This method is not as dependent on algorithm memorization as the CFOP method since all but the third step is done with intuition as opposed to predefined sets of algorithms. Because of the frequent use of M moves, the Roux method can be performed without any rotations (unlike the CFOP method) which means it is easier to look ahead (solving a collection of pieces while at the same time looking for the solution to the next step) while solving. It is also considered one of the most efficient speedsolving methods with its average move count being in between 45 and 50 moves for experienced solvers. However, the Roux method of speedcubing has been criticized over the years because, unlike CFOP, ZZ or Petrus, Roux requires M (middle) slices to solve the LSE. Using M slice moves makes it harder to achieve higher TPS (turns per second) because the fingertricks are almost always flicks which can explain why Roux is slower than CFOP, but with enough practice you can get high TPS.