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"Numb, number & numberer" is a puzzle game "based" on 2048 gameplay.

Version | 1.1 (2) |

Updated | Sep 25, 2018 (2 years ago) |

Developer | colorszzzx |

Category | Games, Puzzle |

ID | com.numbnumbernumbererchamp1 |

Installs | 100+ |

"Numb, number & numberer" is a game

"based" on 2048 gameplay.

This game is played on a grid,

with numbered tiles that slide smoothly

when a player moves them.

The main difference between this game and the version

"Numb, number & numberer" is the addition of a championship mode

with achievements and leaderboards.

A puzzle game with 6 game modes.

3 original musics(I hope that at least

someone find them not so bad).

rules of "64 game mode" :

If two tiles with the same number collide while

moving, they will merge into a "non-mergeable"

black 999 tile.

There's an exception to this rule.

if two tiles with the number 32 merge in a 64 tile.

If two tiles with different numbers whose

the sum is strictly superior to 32 collide

while moving, they will merge into a

"non-mergeable" black 999 tile.

If two tiles with different numbers whose

the sum is superior to 32 collide

while moving, they will merge into a

mergeable tile whose the number is the sum

of the numbers.

Rules of "24600 game mode" :

The rules of this mode are the

same than those of "64" game mode

but you need to obtain a score

of 24600 to win.

Rules of "2310 game mode" (part 1/2):

If two tiles with the same number collide

while moving, they will merge into a

"non-mergeable" black 999 tile.

If two tiles with different numbers whose

the product isn't a divisor of 2310

collide while moving, they will merge

into a "non-mergeable" black 999 tile.

If two tiles with different numbers whose

the product is a divisor of 2310 collide

while moving, they will merge into a

mergeable tile whose the number is the

product of the numbers.

"m is a divisor of n" ,

m divides n or n is a multiple of m

if dividing n by m gives an integer number.

Example:

15/5=3 therefore 5 is a divisor of 15.

15/2=7.5 therefore 2 isn't a divisor of 15.

Rules of "99+ game mode" :

If two tiles whose

the sum is strictly superior to 99 collide

while moving, they will merge into a

"non-mergeable" black 999 tile.

If two tiles whose

the sum is inferior to 99 collide

while moving, they will merge into a

mergeable tile whose the number is the sum

of the numbers.

You need to obtain a tile with the number

99 to win.

Rules of "9 × 5 game mode" :

If two tiles whose

the product is strictly superior to 99

collide while moving, they will merge

into a "non-mergeable" black 999 tile.

If two tiles whose

the product is inferior to 99 collide

while moving, they will merge into a

mergeable tile whose the number is

the product of the numbers.

You need to obtain at least 5 tiles

whose the numbers are 5 different

number in the table of 9 to win.

Rules of "74.75.76.77 game mode" :

If two tiles whose

the product is strictly superior to 99

collide while moving, they will merge

into a "non-mergeable" black 999 tile.

If two tiles whose

the product is inferior to 99 collide

while moving, they will merge into a

mergeable tile whose the number is

the product of the numbers.

You need to obtain the 4 tiles

whose the numbers are the following

numbers 74,75,76 and 77.

For each game mode explained before,

there are also timed game mode.

I hope you have fun with this game.

Good bye.

Email: colorszzzx@yahoo.com

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