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Thanks a lot for the detailed insight! That’s a really interesting point about delaying edge pairing until only two layers remain.I like some of the ideas here.
One standout trait of Petrus is reduction after 2x2x3. There's EO in the current Petrus form, and in the past Lars was also permuting the corners to be <U, R> solvable. After these reductions the rest is solved. For big cubes of all sizes I feel like the Petrus way would be to pair edges once reaching the stage where just two layers are unsolved. We've seen a couple of recent 4x4 methods do edge pairing after a 3x3x4 block. So your starting ideas and earlier edge pairing could be combined.
Absolutely notDo it for 21×21
Give me a week to evolve into an octopus, then I will try itDo it for a 34×34![]()
what’s your obsession with 21x21sDo it for 21×21
what’s your obsession with 21x21s![]()
Petrus solve on a 20x20 is super wild.Hey everyone
I’m excited to share a detailed Petrus-style method I’ve developed for solving big cubes — from 4×4 all the way up to 20×20.
The idea is to start on a 4×4 to grasp the method, then scale up while keeping the same logical structure.
I’ve prepared a step-by-step guide in a PDF, covering block building, efficient edge pairing, and smooth layer transitions for each size.
Here’s the PDF on Internet Archive: https://archive.org/details/petrus-method
If anyone tries it or gets stuck, feel free to ask questions here — I’m happy to help or discuss optimizations!
Happy cubing!
Shridarshan Mishra
6 by 6
But I never jump straight to the final boss - I level up cube by cube.Petrus solve on a 20x20 is super wild.
I bet anyone would be interested in doing that, or if it is even worth the effort