///////////////////////////////////////////////////////////////////////////
public static void SnapTo(this float f1, float f2, float epsilon = 0.001f)
{
if (f1.AlmostEquals(f2))
{
f1 = f2;
}
}
/// <summary>
/// Found it at:
/// http://stackoverflow.com/questions/563198/how-do-you-detect-where-two-line-segments-intersect
/// Algorithm from Graphics Gems, page 304.
/// </summary>
public static SegmentRelation RelationInfo(
Vector2 firstP, Vector2 firstQ, Vector2 secondP, Vector2 secondQ,
out Vector2 intersection, float epsilon = float.Epsilon)
{
Vector2 r = firstQ - firstP, s = secondQ - secondP;
var w = secondP - firstP;
float rXs = r.Cross(s);
float wXr = w.Cross(r);
if (rXs.AlmostEquals(0, epsilon))
{
if (wXr.AlmostEquals(0, epsilon))
{
float rds = Vector2.Dot(r, s);
float sqrr = r.sqrMagnitude;
float t0 = Vector2.Dot(w, r) / sqrr;
float t1 = t0 + rds / sqrr;
if (t0 < 0 && t1 > 1)
{
intersection = firstP;
return(SegmentRelation.CollinearOverlap);
}
else if (t0 >= 0 && t0 <= 1)
{
intersection = firstP + t0 * r;
return(SegmentRelation.CollinearOverlap);
}
else if (t1 >= 0 && t1 <= 1)
{
intersection = firstP + t1 * r;
return(SegmentRelation.CollinearOverlap);
}
else
{
intersection = firstP + t0 * r;
return(SegmentRelation.CollinearDisjoint);
}
}
else
{
intersection = Vectors.NaN2;
return(SegmentRelation.Parallel);
}
}
else
{
float t = w.Cross(s) / rXs;
float u = wXr / rXs;
intersection = firstP + t * r;
if (t >= 0 && t <= 1 && u >= 0 && u <= 1)
{
return(SegmentRelation.Intersect);
}
else
{
return(SegmentRelation.Disjoint);
}
}
}
/// <summary>
/// Tilts the vector <paramref name="direction"/> randomly at an angle of <paramref name="angle"/>.
/// Imagine a random plane that is created aligned to <paramref name="direction"/>, then this method
/// will rotate <paramref name="direction"/> by <paramref name="angle"/>.
/// </summary>
public static Float3 RandomTilt(Float3 direction, float angle)
{
if (angle.AlmostEquals())
{
return(direction);
}
var axis = Quaternion.FromToRotation(Float3.forward, direction) * Float2.right.Rotate(RandomHelper.Range(360f)).U();
return(Quaternion.AngleAxis(angle, axis) * direction);
}
/// <summary>
/// <paramref name="acceleration"/> is how fast will input speed up/slow down
/// 0 means no speed change (linear); negative means slowing down; positive means speeding up
/// </summary>
public static float Ease(float input, float acceleration)
{
CheckRange(ref input);
if (acceleration.AlmostEquals())
{
return(input);
}
if (acceleration > 0f)
{
return((float)Math.Pow(input, acceleration + 1f));
}
return(1f - (float)Math.Pow(1f - input, -acceleration + 1f));
}
public override void OnUpdate()
{
Vector3 dir = ((GameObjectParameter)owner.GetParameter(target)).Position - owner.transform.position;
dir.y = 0;
float angle = FindAngle(owner.transform.forward, dir, owner.transform.up);
float angularSpeed = angle / 0.8f;
if (!lastAngularSpeed.AlmostEquals(Mathf.Abs(angularSpeed), 0.001f))
{
lastAngularSpeed = angularSpeed;
((FloatParameter)owner.GetParameter(store)).Value = angularSpeed;
}
Finish();
}
IEnumerator StepToHide()
{
while (true)
{
float delta = hidenPosY - transform.localPosition.y;
if (delta.AlmostEquals(0, 0.1f))
{
break;
}
float stepY = delta / 3;
transform.transform.localPosition = new Vector3(transform.localPosition.x,
transform.localPosition.y + stepY, transform.localPosition.z);
yield return(null);
}
Refresh();
StartCoroutine(StepToShow());
}
void FixedUpdate()
{
float moveHorizontal = Input.GetAxis("Horizontal");
float moveVertical = Input.GetAxis("Vertical");
Vector3 movement = new Vector3(moveHorizontal, 0.0f, moveVertical);
m_rigidbody.velocity = movement * speed;
m_rigidbody.position = new Vector3
(
Mathf.Clamp(m_rigidbody.position.x, boundary.xMin, boundary.xMax),
0.0f,
Mathf.Clamp(m_rigidbody.position.z, boundary.zMin, boundary.zMax)
);
//tell the animator if we are moving
if (animator != null)
{
animator.SetBool("IsMoving", !(moveHorizontal.AlmostEquals(0f) && moveVertical.AlmostEquals(0f)));
}
}
public void Update(GameTime gameTime)
{
if (_currentCameraLocation != _futureCameraLocation)
{
rotateAlongRing();
