ALL F2L ALGORITHMS PDF

F2L Algorithms – All Four Slot Angles. Developed by Feliks Zemdegs and Andy Klise. Images sourced from Conrad Rider’s VisualCube. This algorithm sheet has some more algorithms for F2L. These algorithms/cases are picked because they are rotationless, short and easy to learn, but also. F2L Algorithms. Just algs. 42 of them. Learn them. Picture. U (R U’ R’). Picture. ( R U R’). Picture. U’ (R U2′ R’) U2 (R U’ R’). Picture. U’ (R U R’ U)(R U R’). Picture.

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It consists of four steps: Although it requires you to memorise many up to 78 different algorithms, it’s one of the fastest speedcubing methods.

It algorlthms recommended that you should start learning using the beginner method first, then use the Fridrich method once you have become proficient at that. The cross is done intuitively.

It is usually done starting with the white colored squares.

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You should do it on the bottom because then it’s easier to locate the other pieces. A tip for training is to do the cross blindfolded.

Hints for the First 2 Layers

This will allow you to focus on the next step, F2L while doing the cross. Make sure that the colours d2l the other stickers on the edges are in this order: Don’t forget to align the centers pieces of the cube! The strategy here is to join a corner of the first layer with the edge that goes above it, then algoritums that pair.

The cases for this step can all be solved intuitively if you have enough experience.

Speedcubing Guide

The cases described below are designed to help you gain that intuition. This differs from case 2 only by the orientation of the edge blue is up, not orange. To join the pair, UR will move the edge into a position where the corner can attach to it properly, then U will join algorityms pair and R’ will put it on the top.

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Now insert the pair into its slot. If you do UF’U2, you can turn this case into case 2 above. If you do RU2R’, you can turn this into case 3.

There are, of course, many more cases than this, but most can be solved with the strategies above or can be reduced to one of the above cases. OLL consists of 57 different algorithms.