5x5x5 Cage Method Middle Layer Edges Help

[Cul3el2]

I recently learned the cage method for the 4x4, because I was intending to use it to solve larger cubes, rather than the reduction method. I decided to see how possible this was, and tried converting it to the 5x5x5. I solved The bottom edges, the bottom corners, oriented the top corners, permutated the top corners, solved the top edges, solve the bottom edges, solved the top edges, and that's where I need help. After about 2 and a half hours of frustratingly trying to come up with algorithms to solve the middle edges without affecting the rest of the cage, and a good 15 or 20 minutes searching the internet, I couldn't find anything. I decided to post this on speedsolving forum as a last resort. So, has anyone else come up with algorithms to solve the middle edges of a 5x5?

 

[Username]

Picture?

 

[AvGalen]

I think the most generic alg for middle layers is "Niklas" with the appropiate slice:
L' U R U' L U R' U'. where L and R can be any number of slices. this makes a very nice 3 cycle

 

[Phan man97]

picture rubik for you ??

 

[Renslay]

I recently learned the cage method for the 4x4, because I was intending to use it to solve larger cubes, rather than the reduction method. I decided to see how possible this was, and tried converting it to the 5x5x5. I solved The bottom edges, the bottom corners, oriented the top corners, permutated the top corners, solved the top edges, solve the bottom edges, solved the top edges, and that's where I need help. After about 2 and a half hours of frustratingly trying to come up with algorithms to solve the middle edges without affecting the rest of the cage, and a good 15 or 20 minutes searching the internet, I couldn't find anything. I decided to post this on speedsolving forum as a last resort. So, has anyone else come up with algorithms to solve the middle edges of a 5x5?

Please show us an image how far did you get; it is much easier to help and explain solving the rests.

 

[TMOY]

I recently learned the cage method for the 4x4, because I was intending to use it to solve larger cubes, rather than the reduction method. I decided to see how possible this was, and tried converting it to the 5x5x5. I solved The bottom edges, the bottom corners, oriented the top corners, permutated the top corners, solved the top edges, solve the bottom edges, solved the top edges, and that's where I need help. After about 2 and a half hours of frustratingly trying to come up with algorithms to solve the middle edges without affecting the rest of the cage, and a good 15 or 20 minutes searching the internet, I couldn't find anything. I decided to post this on speedsolving forum as a last resort. So, has anyone else come up with algorithms to solve the middle edges of a 5x5?

If you know how to solve the middle layer wings on the 4^3, then you can solve them exactly the same way on the 5^3. For midges, just use 3^3 middle layer algs (in CF or Roux style).

 

[Cul3el2]

I tried taking a picture, but my camera was dead. Essentially, every middle slice is in the right place, its just one needs flipped, and the one diagonally across needs flipped.

 

[Renslay]

I tried taking a picture, but my camera was dead. Essentially, every middle slice is in the right place, its just one needs flipped, and the one diagonally across needs flipped.

Something like this?
L2 R' E' R2 E2 R' U2 R E2 R2 E R U2 L2

 

[Cul3el2]

That was exactly what I needed, Thank you!