/** By Dingding */
private Set<Line.Segment> getRemovableLineSegments(
Map<Position, Piece> pieceMap, PieceColor pieceColor) {
Set<Line.Segment> removableLines = new HashSet<>();
Set<Line> linesOnTheBoard =
Line.getLinesOnTheBoard(
this); // Get all the possible lines on the board. Positions don't need to be occupied.
for (Line line : linesOnTheBoard) {
Position currentPosition = line.getStartPosition();
Position startOfSegment = null;
Position endOfSegment = null;
Direction direction = line.getDirection();
int consecutivePieces =
0; // We start at a dot position, so we can assume that we don't start in a set of
// consecutive pieces
boolean isInLineSegment = false;
// Break the for-loop if an endOfSegment has been found (because the largest lines only have 7
// positions on the board, there
// can't be more than one set of four pieces of the same color (requiring at least 9
// positions) on the board.
for (;
endOfSegment == null && isPositionOnPlayAreaOrOuterDots(currentPosition);
currentPosition = currentPosition.next(direction)) {
PieceColor currentPieceColor =
pieceMap.containsKey(currentPosition)
? pieceMap.get(currentPosition).getPieceColor()
: null;
// Update the consecutivePieces
if (currentPieceColor == pieceColor) consecutivePieces++;
if (consecutivePieces == 4) isInLineSegment = true;
if (currentPieceColor != pieceColor) consecutivePieces = 0;
if (isInLineSegment) {
if (isDotPosition(currentPosition) || currentPieceColor == null) {
endOfSegment = currentPosition.previous(direction);
}
}
// Update the startOfSegment if necessary
if (startOfSegment == null) {
if (currentPieceColor != null) {
startOfSegment = currentPosition;
}
}
if (currentPieceColor == null && endOfSegment == null) {
startOfSegment = null;
}
// Add a line segment to the list if we have found one
if (endOfSegment != null) {
removableLines.add(new Line.Segment(this, startOfSegment, endOfSegment, direction));
}
}
}
return removableLines;
}
// TODO: Refactor method
private void removeLines(
Map<Position, Piece> pieceMap,
PieceColor pieceColor,
Map<PieceColor, Set<Line.Segment>> linesTakenBy,
Map<PieceColor, Set<Position>> piecesBackTo) {
Set<Line.Segment> intersectingSegments;
Set<Line.Segment> segmentsNotRemoved = new HashSet<>();
do {
intersectingSegments = new HashSet<>();
Set<Line.Segment> removableSegmentsThisPlayer =
getRemovableLineSegments(pieceMap, pieceColor);
for (Line.Segment segment : removableSegmentsThisPlayer) {
// Remove the line segments that are not intersecting with other line segments of the set
boolean intersectionFound = false;
for (Line.Segment otherSegment : removableSegmentsThisPlayer) {
if (!segment.equals(otherSegment) && !segmentsNotRemoved.contains(otherSegment)) {
if (segment.intersectsWith(otherSegment)) {
if (!segmentsNotRemoved.contains(segment)) {
intersectingSegments.add(segment);
intersectionFound = true;
}
}
}
}
if (!intersectionFound) {
if (!segmentsNotRemoved.contains(segment)) {
linesTakenBy.get(pieceColor).add(segment);
}
}
}
if (intersectingSegments.size() > 0) {
Line.Segment segment = intersectingSegments.iterator().next();
currentRemoveSelection = segment.getOccupiedPositions(pieceMap);
int dialogResult =
GipfBoardComponent.showConfirmDialog(
gipfBoardState.players.current().pieceColor
+ ", do you want to remove "
+ segment
.getOccupiedPositions(pieceMap)
.stream()
.map(Position::getName)
.sorted()
.collect(toList())
+ "?",
"Remove line segment");
if (dialogResult == JOptionPane.YES_OPTION) {
// Remove the line
linesTakenBy.get(pieceColor).add(segment);
} else if (dialogResult == JOptionPane.NO_OPTION) {
// Don't remove the line
segmentsNotRemoved.add(segment);
}
currentRemoveSelection = new HashSet<>();
}
for (Line.Segment segment : linesTakenBy.get(pieceColor)) {
Predicate<Map.Entry<Position, Piece>> isNormalPiece =
entry -> entry.getValue().getPieceType() == NORMAL;
Predicate<Map.Entry<Position, Piece>> isCurrentPlayersColor =
entry -> entry.getValue().getPieceColor() == pieceColor;
Predicate<Map.Entry<Position, Piece>> doesPlayerWantToRemoveGipf =
entry -> {
currentRemoveSelection.add(entry.getKey());
