596 lines
27 KiB
Nim
596 lines
27 KiB
Nim
# Copyright 2024 Mattia Giambirtone & All Contributors
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#
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# Licensed under the Apache License, Version 2.0 (the "License");
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# you may not use this file except in compliance with the License.
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# You may obtain a copy of the License at
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#
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# http://www.apache.org/licenses/LICENSE-2.0
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#
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# Unless required by applicable law or agreed to in writing, software
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# distributed under the License is distributed on an "AS IS" BASIS,
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# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.
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# See the License for the specific language governing permissions and
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# limitations under the License.
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## Move generation logic
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import std/strformat
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import std/tables
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import std/strutils
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import bitboards
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import board
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import magics
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import pieces
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import moves
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import position
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import rays
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export bitboards, magics, pieces, moves, position, rays, board
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proc generatePawnMoves(self: Chessboard, moves: var MoveList, destinationMask: Bitboard) =
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let
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sideToMove = self.position.sideToMove
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nonSideToMove = sideToMove.opposite()
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pawns = self.getBitboard(Pawn, sideToMove)
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occupancy = self.getOccupancy()
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# We can only capture enemy pieces (except the king)
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enemyPieces = self.getOccupancyFor(nonSideToMove)
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epTarget = self.position.enPassantSquare
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diagonalPins = self.position.diagonalPins
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orthogonalPins = self.position.orthogonalPins
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promotionRank = if sideToMove == White: getRankMask(0) else: getRankMask(7)
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# The rank where each color's side starts
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# TODO: Give names to ranks and files so we don't have to assume a
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# specific board layout when calling get(Rank|File)Mask
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startingRank = if sideToMove == White: getRankMask(6) else: getRankMask(1)
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friendlyKing = self.getBitboard(King, sideToMove).toSquare()
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# Single and double pushes
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# If a pawn is pinned diagonally, it cannot push forward
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let
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# If a pawn is pinned horizontally, it cannot move either. It can move vertically
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# though. Thanks to Twipply for the tip on how to get a horizontal pin mask out of
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# our orthogonal bitboard :)
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horizontalPins = Bitboard((0xFF'u64 shl (rankFromSquare(friendlyKing).uint64 * 8))) and orthogonalPins
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pushablePawns = pawns and not diagonalPins and not horizontalPins
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singlePushes = (pushablePawns.forwardRelativeTo(sideToMove) and not occupancy) and destinationMask
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# We do this weird dance instead of using doubleForwardRelativeTo() because that doesn't have any
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# way to check if there's pieces on the two squares ahead of the pawn
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var canDoublePush = pushablePawns and startingRank
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canDoublePush = canDoublePush.forwardRelativeTo(sideToMove) and not occupancy
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canDoublePush = canDoublePush.forwardRelativeTo(sideToMove) and not occupancy and destinationMask
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for pawn in singlePushes:
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let pawnBB = pawn.toBitboard()
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if promotionRank.contains(pawn):
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for promotion in [PromoteToBishop, PromoteToKnight, PromoteToQueen, PromoteToRook]:
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moves.add(createMove(pawnBB.backwardRelativeTo(sideToMove), pawn, promotion))
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else:
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moves.add(createMove(pawnBB.backwardRelativeTo(sideToMove), pawn))
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for pawn in canDoublePush:
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moves.add(createMove(pawn.toBitboard().doubleBackwardRelativeTo(sideToMove), pawn, DoublePush))
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let
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canCapture = pawns and not orthogonalPins
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canCaptureLeftUnpinned = (canCapture and not diagonalPins).forwardLeftRelativeTo(sideToMove) and enemyPieces and destinationMask
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canCaptureRightUnpinned = (canCapture and not diagonalPins).forwardRightRelativeTo(sideToMove) and enemyPieces and destinationMask
