public static void ResetAllBalls(bool pottedOnly, bool black8Origin)
{
CheckAnyBallInTheResetBallArea();
IDictionary <int, PoolBall> t = new Dictionary <int, PoolBall>();
//whether put the black 8 to the origin ,1 means true, 0 means false
int origin = 0;
//square root of 3
float squr3 = 1.732f;
for (int i = 1; i <= 15; i++)
{
if (Balls[i].BallState != PoolBall.State.HIDE)
{
if ((pottedOnly && Balls[i].BallState == PoolBall.State.POTTED) || !pottedOnly)
{
t.Add(i, Balls[i]);
}
}
}
if (t.Count == 0)
{
return;
}
if (black8Origin && t.ContainsKey(8))
{
t[8].Reset();
SupportTools.SetPosition(t[8].gameObject, Black8Origin.position, SupportTools.AxisIgnore.IgnoreY);
origin = 1;
t.Remove(8);
}
//the x axis space can calculated with Pythagorean theorem, the z axis space is diameter of the ball
float R = (CueBall.GetRadius() + 0.0001f) * 2, x = Black8Origin.position.x - squr3 * R, z;
Vector3 p = Vector3.one;
List <int> list = new List <int>(t.Keys);
for (int i = 1, k = 1; i <= 5; i++)
{
z = Black8Origin.position.z - (i - 1) * .5f * R;
for (int j = 1; j <= i; j++, k++)
{
if (t.Count == 0)
{
break;
}
if (k == 5 && origin == 1) //if we already put the black 8 ball , continue
{
z += R;
continue;
}
if (k > 15 - t.Count - origin)
{
int l = Random.Range(0, t.Count);
int key = list[l];
PoolBall b = t[key];
b.Reset();
p.z = z; p.x = x;
SupportTools.SetPosition(b.gameObject, p, SupportTools.AxisIgnore.IgnoreY);
t.Remove(key);
list.RemoveAt(l);
}
z += R;
}
x += .5f * R * squr3;
}
}
public void Remove(PoolBall ball)
{
ball.Reset();
}
public void Remove(PoolBall ball)
{
ball.Reset();
}
