283 lines
8.0 KiB
Python
283 lines
8.0 KiB
Python
from itertools import product
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from unicodedata import lookup
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def cross(A, B):
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return tuple(a+b for a in A for b in B)
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pieces = ["pawn", "knight", "bishop", "rook", "queen", "king"]
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colors = ["white", "black"]
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ranks = "87654321"
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files = "abcdefgh"
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squares = cross(files, ranks)
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pawn_ranks = "27"
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home_ranks = "18"
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init_positions = {"pawn" : cross(files, pawn_ranks),
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"rook" : cross("ah", home_ranks),
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"knight" : cross("bg", home_ranks),
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"bishop" : cross("cf", home_ranks),
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"queen" : cross("d", home_ranks),
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"king" : cross("e", home_ranks)
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}
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AN_names = {'R' : "rook",
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'N' : "knight",
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'B' : "bishop",
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'Q' : "queen",
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'K' : "king"}
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def get_rank(sq):
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return int(sq[1])
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def get_file(sq):
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return sq[0]
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def move(sq, v):
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return chr(ord(sq[0]) + v[0]) + str(int(sq[1]) + v[1])
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def moves(sq, dirs):
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targets = [move(sq, dir) for dir in dirs]
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return [sq for sq in targets if sq in squares]
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def invert(color):
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if color == "white":
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return "black"
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return "white"
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class Empty:
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def __repr__(self):
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return str(vars(self))
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def parse_AN(move):
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def suffix_in(l, dval=False, i=1):
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nonlocal move
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x = move[-i:]
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if x in list(l):
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move = move[:-i]
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return x
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return dval
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queenside = ["{}-{}-{}".format(c,c,c) for c in "0O"]
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kingside = ["{}-{}".format(c,c) for c in "0O"]
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r = Empty()
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r.kingside = r.queenside = False
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if move in queenside:
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r.queenside = True
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return r
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if move in kingside:
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r.kingside = True
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return r
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r.move = move
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r.mate = suffix_in('#') == '#'
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r.check = suffix_in('+') == '+'
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r.promotion = suffix_in(AN_names)
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if r.promotion:
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r.promotion = AN_names[r.promotion]
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_ = suffix_in('=')
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r.dest = suffix_in(squares, i=2)
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r.capture = suffix_in("xX") != False
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r.rank = suffix_in(ranks, None)
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r.file = suffix_in(files, None)
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r.piece = suffix_in(AN_names, 'pawn')
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if len(move) > 0 or (r.promotion and r.piece != "pawn") or not r.dest:
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return False
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if r.piece != "pawn":
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r.piece = AN_names[r.piece]
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return r
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up, down = (0, 1), (0, -1)
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left, right = (-1, 0), (1, 0)
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rook_dirs = (up, down, left, right)
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upper_left, upper_right = (-1, 1), (1, 1)
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lower_left, lower_right = (-1, -1), (1, -1)
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bishop_dirs = (upper_left, upper_right,
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lower_left, lower_right)
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class Piece:
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def __init__(self, color=None, piece=None):
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self.color = color
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self.piece = piece
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def __repr__(self):
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if None in (self.piece, self.color):
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return None
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name = self.color.upper() + " CHESS " + self.piece.upper()
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return lookup(name)
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def __eq__(self, other):
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if other == None:
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return None in (self.color, self.piece)
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if not isinstance(other, Piece):
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return NotImplemented
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return self.piece == other.piece and self.color == other.color
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class Game:
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def __init__(self):
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self.make_board()
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self.moves = []
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self.stack = []
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self.turn = "white"
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def __repr__(self):
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# Unicode board representation
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r = ""
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for rank in ranks:
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r += rank + " |"
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for file in files:
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sq = file+rank
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r += " "
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if self.is_empty(sq):
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r += " "
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else:
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r += repr(self.board[sq])
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r += "\n"
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r += " +" + "-"*16 + "\n"
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r += " "*4 + " ".join(list(files))
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return r
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def make_board(self):
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self.board = dict((sq, Piece()) for sq in squares)
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# Add pieces
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for piece, positions in init_positions.items():
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for sq in positions:
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self.board[sq].piece = piece
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# Add colors
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for sq in cross(files, "12"):
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self.board[sq].color = "white"
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for sq in cross(files, "78"):
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self.board[sq].color = "black"
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def is_empty(self, sq):
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return self.board[sq] == None
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def occupying(self, piece):
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return [sq for sq in squares if self.board[sq] == piece]
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def move(self, source, target):
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if not self.is_legal(source, target):
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return False
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board = self.board
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moved = board[source]
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eaten = board[target]
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self.moves.append((source, target))
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self.stack.append(eaten)
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board[source] = Piece()
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board[target] = moved
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self.turn = invert(moved.color)
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return True
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def is_legal(self, source, target):
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color = self.board[source].color
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return color == self.turn and target in self.possible_moves(source)
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def is_attacked(self, color, sq):
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enemy_color = invert(color)
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attacked = []
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for piece in pieces:
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occupied = self.occupying(Piece(enemy_color, piece))
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attacked += sum(list(map(self.attacks, occupied)), [])
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return sq in attacked
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def possible_moves(self, sq):
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board = self.board
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piece = board[sq].piece
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color = board[sq].color
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def can_eat(target):
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eaten = board[target]
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return eaten != None and eaten.color != color
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is_empty = self.is_empty
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targets = [t for t in self.attacks(sq)
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if can_eat(t) or is_empty(t)]
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if piece == "pawn":
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r = []
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dir = up
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if color == "black":
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dir = down
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frwd = move(sq, dir)
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jump = move(frwd, dir)
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if frwd in squares and is_empty(frwd):
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r.append(frwd)
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is_on_pawn_rank = color == "white" and get_rank(sq)==2 \
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or \
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color == "black" and get_rank(sq)==7
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if is_on_pawn_rank and is_empty(jump):
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r.append(jump)
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return r + [sq for sq in targets if can_eat(sq)]
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elif piece == "king":
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return [sq for sq in targets if not self.is_attacked(color, sq)]
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else:
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return targets
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def attacks(self, sq):
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if sq not in squares:
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return []
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board = self.board
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piece = board[sq].piece
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color = board[sq].color
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def possible_line(dir):
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target = move(sq, dir)
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while target in board and self.is_empty(target):
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yield target
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target = move(target, dir)
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if target in board:
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yield target
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def possible_lines(dirs):
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return sum(list(map(list, map(possible_line, dirs))), [])
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rook = possible_lines(rook_dirs)
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bishop = possible_lines(bishop_dirs)
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if piece == "pawn":
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if color == "white":
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dirs = upper_left, upper_right
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else:
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dirs = lower_left, lower_right
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return moves(sq, dirs)
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elif piece == "knight":
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nums = [2, -2, 1, -1]
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dirs = [(a, b) for a,b in product(nums, nums)
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if abs(a) != abs(b)]
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return moves(sq, dirs)
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elif piece == "rook":
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return rook
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elif piece == "bishop":
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return bishop
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elif piece == "queen":
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return rook + bishop
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elif piece == "king":
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dirs = rook_dirs + bishop_dirs
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return moves(sq, dirs)
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return []
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def test():
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game = Game()
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assert len(squares) == 8**2
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assert sum(map(len, init_positions.values())) == 8*4
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moves = [("a2", "a3"), ("b1", "c3"), ("c3", "b5"), ("b8", "c6")]
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for m in moves:
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game.move(*m)
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print (game)
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game.board["c3"] = Piece("black", "king")
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print (game.attacks("c3"))
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print(game.possible_moves("c3"))
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print(game.is_attacked("black", "d8"))
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