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for pawn in canCaptureRightUnpinned:
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let pawnBB = pawn.toBitboard()
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if promotionRank.contains(pawn):
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for promotion in [PromoteToBishop, PromoteToKnight, PromoteToQueen, PromoteToRook]:
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moves.add(createMove(pawnBB.backwardLeftRelativeTo(sideToMove), pawn, Capture, promotion))
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else:
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moves.add(createMove(pawnBB.backwardLeftRelativeTo(sideToMove), pawn, Capture))
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for pawn in canCaptureLeftUnpinned:
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let pawnBB = pawn.toBitboard()
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if promotionRank.contains(pawn):
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for promotion in [PromoteToBishop, PromoteToKnight, PromoteToQueen, PromoteToRook]:
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moves.add(createMove(pawnBB.backwardRightRelativeTo(sideToMove), pawn, Capture, promotion))
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else:
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moves.add(createMove(pawnBB.backwardRightRelativeTo(sideToMove), pawn, Capture))
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# Special cases for pawns pinned diagonally that can capture their pinners
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let
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canCaptureLeft = canCapture.forwardLeftRelativeTo(sideToMove) and enemyPieces and destinationMask
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canCaptureRight = canCapture.forwardRightRelativeTo(sideToMove) and enemyPieces and destinationMask
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leftPinnedCanCapture = (canCaptureLeft and diagonalPins) and not canCaptureLeftUnpinned
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rightPinnedCanCapture = ((canCaptureRight and diagonalPins) and not canCaptureRightUnpinned) and not canCaptureRightUnpinned
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for pawn in leftPinnedCanCapture:
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let pawnBB = pawn.toBitboard()
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if promotionRank.contains(pawn):
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for promotion in [PromoteToBishop, PromoteToKnight, PromoteToQueen, PromoteToRook]:
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moves.add(createMove(pawnBB.backwardRightRelativeTo(sideToMove), pawn, Capture, promotion))
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else:
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moves.add(createMove(pawnBB.backwardRightRelativeTo(sideToMove), pawn, Capture))
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for pawn in rightPinnedCanCapture:
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let pawnBB = pawn.toBitboard()
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if promotionRank.contains(pawn):
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for promotion in [PromoteToBishop, PromoteToKnight, PromoteToQueen, PromoteToRook]:
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moves.add(createMove(pawnBB.backwardLeftRelativeTo(sideToMove), pawn, Capture, promotion))
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else:
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moves.add(createMove(pawnBB.backwardLeftRelativeTo(sideToMove), pawn, Capture))
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# En passant captures
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var epBitboard = if epTarget != nullSquare(): epTarget.toBitboard() else: Bitboard(0)
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if epBitboard != 0:
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# See if en passant would create a check
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let
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# We don't and the destination mask with the ep target because we already check
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# whether the king ends up in check. TODO: Fix this in a more idiomatic way
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epPawn = epBitboard.backwardRelativeTo(sideToMove)
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epLeft = pawns.forwardLeftRelativeTo(sideToMove) and epBitboard
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epRight = pawns.forwardRightRelativeTo(sideToMove) and epBitboard
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# Note: it's possible for two pawns to both have rights to do an en passant! See
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# 4k3/8/8/2PpP3/8/8/8/4K3 w - d6 0 1
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if epLeft != 0:
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# We basically simulate the en passant and see if the resulting
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# occupancy bitboard has the king in check
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let
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friendlyPawn = epBitboard.backwardRightRelativeTo(sideToMove)
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newOccupancy = occupancy and not epPawn and not friendlyPawn or epBitboard
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# We also need to temporarily remove the en passant pawn from
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# our bitboards, or else functions like getPawnAttacks won't
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# get the news that the pawn is gone and will still think the
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# king is in check after en passant when it actually isn't
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# (see pos fen rnbqkbnr/pppp1ppp/8/2P5/K7/8/PPPP1PPP/RNBQ1BNR b kq - 0 1 moves b7b5 c5b6)
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let epPawnSquare = epPawn.toSquare()
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let epPiece = self.getPiece(epPawnSquare)
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self.removePiece(epPawnSquare)
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if not self.isOccupancyAttacked(friendlyKing, newOccupancy):
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# En passant does not create a check on the king: all good
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moves.add(createMove(friendlyPawn, epBitboard, EnPassant))
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self.spawnPiece(epPawnSquare, epPiece)
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if epRight != 0:
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# Note that this isn't going to be the same pawn from the previous if block!
