Rubiks Impossible Lenticular Puzzle 604 Bitar [Pussel]

Looking for a mind-bending challenge beyond your favorite Rubik’s Cube? This 604-piece lenticular puzzle features layers of Rubik’s Cubes with color-shifting puzzle pieces that will keep you guessing all the way to the last piece! Want even more of a challenge? If you solve the Impossible, add on the bonus pieces for an extra 15.24 x 12.7cm Rubik’s Cube puzzle to add additional complexity. Once you’re done, display your puzzle with the included matching poster. Puzzle measures 69.85 x 47.62cm. It’s the perfect puzzle for Rubik’s Cube fans who love a brain teaser challenge!

Shop the whole collection of Rubik’s Cube toys and puzzles. Rubik's Cubes make great gifts for kids who love kids puzzles and sensory toys! A must-have gift for toy and puzzle lovers and fans of puzzles for adults, fidgets, and kids puzzles, the aim is to try twist and turn the Rubik’s Cube to its original state, with every side having one solid color. There are 43,252,003,274,489,856,000 ways of arranging the squares, and only one of these is the solution. Shop the whole Rubik’s Cube collection for the ultimate collection of fidget cube gifts for men, gifts for women, and gifts for teens. Includes: 604 Lenticular Pieces, Poster

SOLVE THE UNSOLUBLE
This 604-piece lenticular puzzle measuring 69.85 x 47.62cm features different layers of Rubik's Cubes and color-changing puzzle pieces that will make you dig your head to the last move

2 IN 1 PUZZLE
Want even more challenge? If you solve the Impossible, add the bonus pieces to form an additional 15.24 x 12.7cm Rubik's Cube puzzle and make the puzzle even more intricate

SOLVE AND EXHIBIT
Once your puzzle is complete, display it with the matching poster included

A TRUE CHALLENGE FOR PUZZLE LOVERS
The perfect puzzle for Rubik's Cube fans who love puzzle challenges. There are 43,252,003,274,489,856,000 possible combinations and one solution

TURN, SWIVEL AND REPEAT
The original Rubik's Cube 3x3 features 6 different coloured sides, each consisting of 9 squares. Once the faces are mixed, rotate and rotate the cube until each of the 6 faces has only 1 color