Aperçu du jeu
Establish order from disorder.
Improve your deductive reasoning.
The puzzle consists of an arrangement of numbers from 1 to 9 in the form of a 3x3 grid. At first, the numbers contained by the grid are disorganized/unsorted. The goal is to sort the numbers, or to establish order from disorder by rearranging the numbers in case, such that the numbers are: 1, 2, 3 on the first line, 4, 5, 6 on the second line, and 7, 8, 9 on the last line.
This can be eventually accomplished by respecting the fallowing rules, where two numbers can be swapped if:
1. they are neighbours on the same row/column, but only if their difference is one.
2. they are neighbours diagonally, but only if their difference is two.
The swapping can be realized by firstly selecting the number you would like to move, becoming colored in orange; fallowed by the selection of one of the valid neighboring numbers that are indicated by being colored in green.
After you have solved a given arrangement/puzzle, a new one will be presented. Gradually, it becomes more difficult to solve, more challenging. If you ever lose your patience, felling lost or exhausted, appeal to the refresh button, and a new arrangement will be presented. Considering your performance(the way you appeal to the refresh button), the difficulty will stabilise at a certain level, adapting to your limitations, being enjoyable to solve and not irritating in particular.
Hopefully you'll have a satisfying solving experience, as intended.
The puzzle consists of an arrangement of numbers from 1 to 9 in the form of a 3x3 grid. At first, the numbers contained by the grid are disorganized/unsorted. The goal is to sort the numbers, or to establish order from disorder by rearranging the numbers in case, such that the numbers are: 1, 2, 3 on the first line, 4, 5, 6 on the second line, and 7, 8, 9 on the last line.
This can be eventually accomplished by respecting the fallowing rules, where two numbers can be swapped if:
1. they are neighbours on the same row/column, but only if their difference is one.
2. they are neighbours diagonally, but only if their difference is two.
The swapping can be realized by firstly selecting the number you would like to move, becoming colored in orange; fallowed by the selection of one of the valid neighboring numbers that are indicated by being colored in green.
After you have solved a given arrangement/puzzle, a new one will be presented. Gradually, it becomes more difficult to solve, more challenging. If you ever lose your patience, felling lost or exhausted, appeal to the refresh button, and a new arrangement will be presented. Considering your performance(the way you appeal to the refresh button), the difficulty will stabilise at a certain level, adapting to your limitations, being enjoyable to solve and not irritating in particular.
Hopefully you'll have a satisfying solving experience, as intended.
Développeur
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