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let
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friendlyPawn = epBitboard.backwardLeftRelativeTo(sideToMove)
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newOccupancy = occupancy and not epPawn and not friendlyPawn or epBitboard
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let epPawnSquare = epPawn.toSquare()
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let epPiece = self.getPiece(epPawnSquare)
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self.removePiece(epPawnSquare)
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if not self.isOccupancyAttacked(friendlyKing, newOccupancy):
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# En passant does not create a check on the king: all good
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moves.add(createMove(friendlyPawn, epBitboard, EnPassant))
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self.spawnPiece(epPawnSquare, epPiece)
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proc generateRookMoves(self: Chessboard, moves: var MoveList, destinationMask: Bitboard) =
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let
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sideToMove = self.position.sideToMove
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occupancy = self.getOccupancy()
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enemyPieces = self.getOccupancyFor(sideToMove.opposite()) and not self.getBitboard(King, sideToMove.opposite())
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rooks = self.getBitboard(Rook, sideToMove)
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queens = self.getBitboard(Queen, sideToMove)
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movableRooks = not self.position.diagonalPins and (queens or rooks)
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pinMask = self.position.orthogonalPins
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pinnedRooks = movableRooks and pinMask
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unpinnedRooks = movableRooks and not pinnedRooks
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for square in pinnedRooks:
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let
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blockers = occupancy and Rook.getRelevantBlockers(square)
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moveset = getRookMoves(square, blockers)
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for target in moveset and pinMask and destinationMask and not enemyPieces:
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moves.add(createMove(square, target))
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for target in moveset and enemyPieces and pinMask and destinationMask:
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moves.add(createMove(square, target, Capture))
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for square in unpinnedRooks:
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let
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blockers = occupancy and Rook.getRelevantBlockers(square)
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moveset = getRookMoves(square, blockers)
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for target in moveset and destinationMask and not enemyPieces:
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moves.add(createMove(square, target))
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for target in moveset and enemyPieces and destinationMask:
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moves.add(createMove(square, target, Capture))
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proc generateBishopMoves(self: Chessboard, moves: var MoveList, destinationMask: Bitboard) =
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let
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sideToMove = self.position.sideToMove
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occupancy = self.getOccupancy()
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enemyPieces = self.getOccupancyFor(sideToMove.opposite()) and not self.getBitboard(King, sideToMove.opposite())
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bishops = self.getBitboard(Bishop, sideToMove)
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queens = self.getBitboard(Queen, sideToMove)
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movableBishops = not self.position.orthogonalPins and (queens or bishops)
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pinMask = self.position.diagonalPins
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pinnedBishops = movableBishops and pinMask
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unpinnedBishops = movableBishops and not pinnedBishops
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for square in pinnedBishops:
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let
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blockers = occupancy and Bishop.getRelevantBlockers(square)
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moveset = getBishopMoves(square, blockers)
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for target in moveset and pinMask and destinationMask and not enemyPieces:
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moves.add(createMove(square, target))
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for target in moveset and pinMask and enemyPieces and destinationMask:
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moves.add(createMove(square, target, Capture))
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for square in unpinnedBishops:
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let
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blockers = occupancy and Bishop.getRelevantBlockers(square)
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moveset = getBishopMoves(square, blockers)
