1287: Spiral Polyline
[Creator : ]
Description
As shown in the spiral polyline passes through the plane all the hour exactly once.
For the whole point (x, y), we define its distance from the origin to dis (x, y) is the length of the helical segment from the origin to (x, y).
For the whole point (x, y), we define its distance from the origin to dis (x, y) is the length of the helical segment from the origin to (x, y).
For example DIS (0, 1) =3, DIS (-2,-1) =9 Given the coordinates of the whole point (x, y), can you calculate the dis (x, y)?
Input
two integers represent one coordinate：x , y ;
(-1000000000 <= X, Y <= 1000000000 )
Output
one integers as the answer of dis (x, y).
Sample Input Copy
0 1
Sample Output Copy
3