int dialogResult =
GipfBoardComponent.showConfirmDialog(
gipfBoardState.players.current().pieceColor
+ ", do you want to remove the Gipf at "
+ entry.getKey().getName()
+ "?",
"Remove Gipf");
currentRemoveSelection = new HashSet<>();
return dialogResult == JOptionPane.YES_OPTION;
};
Map<Position, Piece> piecesRemovedMap =
segment.getOccupiedPositions(pieceMap).stream().collect(toMap(p -> p, pieceMap::get));
piecesBackTo
.get(pieceColor)
.addAll(
piecesRemovedMap
.entrySet()
.stream()
.filter(isCurrentPlayersColor.and(isNormalPiece.or(doesPlayerWantToRemoveGipf)))
.map(Map.Entry::getKey)
.collect(toSet()));
piecesBackTo
.get(null)
.addAll(
piecesRemovedMap
.entrySet()
.stream()
.filter(
isCurrentPlayersColor
.negate()
.and(isNormalPiece.or(doesPlayerWantToRemoveGipf)))
.map(Map.Entry::getKey)
.collect(toSet()));
}
piecesBackTo.values().forEach(positionSet -> removePiecesFromPieceMap(pieceMap, positionSet));
} while (intersectingSegments.size() > 0);
return;
}
public Set<Move> getAllowedMoves() {
// If there is already a winn
if (gipfBoardState.players.winner() != null) {
return Collections.emptySet();
}
// Create a set of incomplete moves containing the starting positions and directions for the
// current piece
Set<Move> potentialMoves = getPotentialStartMoves(getCurrentPiece());
// If the current piece is a GIPF piece, the player is also allowed to place normal pieces.
if (getCurrentPiece().getPieceType() == GIPF)
potentialMoves.addAll(
getPotentialStartMoves(Piece.of(NORMAL, getCurrentPiece().getPieceColor())));
// These moves are marked as complete so a temporary game won't ask for user input.
potentialMoves.stream().forEach(m -> m.isCompleteMove = true);
Set<Move> potentialMovesIncludingLineSegmentRemoval = new HashSet<>();
for (Move potentialMove : potentialMoves) {
try {
Map<Position, Piece> temporaryPieceMap = new HashMap<>(getGipfBoardState().getPieceMap());
temporaryPieceMap.put(potentialMove.startPos, potentialMove.addedPiece);
movePiecesTowards(
temporaryPieceMap, potentialMove.getStartingPosition(), potentialMove.getDirection());
Set<List<Pair<PieceColor, Line.Segment>>> RLineOrderingsSet =
getRemovableLineOrderingsSetFromGipfBoard(
temporaryPieceMap, getCurrentPiece().getPieceColor());
if (RLineOrderingsSet.size() > 0) {
for (List<Pair<PieceColor, Line.Segment>> RLineOrdering : RLineOrderingsSet) {
Set<Position> piecesToWhite = new HashSet<>();
Set<Position> piecesToBlack = new HashSet<>();
Set<Position> piecesRemoved = new HashSet<>();
for (Pair<PieceColor, Line.Segment> RLine : RLineOrdering) {
Line.Segment removedSegment = RLine.getValue();
// The color of the player who removed the line
PieceColor colorRemoved = RLine.getKey();
// Determine per segment to whom the pieces are given. Pieces can only be given to the
// player
// who removed the line, or deleted from the game.
Set<Position> occupiedPositions =
removedSegment.getOccupiedPositions(temporaryPieceMap);
Set<Position> piecesFromSegmentBackToReserve =
occupiedPositions
.stream()
.filter(
position ->
temporaryPieceMap.get(position).getPieceColor() == colorRemoved)
.collect(toSet());
Set<Position> piecesFromSegmentRemoved =
occupiedPositions
.stream()
.filter(position -> !piecesFromSegmentBackToReserve.contains(position))
.collect(toSet());
if (colorRemoved == WHITE) piecesToWhite.addAll(piecesFromSegmentBackToReserve);
if (colorRemoved == BLACK) piecesToBlack.addAll(piecesFromSegmentBackToReserve);
piecesRemoved.addAll(piecesFromSegmentRemoved);
}
// And finally add the move
// the constructor will define this as a complete move, because all the parameters have
// a value.
potentialMovesIncludingLineSegmentRemoval.add(
new Move(
potentialMove.addedPiece,
potentialMove.startPos,
potentialMove.direction,
piecesToWhite,
piecesToBlack,
piecesRemoved));
}
} else {
// If no line segments can be removed, just add the original move
potentialMovesIncludingLineSegmentRemoval.add(potentialMove);
}
} catch (InvalidMoveException e) {
// We don't consider this move if it is invalid
}
}
return potentialMovesIncludingLineSegmentRemoval;
}