Added Shared Parser support
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@@ -4,6 +4,7 @@ import de.nowchess.api.board.*
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import de.nowchess.api.game.GameContext
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import de.nowchess.io.GameContextImport
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import scala.util.parsing.combinator.RegexParsers
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import FenParserSupport.*
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object FenParserCombinators extends RegexParsers with GameContextImport:
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@@ -11,15 +12,6 @@ object FenParserCombinators extends RegexParsers with GameContextImport:
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// ── Piece character ──────────────────────────────────────────────────────
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private val charToPieceType: Map[Char, PieceType] = Map(
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'p' -> PieceType.Pawn,
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'r' -> PieceType.Rook,
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'n' -> PieceType.Knight,
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'b' -> PieceType.Bishop,
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'q' -> PieceType.Queen,
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'k' -> PieceType.King
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)
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private def pieceChar: Parser[Piece] =
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"[prnbqkPRNBQK]".r ^^ { s =>
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val c = s.head
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@@ -32,11 +24,6 @@ object FenParserCombinators extends RegexParsers with GameContextImport:
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// ── Rank parser ──────────────────────────────────────────────────────────
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/** Parse a sequence of piece-chars and empty-counts, returning tagged tokens. */
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private sealed trait RankToken
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private case class PieceToken(piece: Piece) extends RankToken
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private case class EmptyToken(count: Int) extends RankToken
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private def rankToken: Parser[RankToken] =
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pieceChar ^^ PieceToken.apply | emptyCount ^^ EmptyToken.apply
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@@ -46,21 +33,9 @@ object FenParserCombinators extends RegexParsers with GameContextImport:
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* Fails if total file count != 8 or any piece placement exceeds board bounds. */
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private def rankParser(rank: Rank): Parser[List[(Square, Piece)]] =
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rankTokens >> { tokens =>
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val result = tokens.foldLeft(Option((List.empty[(Square, Piece)], 0))):
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case (None, _) => None
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case (Some((acc, fileIdx)), PieceToken(piece)) =>
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if fileIdx > 7 then None
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else
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val sq = Square(File.values(fileIdx), rank)
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Some((acc :+ (sq -> piece), fileIdx + 1))
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case (Some((acc, fileIdx)), EmptyToken(n)) =>
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val next = fileIdx + n
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if next > 8 then None
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else Some((acc, next))
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result match
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case Some((squares, 8)) => success(squares)
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case Some((_, total)) => failure(s"Rank $rank has $total files, expected 8")
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case None => failure(s"Rank $rank exceeds board width")
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buildSquares(rank, tokens) match
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case Some(squares) => success(squares)
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case None => failure(s"Rank $rank is invalid")
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}
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// ── Board parser ─────────────────────────────────────────────────────────
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@@ -5,26 +5,10 @@ import fastparse.NoWhitespace.*
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import de.nowchess.api.board.*
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import de.nowchess.api.game.GameContext
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import de.nowchess.io.GameContextImport
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import FenParserSupport.*
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object FenParserFastParse extends GameContextImport:
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// ── Rank token ADT ──────────────────────────────────────────────────────
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private sealed trait RankToken
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private case class PieceToken(piece: Piece) extends RankToken
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private case class EmptyToken(count: Int) extends RankToken
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// ── Char-to-piece mapping ────────────────────────────────────────────────
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private val charToPieceType: Map[Char, PieceType] = Map(
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'p' -> PieceType.Pawn,
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'r' -> PieceType.Rook,
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'n' -> PieceType.Knight,
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'b' -> PieceType.Bishop,
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'q' -> PieceType.Queen,
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'k' -> PieceType.King
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)
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// ── Low-level parsers ────────────────────────────────────────────────────
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private def pieceChar(using P[Any]): P[Piece] =
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@@ -40,22 +24,6 @@ object FenParserFastParse extends GameContextImport:
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private def rankToken(using P[Any]): P[RankToken] =
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pieceChar.map(PieceToken.apply) | emptyCount.map(EmptyToken.apply)
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// ── Rank validation helper ───────────────────────────────────────────────
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private def buildSquares(rank: Rank, tokens: Seq[RankToken]): Option[List[(Square, Piece)]] =
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tokens.foldLeft(Option((List.empty[(Square, Piece)], 0))):
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case (None, _) => None
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case (Some((acc, fileIdx)), PieceToken(piece)) =>
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if fileIdx > 7 then None
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else
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val sq = Square(File.values(fileIdx), rank)
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Some((acc :+ (sq -> piece), fileIdx + 1))
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case (Some((acc, fileIdx)), EmptyToken(n)) =>
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val next = fileIdx + n
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if next > 8 then None
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else Some((acc, next))
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.flatMap { case (squares, total) => if total == 8 then Some(squares) else None }
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// ── Rank parser ──────────────────────────────────────────────────────────
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private def rankParser(rank: Rank)(using P[Any]): P[List[(Square, Piece)]] =
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