View difference between Paste ID: T0AFxehn and 2s0Wnyqw

 function CalculateNewPosition(speed : float, turnSpeedDegrees : float, time : float) {
-	var turnSpeedRadians = turnSpeedDegrees * Mathf.Deg2Rad;			// Convert the turn speed to radians
+	var turnSpeedRadians = turnSpeedDegrees * Mathf.Deg2Rad;
-    var travelDistance = speed * time;									// Get the distance given the time value passed to us
+	var travelDistance = speed * time;
-    var arcRadians = Mathf.Abs(turnSpeedRadians) * time;				// Get the radians turned given the time value passed to us
+	var arcRadians = Mathf.Abs(turnSpeedRadians) * time;
-    var radius = travelDistance / arcRadians;							// Discover the radius of the circle we are rotating about.
+	var radius = travelDistance / arcRadians;
-    // Start by assuming the vehicle is at the origin
+	// Start by assuming the vehicle is at the origin
-    var circleCenter : Vector3 = Vector3.zero;
+	var circleCenter : Vector3 = Vector3.zero;
-    var newPos : Vector3 = circleCenter;
+	var newPos : Vector3 = circleCenter;
-    if(turnSpeedDegrees > 0) {		// Turning left
+	if(turnSpeedDegrees > 0) {		// Turning left
-        circleCenter.x -= radius;
+		circleCenter.x -= radius;
-        newPos.x = circleCenter.x + radius * Mathf.Cos(arcRadians);
+		newPos.x = circleCenter.x + radius * Mathf.Cos(arcRadians);
-    } else {						// Turning right
+	} else {						// Turning right
-        circleCenter.x += radius;
+		circleCenter.x += radius;
-        newPos.x = circleCenter.x - radius * Mathf.Cos(arcRadians);
+		newPos.x = circleCenter.x - radius * Mathf.Cos(arcRadians);
-    }
+	}
-    newPos.z = radius * Mathf.Sin(arcRadians);
+	newPos.z = radius * Mathf.Sin(arcRadians);
 
-    //finally, transform it relative to the vehicle (might mess up if your vehicle
+	//finally, transform it relative to the vehicle (might mess up if your vehicle
-    //isn't at a 1x1x1 scale)
+	//isn't at a 1x1x1 scale)
-    this.transform.position = transform.TransformPoint(newPos);
+	this.transform.position = transform.TransformPoint(newPos);
-    // And rotate the vehicle along the curve
+	// And rotate the vehicle along the curve
 	this.transform.rotation = this.transform.rotation * Quaternion.Euler(0, Mathf.Lerp(0, -turnSpeedDegrees, time), 0);
 }