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The edge pieces cannot be flipped or misorientated (See Solving), therefore this is also not taken into account. it is impossible to swap one pair of pieces while leaving the rest of the puzzle solved), which divides the limit by 2. Only even permutations of these pieces are possible (i.e. The remaining eleven edge pieces can be permutated in 11 ! different ways, relative to the first edge piece. Therefore, the position of the first given edge is not taken into account. This means naturally there are twelve possible positions for the first given edge, however due to the lack of visible fixed "reference" pieces, all of these positions are rotationally symmetrical to each other. It also likewise has two distinct solutions: one with the same colour on each of the faces and one with the same colour at each of the corners. Like the Dino Cube, The BrainTwist has twelve movable pieces, and each move rotates three pieces around one corner. Mathematically, the puzzle is identical to Hoberman's BrainTwist, which is a tetrahedral puzzle that can "flip" inside out and reveal another set of four faces. The two solutions are mirror images of each other and the only visual difference between them is their colour schemes for example, one solution has the colours Blue - Yellow - Red going clockwise around one vertex, while in the other these colours go anticlockwise.
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Īlthough not obvious at the first glance, the six-colour Dino Cube actually has two distinct configurations that represent a solved puzzle.
![cara menyelesaikan rubik cube 2x2 cara menyelesaikan rubik cube 2x2](https://i.ytimg.com/vi/2obINhF-8Z0/maxresdefault.jpg)
Therefore, the solver never has to worry about changing the orientation of any pieces. In addition, each edge piece only has one possible orientation, meaning that if a given piece is in the correct position, it will always be orientated the correct way as well. One of the things that make it so easy is the fact that each move only affects three edge pieces at once, which means it is easy to solve one part of the puzzle without disturbing what is already solved. The Dino Cube is considered to be one of the easiest twisty puzzles to solve. The Dino cube in its second solved state, which is a mirror image of the first one. The purpose of the puzzle is to scramble the colours and then restore them to their original configuration, usually of one colour per face. However, a few versions with other colour schemes also exist, including one with four colours (where each colour is centred around one corner of the cube in the solved state), and one with just two colours (where each colour present on half of the puzzle). This is in common with most other cubic twisty puzzles, including the Rubik's Cube. The vast majority of mass-produced Dino Cubes have the standard six-colour scheme, with one colour on each face of the cube in the solved state. There are in fact eight more "hidden" pieces inside the puzzle, which are located at the corners and are fixed to the puzzle's core these pieces only become visible in the middle of a move. The puzzle can be thought of as twisting around its corners: each move changes the position of three edge pieces adjacent to the same corner, by rotating them around that corner. It consists of 12 movable pieces, all of which are located on the edges of the cube. The Dino Cube is a twisty puzzle in the shape of a cube. Note the black pieces inside of the puzzle: these are "hidden" corner pieces which form the core of the puzzle.
![cara menyelesaikan rubik cube 2x2 cara menyelesaikan rubik cube 2x2](https://id-test-11.slatic.net/p/ea0cf7bc40dc60ae97fa0fc7435c15f3.png)
The six-colour Dino Cube in the middle of a move, showing how the puzzle can be scrambled.