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for target in moveset and destinationMask and not enemyPieces:
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moves.add(createMove(square, target))
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for target in moveset and enemyPieces and destinationMask:
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moves.add(createMove(square, target, Capture))
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proc generateKingMoves(self: Chessboard, moves: var MoveList, capturesOnly=false) =
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let
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sideToMove = self.position.sideToMove
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king = self.getBitboard(King, sideToMove)
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occupancy = self.getOccupancy()
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nonSideToMove = sideToMove.opposite()
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enemyPieces = self.getOccupancyFor(nonSideToMove) and not self.getBitboard(King, nonSideToMove)
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bitboard = getKingAttacks(king.toSquare())
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noKingOccupancy = occupancy and not king
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if not capturesOnly:
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for square in bitboard and not occupancy:
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if not self.isOccupancyAttacked(square, noKingOccupancy):
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moves.add(createMove(king, square))
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for square in bitboard and enemyPieces:
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if not self.isOccupancyAttacked(square, noKingOccupancy):
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moves.add(createMove(king, square, Capture))
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proc generateKnightMoves(self: Chessboard, moves: var MoveList, destinationMask: Bitboard) =
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let
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sideToMove = self.position.sideToMove
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knights = self.getBitboard(Knight, sideToMove)
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nonSideToMove = sideToMove.opposite()
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pinned = self.position.diagonalPins or self.position.orthogonalPins
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unpinnedKnights = knights and not pinned
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enemyPieces = self.getOccupancyFor(nonSideToMove) and not self.getBitboard(King, nonSideToMove)
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for square in unpinnedKnights:
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let bitboard = getKnightAttacks(square)
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for target in bitboard and destinationMask and not enemyPieces:
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moves.add(createMove(square, target))
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for target in bitboard and destinationMask and enemyPieces:
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moves.add(createMove(square, target, Capture))
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proc generateCastling(self: Chessboard, moves: var MoveList) =
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let
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sideToMove = self.position.sideToMove
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castlingRights = self.canCastle()
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kingSquare = self.getBitboard(King, sideToMove).toSquare()
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kingPiece = self.getPiece(kingSquare)
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if castlingRights.king:
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moves.add(createMove(kingSquare, kingPiece.kingSideCastling(), Castle))
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if castlingRights.queen:
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moves.add(createMove(kingSquare, kingPiece.queenSideCastling(), Castle))
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proc generateMoves*(self: Chessboard, moves: var MoveList, capturesOnly: bool = false) =
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## Generates the list of all possible legal moves
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## in the current position. If capturesOnly is
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## true, only capture moves are generated
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let
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sideToMove = self.position.sideToMove
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nonSideToMove = sideToMove.opposite()
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self.generateKingMoves(moves, capturesOnly)
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if self.position.checkers.countSquares() > 1:
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# King is in double check: no need to generate any more
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# moves
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return
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self.generateCastling(moves)
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# We pass a mask to our move generators to remove stuff
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# like our friendly pieces from the set of possible
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# target squares, as well as to ensure checks are not
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# ignored
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var destinationMask: Bitboard
