// PERF: If this ends up being slow, we can mark with a dirty bit
/**
* Returns a path from start to end, exclusive - that is, the start and end nodes are *not* listed in the path. Does a full
* naive search every time.
*/
public static List <EncounterPosition> AStarWithNewGrid(
EncounterPosition start,
EncounterPosition end,
EncounterState state,
int maxAreaToExplore = 950
)
{
SimplePriorityQueue <EncounterPosition> frontier = new SimplePriorityQueue <EncounterPosition>();
frontier.Enqueue(start, 0f);
var cameFrom = new Dictionary <EncounterPosition, EncounterPosition>();
var costSoFar = new Dictionary <EncounterPosition, float>();
costSoFar[start] = 0f;
while (frontier.Count > 0 && cameFrom.Count < maxAreaToExplore)
{
var currentPosition = frontier.Dequeue();
var adjacentPositions = state.AdjacentPositions(currentPosition);
if (adjacentPositions.Contains(end))
{
var path = new List <EncounterPosition>()
{
currentPosition
};
EncounterPosition cameFromPos;
while (cameFrom.TryGetValue(path[path.Count - 1], out cameFromPos) && (cameFromPos != start))
{
path.Add(cameFromPos);
}
path.Reverse();
return(path);
}
var adjacentUnblocked = adjacentPositions.Where(adjacent => !state.IsPositionBlocked(adjacent)).ToList();
adjacentUnblocked.ForEach(adjacent => {
var newNextPositionCost = costSoFar[currentPosition] + 1f;
if (!costSoFar.ContainsKey(adjacent) || newNextPositionCost < costSoFar[adjacent])
{
costSoFar[adjacent] = newNextPositionCost;
// Uses straight-line distance as heuristic
float priority = newNextPositionCost + adjacent.DistanceTo(end);
frontier.Enqueue(adjacent, priority);
cameFrom[adjacent] = currentPosition;
}
});
}
return(null);
}
public static EncounterPath BuildReverseLinePath(EncounterPosition start, EncounterPosition target, int overshoot)
{
var distance = (int)Math.Ceiling(start.DistanceTo(target));
var outwardPath = StraightLine(start, target, numSteps: distance + overshoot, endsAtTarget: false);
var reversePath = StraightLine(outwardPath[outwardPath.Count - 2], start, numSteps: distance + overshoot, endsAtTarget: false);
reversePath.RemoveAt(reversePath.Count - 1);
outwardPath.AddRange(reversePath);
return(new EncounterPath(outwardPath));
}
private static List <EncounterPosition> StraightLine(EncounterPosition start, EncounterPosition end, int numSteps, bool endsAtTarget)
{
List <EncounterPosition> acc = new List <EncounterPosition>();
acc.Add(start);
bool isVertical = start.X == end.X;
float dError = isVertical ? float.MaxValue : Math.Abs(((float)end.Y - (float)start.Y) / ((float)end.X - (float)start.X));
int yErr = end.Y - start.Y > 0 ? 1 : -1;
int xDiff = end.X - start.X > 0 ? 1 : -1;
float error = 0.0f;
int cX = start.X;
int cY = start.Y;
int steps = 0;
while (steps < numSteps)
{
EncounterPosition newPosition;
if (isVertical)
{
cY += yErr;
newPosition = new EncounterPosition(cX, cY);
}
else if (error >= 0.5f)
{
cY += yErr;
error -= 1f;
newPosition = new EncounterPosition(cX, cY);
}
else
{
cX += xDiff;
error += dError;
newPosition = new EncounterPosition(cX, cY);
}
acc.Add(newPosition);
if (endsAtTarget && newPosition == end)
{
break;
}
steps += 1;
}
return(acc);
}
public List <EncounterPosition> AStar(EncounterPosition start, EncounterPosition end, EncounterState state)
{
return(AStarWithNewGrid(start, end, state));
}
public static EncounterPath BuildStraightLinePath(EncounterPosition start, EncounterPosition target, int maxSteps = 100, bool endsAtTarget = false)
{
return(new EncounterPath(StraightLine(start, target, maxSteps, endsAtTarget)));
}
