still do, - the one algoritm isn't that interesting and especially not fast at all, - but it's very easy to learn/teach and I believe a good introduction to cubing)
My question is - are there a one algoritm solution for the megaminx?
I can, with a few modifications to Erik Akkersdijk's one algoritm method, get to a position with everything solved except for permuting the edges on the last layer.
Is there a way to permute the edges on the last layer? If at all possible just using the 'sexy-move' (or almost just the 'sexy-move' - just like Erik cheats a little bit and have a bit loose definition of a algoritm).
My question is - are there a one algoritm solution for the megaminx?
I can, with a few modifications to Erik Akkersdijk's one algoritm method, get to a position with everything solved except for permuting the edges on the last layer.
Is there a way to permute the edges on the last layer? If at all possible just using the 'sexy-move' (or almost just the 'sexy-move' - just like Erik cheats a little bit and have a bit loose definition of a algoritm).