SubmittedMoveResponse MakeMoveAndDropCommon(SubmittedMoveResponse response, string moveStr)
{
response.Check = Current.Game.IsInCheck(Current.Game.WhoseTurn) ? Current.Game.WhoseTurn.ToString().ToLowerInvariant() : null;
Checks.Add(response.Check);
string fen = Current.Game.GetFen();
response.FEN = fen;
FENs.Add(fen);
Dictionary <string, int> pocket = Current.Game.GenerateJsonPocket();
response.Pocket = pocket;
Pockets.Add(pocket);
if (Current.Game.IsWinner(ChessUtilities.GetOpponentOf(Current.Game.WhoseTurn)))
{
PuzzleFinished(response, true);
return(response);
}
if (!PossibleVariations.Any(x => CompareMoves(x.First(), moveStr) == 0))
{
PuzzleFinished(response, false);
return(response);
}
PossibleVariations = PossibleVariations.Where(x => CompareMoves(x.First(), moveStr) == 0).Select(x => x.Skip(1));
if (PossibleVariations.Any(x => x.Count() == 0))
{
PuzzleFinished(response, true);
return(response);
}
string moveToPlay = PossibleVariations.First().First();
if (!moveToPlay.Contains("@"))
{
string[] parts = moveToPlay.Split('-', '=');
Current.Game.MakeMove(new Move(parts[0], parts[1], Current.Game.WhoseTurn, parts.Length == 2 ? null : new char?(parts[2][0])), true);
}
else
{
string[] parts = moveToPlay.Split('@');
CrazyhouseChessGame zhCurrent = Current.Game as CrazyhouseChessGame;
Piece toDrop = zhCurrent.MapPgnCharToPiece(parts[0] == "" ? 'P' : parts[0][0], zhCurrent.WhoseTurn);
Drop drop = new Drop(toDrop, new Position(parts[1]), zhCurrent.WhoseTurn);
zhCurrent.ApplyDrop(drop, true);
}
response.Play = moveToPlay;
Moves.Add(moveToPlay);
response.FenAfterPlay = Current.Game.GetFen();
FENs.Add(response.FenAfterPlay);
response.CheckAfterAutoMove = Current.Game.IsInCheck(Current.Game.WhoseTurn) ? Current.Game.WhoseTurn.ToString().ToLowerInvariant() : null;
Checks.Add(response.CheckAfterAutoMove);
response.Moves = Current.Game.GetValidMoves(Current.Game.WhoseTurn);
response.Correct = 0;
response.PocketAfterAutoMove = Current.Game.GenerateJsonPocket();
Pockets.Add(response.PocketAfterAutoMove);
PossibleVariations = PossibleVariations.Select(x => x.Skip(1));
if (PossibleVariations.Any(x => !x.Any()))
{
PuzzleFinished(response, true);
}
return(response);
}