【實用解謎app】Numbers Addiction Tab (paid)|最夯免費app

【實用解謎app】Numbers Addiction Tab (paid)|最夯免費app

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【免費解謎App】Numbers Addiction Tab (paid)-APP點子

A numbers game.

This game gives you random numbers, that you have to distribute over three columns. The object of the game is to place as many tiles as possible. The game ends when all three columns are completely filled with seven tiles.

** Apparently there is an iPhone game with a similar name and concept. This is not that game. **

** This is the paid version, with full functionality. There is also an ad-supported version with the same functionality, which is free, but contains ads. **

(This is the Tablet version of the game, with graphics scaled to 10" tablets.)

How to play (brief)

1. Get random number tile ranging from -6 to +6.

2. Put number in one of the three columns

3. Get next number tile and put it in a column

4. Clear a column by making the total of the combined numbers "0"

5. User powerups

【免費解謎App】Numbers Addiction Tab (paid)-APP點子

6. Have fun

How to play (long)

This game gives you random numbers, that you have to distribute over three columns. The object of the game is to place as many tiles as possible. The game ends when all three columns are completely filled with seven tiles.

There are two kinds of tiles: round ones and square ones. The round ones hold "positive" numbers, from 1 to 6. The square ones hold "negative" numbers from -1 to -6. When you put multiple tiles in the same column, the numbers of the tiles add up (or substract) to form a total. When the total for a column equals 0, all tiles are removed from that column. Example: if you play a square -1 and a square -3 (making a total of -4) and then play a round 4, the total becomes 0 and the column is cleared. If you put seven tiles in the same column, without making a total of 0, the column is full and cannot be used again unless you clear it with a powerup.

Note on randomness: Each tile is determined randomly from the range of -6 to 6, with the following constraints: there is no "0" tile, and there will never be more than 4 positive (round) or negative (square) tiles in a row.

Scoring

Each tile placed in a column adds one point to your high score. Clearing a column by reaching 0 adds ten points. Aim for a massive high score.

Powerups

There are four powerups. A powerup is earned by clearing x amount of columns, listed in brackets below.

Power up 1 (5): "Reroll" gives you a new random number. Note: since this is random, it is possible for the new number to be exactly the same as the old number.

Power up 2 (10): "Get 8" gives you a posivie (round) tile with the value "8". This is helpful when you filled a column with a huge negative amount.

【免費解謎App】Numbers Addiction Tab (paid)-APP點子

Power up 3 (15): "Get -8" gives you a negative (square) tile with the value "-8". This is helpful when you filled a column with a huge positive amount.

Power up 4 (25): "Clear All" will clear all tiles from all three columns, so you can start over fresh. Your score is not affected.

Game types

Four game types exist, each with their own twist:

Normal game: the basic form. Easiest to play.

Extreme game: same as Normal, but totals for columns are not shown. You will have to calculate the totals yourself.

Insane: totals for columns are not shown. Once a tile is put in a column, you will only see whether it is a positive or negative tile. This means you have to remember all the tiles you played. Or just guess.

【免費解謎App】Numbers Addiction Tab (paid)-APP點子

Timed: same as Normal, but with a 60 second timer. Try to stay alive and get as many points in one minute. The game ends after 60 seconds or when you fill all columns, whichever comes first.

Bugs and troubleshooting

On some devices the game may feel laggy when the game sound is on. Turn off the sound for a smoother experience.

If you find any bugs, please mail us at r2b2droiddev@gmail.com.

Thanks for reading this far, we hope you enjoy the game.

【免費解謎App】Numbers Addiction Tab (paid)-APP點子

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熱門國家系統支援版本費用APP評分上架日期更新日期
未知Android
Google Play
1.1
App下載
EUR$0.69
1970-01-012015-03-12
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