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if not self.inCheck():
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# Not in check: cannot move over friendly pieces
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destinationMask = not self.getOccupancyFor(sideToMove)
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else:
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# We *are* in check (from a single piece, because the two checks
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# case was handled above already). If the piece is a slider, we'll
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# extract the ray from it to our king and add the checking piece to
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# it, meaning the only legal moves are those that either block the
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# check or capture the checking piece. For other non-sliding pieces
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# the ray will be empty so the only legal move will be to capture
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# the checking piece (or moving the king)
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let
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checker = self.position.checkers.lowestSquare()
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checkerBB = checker.toBitboard()
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# epTarget = self.position.enPassantSquare
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# checkerPiece = self.getPiece(checker)
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destinationMask = getRayBetween(checker, self.getBitboard(King, sideToMove).toSquare()) or checkerBB
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# TODO: This doesn't really work. I've addressed the issue for now, but it's kinda ugly. Find a better
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# solution
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# if checkerPiece.kind == Pawn and checkerBB.backwardRelativeTo(checkerPiece.color).toSquare() == epTarget:
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# # We are in check by a pawn that pushed two squares: add the ep target square to the set of
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# # squares that our friendly pieces can move to in order to resolve it. This will do nothing
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# # for most pieces, because the move generators won't allow them to move there, but it does matter
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# # for pawns
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# destinationMask = destinationMask or epTarget.toBitboard()
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if capturesOnly:
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# Note: This does not cover en passant (which is good because it's a capture,
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# but the "fix" stands on flimsy ground)
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destinationMask = destinationMask and self.getOccupancyFor(nonSideToMove)
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self.generatePawnMoves(moves, destinationMask)
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self.generateKnightMoves(moves, destinationMask)
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self.generateRookMoves(moves, destinationMask)
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self.generateBishopMoves(moves, destinationMask)
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# Queens are just handled rooks + bishops
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proc doMove*(self: Chessboard, move: Move) =
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## Internal function called by makeMove after
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## performing legality checks. Can be used in
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## performance-critical paths where a move is
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## already known to be legal (i.e. during search)
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# Record final position for future reference
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self.positions.add(self.position)
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# Final checks
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let piece = self.getPiece(move.startSquare)
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when not defined(danger):
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doAssert piece.kind != Empty and piece.color != None, &"{move} {self.toFEN()}"
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var
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halfMoveClock = self.position.halfMoveClock
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fullMoveCount = self.position.fullMoveCount
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enPassantTarget = nullSquare()
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# Needed to detect draw by the 50 move rule
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if piece.kind == Pawn or move.isCapture() or move.isEnPassant():
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# Number of half-moves since the last reversible half-move
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halfMoveClock = 0
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else:
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inc(halfMoveClock)
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if piece.color == Black:
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inc(fullMoveCount)
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if move.isDoublePush():
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enPassantTarget = move.targetSquare.toBitboard().backwardRelativeTo(piece.color).toSquare()
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# Create new position
