Floppy Cube

The Floppy Cube is a 3x3x1 Rubik's Cube and it was invented by Katsuhiko Okamoto the inventor of the Void cube, Master Skewb, the fully functional 3x3x5 Cube, the Master Pyraminx and much more. He also made different versions of the 3x3x1 Cubes, like the Floppy Octagon (a Floppy Cube truncated into the shape of an octagon), Penta Floppy (pentagonal version), Hexa Floppy (hexagonal version), Scramble Cube (also known as Super Floppy Cube).

The 3x3x1 Floppy Cube is a single layer cube, having 9 cubes arranged in a square. It has 9 white and yellow stickers on the top and bottom and 3 green, orange, blue and red stickers on the sides. Only the corner pieces can switch places, so it has 192 possible permutations. The Super Floppy allows quarter-turns and corner re-arrangement beyond the flat layout, giving it a much larger state space: 3,041,280 possible scrambles (similart to a 2x2x2).

The sides can be turned 180 degrees and halfway through a move the center piece flexes a little bit, letting the corners stay connected to the center.

The highest order N x N x 1 fully functional cuboid ever made is a Royal Floppy Cube. This puzzle is a 9x9x1 Floppy Cube and it has large outer pieces to hold the smaller inner pieces together.

The solution

To solve a Floppy Cube first orient the four edge pieces according to the color of the yellow and white center piece. This is maximum one turn for each face.

After that find a corner piece which is already on the right spot, hold the puzzle in your hand so this piece is on the right-front (marked with OK) and do the algorithm: B L B L. In some cases you have to do this twice, and three times if there's no corner piece in the right spot. With this simple algorithm you can solve this puzzle.

solution Floppy Cube algorithm

LanLan Super Floppy Cube

The Super Floppy Cube was also invented by Katsuhiko Okamoto, and he originally called it the Scramble Cube.

This is a more complicated version of the Floppy Cube, where you can make quarter turns of the faces. This is the reason why there can be up to four corner pieces around a single edge piece, and it's possible to have an edge piece left alone with no corner piece at all.

scrambled
Scrambled shape-shifting Super Floppy Cube and a regular 3×3×1.

The LanLan Super Floppy moves much smoother than the classic 3x3x1 even without lubrication. It has very good quality rounded stickers. It can be used as a classic Floppy Cube if you don't make quarter turns, just half turns.

solved floppy cubeSolved Floppy Cubes
Aziz Azouz Mestiri
easy
solved
Soumik Dasgupta
BRUH you must be a genius
Archana Jain
Can you explain the math behind 192 permutations
Joanna Bonilla
192 possible permutations of the Super Floppy Cube come from the fact that only a small number of pieces can actually move, and pretty constrained compared to a Rubik's Cube. Specifically, there are 4 edges, which can be permuted in 4! = 24 different ways, and these pieces, or the middle sections have independent flip/orientation states that contribute an additional factor of 8. Multiplying these, we get 24 × 8 = 192 configurations.
Hariom Nanda
This is just like orienting the yellow corners on a rubix cube
Sully Roxenda
wat
Oscar Finley
can someone please help me find a normal floppy cube to buy? I can only find super floppy cubes
Tommy Filliater
do prime moves actually mean anything on a floppy cube?
Tyler Buhr
No. They would only be prime to make a specific algorithm easier on your wrists. However, the 1x3x3 is already so easy you can essentially solve it by randomly turning it with some purpose lol
Maria Eynilis Perez Mejia
alguien abla español
Maria Eynilis Perez Mejia
jajajajjjajaja jajajjajajajajaa jajajajajajaja jajaja easy