if (_currentPosition.AlmostEquals(_futurePosition, _turnSpeed))
{
_currentCameraLocation = _futureCameraLocation;
_currentPosition = this.allowableCameraPositions[(int)_currentCameraLocation];
calculateRelativeDirectionOffset();
_isAcceptingCommands = true;
}
}
else if (_currentTarget != _futureTarget)
{
moveSmoothly();
if (_currentTarget.AlmostEquals(_futureTarget, _moveSpeed))
{
_currentTarget = _futureTarget;
_currentPosition = this.allowableCameraPositions[(int)_currentCameraLocation];
_isAcceptingCommands = true;
}
}
else if (_cameraBoxSize != _futureCameraBoxSize)
{
zoomSmoothly();
if (_cameraBoxSize.AlmostEquals(_futureCameraBoxSize, _zoomSpeed))
{
_currentPosition = this.allowableCameraPositions[(int)_currentCameraLocation];
_cameraBoxSize = _futureCameraBoxSize;
_isAcceptingCommands = true;
}
}
recalculateViewMatrix();
recalculateProjectionMatrix();
}
public void endGame(bool winningTeam)
{
if (!gameOver)
{
gameOver = true;
gameoverObject.SetActive(true);
cam.gameObject.GetComponent <SmoothMouseLook>().endGame();
gc.endGame();
if (elapsedTime.AlmostEquals(-1f, .01f))
{
elapsedTime += Time.time - startTime;
}
else
{
elapsedTime += Time.time - startTime + 1;
}
//If victory
if (winningTeam == redTeam)
{
Debug.Log("We won!");
victoryText.gameObject.SetActive(true);
defeatText.gameObject.SetActive(false);
}
//If a loss
else
{
Debug.Log("We lost!");
victoryText.gameObject.SetActive(false);
defeatText.gameObject.SetActive(true);
}
gameOver = true;
StartCoroutine(waitThenShowXP(winningTeam == redTeam));
}
}
public static void DetermineAspectRatio()
{
//Standard = .56 or 1.78
// iPhoneX = .46 or 2.1
//iPad = .75 or 1.33
float aspectRatioDec = 0f;
#if UNITY_EDITOR || UNITY_ANDROID
#if UNITY_EDITOR
string[] res = UnityStats.screenRes.Split('x');
Vector2 resolution = new Vector2(float.Parse(res[0]), float.Parse(res[1]));
#else
Vector2 resolution = new Vector2(Screen.currentResolution.width, Screen.currentResolution.height);
#endif
aspectRatioDec = resolution.x / resolution.y;
if (aspectRatioDec.AlmostEquals(.56f) || aspectRatioDec.AlmostEquals(1.78f))
{
aspectRatio = AspectRatio.Standard;
}
else if (aspectRatioDec.AlmostEquals(.46f) || aspectRatioDec.AlmostEquals(2.1f))
{
aspectRatio = AspectRatio.iPhoneX;
}
else if (aspectRatioDec.AlmostEquals(.75f) || aspectRatioDec.AlmostEquals(1.33f))
{
aspectRatio = AspectRatio.Tablet;
}
#elif UNITY_IOS
string deviceID = SystemInfo.deviceModel;
if (iPhoneXDeviceIDs.Contains(deviceID))
{
aspectRatio = AspectRatio.iPhoneX;
}
else if (deviceID.Contains("iPad"))
{
aspectRatio = AspectRatio.Tablet;
}
else
{
aspectRatio = AspectRatio.Standard;
}
#endif
}
public static List <Vector2> ApproximateCircularArc(List <Vector2> points)
{
Vector2 a = points[0];
Vector2 b = points[1];
Vector2 c = points[2];
float aSq = (b - c).LengthSquared();
float bSq = (a - c).LengthSquared();
float cSq = (a - b).LengthSquared();
if (aSq.AlmostEquals(0, 1e-3f) || bSq.AlmostEquals(0, 1e-3f) || cSq.AlmostEquals(0, 1e-3f))
{
return(new List <Vector2>());
}
float s = aSq * (bSq + cSq - aSq);
float t = bSq * (aSq + cSq - bSq);
float u = cSq * (aSq + bSq - cSq);
float sum = s + t + u;
if (sum.AlmostEquals(0, 1e-3f))
{
return(new List <Vector2>());
}
Vector2 centre = (s * a + t * b + u * c) / sum;
Vector2 dA = a - centre;
Vector2 dC = c - centre;
float r = dA.Length();
double thetaStart = Math.Atan2(dA.Y, dA.X);
double thetaEnd = Math.Atan2(dC.Y, dC.X);
while (thetaEnd < thetaStart)
{
thetaEnd += 2 * Math.PI;
}
double dir = 1;
double thetaRange = thetaEnd - thetaStart;
Vector2 orthoAtoC = c - a;
orthoAtoC = new Vector2(orthoAtoC.Y, -orthoAtoC.X);
if (Vector2.Dot(orthoAtoC, b - a) < 0)
{
dir = -dir;
thetaRange = 2 * Math.PI - thetaRange;
}
int amountPoints = 2 * r <= 0.1f ? 2 : Math.Max(2, (int)Math.Ceiling(thetaRange / (2 * Math.Acos(1 - 0.1f / r))));
List <Vector2> output = new List <Vector2>(amountPoints);
for (int i = 0; i < amountPoints; ++i)
{
double fract = (double)i / (amountPoints - 1);
double theta = thetaStart + dir * fract * thetaRange;
Vector2 o = new Vector2((float)Math.Cos(theta), (float)Math.Sin(theta)) * r;
output.Add(centre + o);
}
return(output);
}