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self.position = Position(plyFromRoot: self.position.plyFromRoot + 1,
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halfMoveClock: halfMoveClock,
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fullMoveCount: fullMoveCount,
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sideToMove: self.position.sideToMove.opposite(),
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enPassantSquare: enPassantTarget,
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pieces: self.position.pieces,
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castlingAvailability: self.position.castlingAvailability
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)
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# Update position metadata
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if move.isEnPassant():
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# Make the en passant pawn disappear
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self.removePiece(move.targetSquare.toBitboard().backwardRelativeTo(piece.color).toSquare())
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if move.isCastling() or piece.kind == King:
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# If the king has moved, all castling rights for the side to
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# move are revoked
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self.position.castlingAvailability[piece.color.int] = (false, false)
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if move.isCastling():
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# Move the rook where it belongs
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if move.targetSquare == piece.kingSideCastling():
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let rook = self.getPiece(piece.color.kingSideRook())
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self.movePiece(piece.color.kingSideRook(), rook.kingSideCastling())
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if move.targetSquare == piece.queenSideCastling():
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let rook = self.getPiece(piece.color.queenSideRook())
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self.movePiece(piece.color.queenSideRook(), rook.queenSideCastling())
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if piece.kind == Rook:
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# If a rook on either side moves, castling rights are permanently revoked
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# on that side
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if move.startSquare == piece.color.kingSideRook():
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self.position.castlingAvailability[piece.color.int].king = false
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elif move.startSquare == piece.color.queenSideRook():
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self.position.castlingAvailability[piece.color.int].queen = false
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if move.isCapture():
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# Get rid of captured pieces
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let captured = self.getPiece(move.targetSquare)
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self.removePiece(move.targetSquare)
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# If a rook has been captured, castling on that side is prohibited
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if captured.kind == Rook:
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if move.targetSquare == captured.color.kingSideRook():
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self.position.castlingAvailability[captured.color.int].king = false
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elif move.targetSquare == captured.color.queenSideRook():
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self.position.castlingAvailability[captured.color.int].queen = false
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# Move the piece to its target square
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self.movePiece(move)
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if move.isPromotion():
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# Move is a pawn promotion: get rid of the pawn
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# and spawn a new piece
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self.removePiece(move.targetSquare)
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case move.getPromotionType():
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of PromoteToBishop:
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self.spawnPiece(move.targetSquare, Piece(kind: Bishop, color: piece.color))
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of PromoteToKnight:
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self.spawnPiece(move.targetSquare, Piece(kind: Knight, color: piece.color))
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|
of PromoteToRook:
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|
self.spawnPiece(move.targetSquare, Piece(kind: Rook, color: piece.color))
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|
of PromoteToQueen:
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|
self.spawnPiece(move.targetSquare, Piece(kind: Queen, color: piece.color))
|
|
else:
|
|
# Unreachable
|
|
discard
|
|
# Updates checks and pins for the (new) side to move
|
|
self.updateChecksAndPins()
|
|
# Update zobrist key
|
|
self.hash()
|
|
discard self.drawByRepetition()
|
|
|
|
|
|
proc isLegal*(self: Chessboard, move: Move): bool {.inline.} =
|
|
## Returns whether the given move is legal
|
|
var moves = newMoveList()
|
|
self.generateMoves(moves)
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|
return move in moves
|
|
|
|
|
|
proc makeMove*(self: Chessboard, move: Move): Move {.discardable.} =
|
|
