Problem A
Arm Coordination
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All the cool kids in town want to become a member of the Bots and Androids Programmer Club (BAPC). To become a member of the club, applicants must show a feat of their skills with a homemade robot that is programmed to perform some tricks. Just like your older brother, you want to become a member of the BAPC, so it’s time to lock yourself in the hobby basement and start building some robots!
Since your older brother has used up almost all of the parts for his own projects at the BAPC, you will have to get creative with whatever is still left. You find a robotic arm that has only a single purpose: fitting circleshaped objects into squareshaped holes. Not exactly what you had in mind, but it will have to do. After all, you only have five hours left to apply for your BAPC membership.
The memory chip of the robotic arm seems to be wiped, but luckily you do know the programming interface of its ARM processor. Firstly, the robotic arm only supports integer coordinates. Secondly, when the arm picks up a circleshaped object, you need to calculate the smallest possible square that it could fit the object in, after which it will autonomically find a suitable squareshaped hole.
Given the location of a circleshaped object, calculate the smallest possible square which encloses the object.
Input
The input consists of:

One line containing two integers $x$ and $y$ ($10^9\leq x,y\leq 10^9$), the coordinates of the center of the circle.

One line containing one integer $r$ ($1\leq r\leq 10^9$), the radius of the circle.
Output
Output four lines, each line containing two integers, representing the $x$ and $y$coordinates of one of the corners of the square. The coordinates should be printed in either clockwise or counterclockwise order.
If there are multiple valid solutions, you may output any one of them.
Sample Input 1  Sample Output 1 

3 6 5 
10 7 2 13 4 5 4 1 
Sample Input 2  Sample Output 2 

0 0 10 
14 2 2 14 14 2 2 14 