Mefferts Icosoku Puzzle Cube
ICOSOKU is a brilliant Brainteaser with literally thousands of challenges. First remove all the dotted tiles & number buttons. Then place all 12 number buttons randomly on the Brainteaser. Now position the 20 dotted tiles so that all the dots surrounding each number button add up exactly to the number on the button. Youve succeeded when youve placed all the dotted tiles correctly so the numbers match the surrounding dots, with no dotted tiles left over To create a new challenge simply swop a few number buttons and you have a new challenge to solve! Endless hours of fun!
ICOSOKU is a brilliant Brainteaser with literally thousands of challenges. First remove all the dotted tiles & number buttons. Then place all 12 number buttons randomly on the Brainteaser. Now position the 20 dotted tiles so that all the dots surrounding each number button add up exactly to the number on the button. Youve succeeded when youve placed all the dotted tiles correctly so the numbers match the surrounding dots, with no dotted tiles left over To create a new challenge simply swop a few number buttons and you have a new challenge to solve! Endless hours of fun!
ICOSOKU is a brilliant Brainteaser with literally thousands of challenges. First remove all the dotted tiles & number buttons. Then place all 12 number buttons randomly on the Brainteaser. Now position the 20 dotted tiles so that all the dots surrounding each number button add up exactly to the number on the button. Youve succeeded when youve placed all the dotted tiles correctly so the numbers match the surrounding dots, with no dotted tiles left over To create a new challenge simply swop a few number buttons and you have a new challenge to solve! Endless hours of fun!
ICOSOKU is a brilliant Brainteaser with literally thousands of challenges. First remove all the dotted tiles & number buttons. Then place all 12 number buttons randomly on the Brainteaser. Now position the 20 dotted tiles so that all the dots surrounding each number button add up exactly to the number on the button. Youve succeeded when youve placed all the dotted tiles correctly so the numbers match the surrounding dots, with no dotted tiles left over To create a new challenge simply swop a few number buttons and you have a new challenge to solve! Endless hours of fun!
in 20 offers
The lowest price for Mefferts Icosoku Puzzle Cube right now is $20.00 at Mega Games Penrith, compared across 17 retailers.
The all-time low was $20.00 on 30 Jan 2026. That's the lowest price we've ever tracked — a great time to buy.
Prices last updated 11 May 2026.
Last updated at 11/05/2026 21:54:26
Meffert's Icosoku Cube
Icosoku - Unusual Shape - Rubik's Cube
Delivery $15.52
Puzzle - Mefferts Icosoku Cube
Delivery $12
Recent Toys Mefferts Icosoku Cube Brain Teaser Puzzle (VEN850252)
Free delivery
Puzzle - Mefferts Icosoku Cube
Delivery $12
Puzzle - Mefferts Icosoku Cube
Delivery $12
Puzzle - Mefferts Icosoku Cube
Delivery $12
Puzzle Meffert's Icosoku Cube
Delivery between 15–20 May $15
ICOSOKU CUBE
Delivery between 14–22 May $10.95
Meffert's Icosoku
Delivery $10
originally posted on allegro.pl
ok
originally posted on galaxus.ch
I recieved a tile (3,3,1) instead of a (1,2,3), making the puzzle impossible to solve as the sum of the yellow pins is 78 and the sum of the dots is 79 instead of 78! For others the list of correct tiles is: (0,0,3)(0,0,1)(0,0,0)(0,0,2)(1,1,0)(3,0,3)(1,2,0)(1,1,1)(0,1,2)(0,2,1)(0,1,2)(0,2,2)(0,2,1)(2,2,2)(0,2,1)(2,3,1)(1,3,2)(3,3,3)(3,1,2)(3,2,1)
originally posted on galaxus.ch
finally did it, thinking about putting it into a resin as a trophy :)
| Variant | |
| title | Default Title |
Meffert's Icosoku Cube
Icosoku - Unusual Shape - Rubik's Cube
Delivery $15.52
Puzzle - Mefferts Icosoku Cube
Delivery $12
Recent Toys Mefferts Icosoku Cube Brain Teaser Puzzle (VEN850252)
Free delivery
Puzzle - Mefferts Icosoku Cube
Delivery $12
ok
I recieved a tile (3,3,1) instead of a (1,2,3), making the puzzle impossible to solve as the sum of the yellow pins is 78 and the sum of the dots is 79 instead of 78! For others the list of correct tiles is: (0,0,3)(0,0,1)(0,0,0)(0,0,2)(1,1,0)(3,0,3)(1,2,0)(1,1,1)(0,1,2)(0,2,1)(0,1,2)(0,2,2)(0,2,1)(2,2,2)(0,2,1)(2,3,1)(1,3,2)(3,3,3)(3,1,2)(3,2,1)
finally did it, thinking about putting it into a resin as a trophy :)
| Variant | |
| title | Default Title |
