### Circles Game

Time Limit: 1000 ms
Memory Limit: 65536 KiB

#### Problem Description

There are n circles on a infinitely large table.With every two circle, either one contains another or isolates from the other.They are never crossed nor tangent.

Alice and Bob are playing a game concerning these circles.They take turn to play,Alice goes first:

1、Pick out a certain circle A,then delete A and every circle that is inside of A.

2、Failling to find a deletable circle within one round will lost the game.

Now,Alice and Bob are both smart guys,who will win the game,output the winner\'s name.

Alice and Bob are playing a game concerning these circles.They take turn to play,Alice goes first:

1、Pick out a certain circle A,then delete A and every circle that is inside of A.

2、Failling to find a deletable circle within one round will lost the game.

Now,Alice and Bob are both smart guys,who will win the game,output the winner\'s name.

#### Input

The first line include a positive integer T<=20,indicating the total group number of the statistic.

As for the following T groups of statistic,the first line of every group must include a positive integer n to define the number of the circles.

And the following lines,each line consists of 3 integers x,y and r,stating the coordinate of the circle center and radius of the circle respectively.

n≤20000，|x|≤20000，|y|≤20000，r≤20000。

As for the following T groups of statistic,the first line of every group must include a positive integer n to define the number of the circles.

And the following lines,each line consists of 3 integers x,y and r,stating the coordinate of the circle center and radius of the circle respectively.

n≤20000，|x|≤20000，|y|≤20000，r≤20000。

#### Output

If Alice won,output “Alice”,else output “Bob”

#### Sample Input

2 1 0 0 1 6 -100 0 90 -50 0 1 -20 0 1 100 0 90 47 0 1 23 0 1

#### Sample Output

Alice Bob

#### Hint

#### Source

2015 Multi-University Training Contest 1