## Makes a move on the board
|
|
result = move
|
|
# Updates checks and pins for the side to move
|
|
if not self.isLegal(move):
|
|
return nullMove()
|
|
self.doMove(move)
|
|
|
|
|
|
proc unmakeMove*(self: Chessboard) =
|
|
## Reverts to the previous board position,
|
|
## if one exists
|
|
self.position = self.positions.pop()
|
|
self.update()
|
|
self.hash()
|
|
|
|
|
|
|
|
|
|
## Testing stuff
|
|
|
|
|
|
proc testPiece(piece: Piece, kind: PieceKind, color: PieceColor) =
|
|
doAssert piece.kind == kind and piece.color == color, &"expected piece of kind {kind} and color {color}, got {piece.kind} / {piece.color} instead"
|
|
|
|
proc testPieceCount(board: Chessboard, kind: PieceKind, color: PieceColor, count: int) =
|
|
let pieces = board.countPieces(kind, color)
|
|
doAssert pieces == count, &"expected {count} pieces of kind {kind} and color {color}, got {pieces} instead"
|
|
|
|
proc testPieceBitboard(bitboard: Bitboard, squares: seq[Square]) =
|
|
var i = 0
|
|
for square in bitboard:
|
|
doAssert squares[i] == square, &"squares[{i}] != bitboard[i]: {squares[i]} != {square}"
|
|
inc(i)
|
|
if i != squares.len():
|
|
doAssert false, &"bitboard.len() ({i}) != squares.len() ({squares.len()})"
|
|
|
|
|
|
|
|
const testFens = staticRead("../../tests/all.txt").splitLines()
|
|
const benchFens = staticRead("../../tests/all.txt").splitLines()
|
|
|
|
|
|
proc basicTests* =
|
|
|
|
for fen in testFens:
|
|
doAssert fen == newChessboardFromFEN(fen).toFEN()
|
|
|
|
for fen in benchFens:
|
|
var
|
|
board = newChessboardFromFEN(fen)
|
|
hashes = newTable[ZobristKey, Move]()
|
|
moves = newMoveList()
|
|
board.generateMoves(moves)
|
|
for move in moves:
|
|
board.makeMove(move)
|
|
let
|
|
currentFEN = board.toFEN()
|
|
pos = board.position
|
|
key = pos.zobristKey
|
|
board.unmakeMove()
|
|
doAssert not hashes.contains(key), &"{fen} has zobrist collisions {move} -> {hashes[key]}"
|
|
hashes[key] = move
|
|
|
|
|
|
var board = newDefaultChessboard()
|
|
# Ensure correct number of pieces
|
|
testPieceCount(board, Pawn, White, 8)
|
|
testPieceCount(board, Pawn, Black, 8)
|
|
testPieceCount(board, Knight, White, 2)
|
|
testPieceCount(board, Knight, Black, 2)
|
|
testPieceCount(board, Bishop, White, 2)
|
|
testPieceCount(board, Bishop, Black, 2)
|
|
testPieceCount(board, Rook, White, 2)
|
|
testPieceCount(board, Rook, Black, 2)
|
|
testPieceCount(board, Queen, White, 1)
|
|
testPieceCount(board, Queen, Black, 1)
|
|
testPieceCount(board, King, White, 1)
|
|
testPieceCount(board, King, Black, 1)
|
|
|
|
# Ensure pieces are in the correct squares. This is testing the FEN
|
|
# parser
|
|
|
|
# Pawns
|
|
for loc in ["a2", "b2", "c2", "d2", "e2", "f2", "g2", "h2"]:
|
|
testPiece(board.getPiece(loc), Pawn, White)
|
|
for loc in ["a7", "b7", "c7", "d7", "e7", "f7", "g7", "h7"]:
|
|
testPiece(board.getPiece(loc), Pawn, Black)
|
|
# Rooks
|
|
testPiece(board.getPiece("a1"), Rook, White)
|
|
testPiece(board.getPiece("h1"), Rook, White)
|
|
testPiece(board.getPiece("a8"), Rook, Black)
|
|
testPiece(board.getPiece("h8"), Rook, Black)
|
|
# Knights
|
|
testPiece(board.getPiece("b1"), Knight, White)
|
|
testPiece(board.getPiece("g1"), Knight, White)
|
|
testPiece(board.getPiece("b8"), Knight, Black)
|
|
testPiece(board.getPiece("g8"), Knight, Black)
|
|
# Bishops
|
|
testPiece(board.getPiece("c1"), Bishop, White)
|
|
testPiece(board.getPiece("f1"), Bishop, White)
|
|
testPiece(board.getPiece("c8"), Bishop, Black)
|
|
testPiece(board.getPiece("f8"), Bishop, Black)
|
|
# Kings
|
|
testPiece(board.getPiece("e1"), King, White)
|
|
testPiece(board.getPiece("e8"), King, Black)
|
|
# Queens
|
|
testPiece(board.getPiece("d1"), Queen, White)
|
|
testPiece(board.getPiece("d8"), Queen, Black)
|
|
|
|
# Ensure our bitboards match with the board
|
|
let
|
|
whitePawns = board.getBitboard(Pawn, White)
|
|
whiteKnights = board.getBitboard(Knight, White)
|
|
whiteBishops = board.getBitboard(Bishop, White)
|
|
whiteRooks = board.getBitboard(Rook, White)
|
|
whiteQueens = board.getBitboard(Queen, White)
|
|
whiteKing = board.getBitboard(King, White)
|
|
blackPawns = board.getBitboard(Pawn, Black)
|
|
blackKnights = board.getBitboard(Knight, Black)
|
|
blackBishops = board.getBitboard(Bishop, Black)
|
|
blackRooks = board.getBitboard(Rook, Black)
|
|
blackQueens = board.getBitboard(Queen, Black)
|
|
blackKing = board.getBitboard(King, Black)
|
|
whitePawnSquares = @[makeSquare(6'i8, 0'i8), makeSquare(6, 1), makeSquare(6, 2), makeSquare(6, 3), makeSquare(6, 4), makeSquare(6, 5), makeSquare(6, 6), makeSquare(6, 7)]
|
|
whiteKnightSquares = @[makeSquare(7'i8, 1'i8), makeSquare(7, 6)]
|
|
whiteBishopSquares = @[makeSquare(7'i8, 2'i8), makeSquare(7, 5)]
|
|
whiteRookSquares = @[makeSquare(7'i8, 0'i8), makeSquare(7, 7)]
|
|
whiteQueenSquares = @[makeSquare(7'i8, 3'i8)]
|
|
whiteKingSquares = @[makeSquare(7'i8, 4'i8)]
|
|
blackPawnSquares = @[makeSquare(1'i8, 0'i8), makeSquare(1, 1), makeSquare(1, 2), makeSquare(1, 3), makeSquare(1, 4), makeSquare(1, 5), makeSquare(1, 6), makeSquare(1, 7)]
|
|
blackKnightSquares = @[makeSquare(0'i8, 1'i8), makeSquare(0, 6)]
|
|
blackBishopSquares = @[makeSquare(0'i8, 2'i8), makeSquare(0, 5)]
|
|
blackRookSquares = @[makeSquare(0'i8, 0'i8), makeSquare(0, 7)]
|
|
blackQueenSquares = @[makeSquare(0'i8, 3'i8)]
|
|
blackKingSquares = @[makeSquare(0'i8, 4'i8)]
|
|
|
|
|
|
testPieceBitboard(whitePawns, whitePawnSquares)
|
|
testPieceBitboard(whiteKnights, whiteKnightSquares)
|
|
testPieceBitboard(whiteBishops, whiteBishopSquares)
|
|
testPieceBitboard(whiteRooks, whiteRookSquares)
|
|
testPieceBitboard(whiteQueens, whiteQueenSquares)
|
|
testPieceBitboard(whiteKing, whiteKingSquares)
|
|
testPieceBitboard(blackPawns, blackPawnSquares)
|
|
testPieceBitboard(blackKnights, blackKnightSquares)
|
|
testPieceBitboard(blackBishops, blackBishopSquares)
|
|
testPieceBitboard(blackRooks, blackRookSquares)
|
|
testPieceBitboard(blackQueens, blackQueenSquares)
|
|
testPieceBitboard(blackKing, blackKingSquares)
|
|
|
|
|
|
when isMainModule:
|
|
basicTests() |