From 35401e37da7a5aa3a90ca15914f1d3a4ffa54d12 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 26 Oct 2025 21:06:50 -0400 Subject: [PATCH 01/46] Ignore `.idea/` --- .gitignore | 1 + 1 file changed, 1 insertion(+) diff --git a/.gitignore b/.gitignore index 6bbbd0d..f70cbc8 100644 --- a/.gitignore +++ b/.gitignore @@ -1,2 +1,3 @@ __pycache__/ .ipynb_checkpoints/ +.idea/ From 47253a4feaff325c265105c13f07e87f9d89bd8c Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 26 Oct 2025 21:07:11 -0400 Subject: [PATCH 02/46] Ignore `.venv/` --- .gitignore | 1 + 1 file changed, 1 insertion(+) diff --git a/.gitignore b/.gitignore index f70cbc8..1f6c2cd 100644 --- a/.gitignore +++ b/.gitignore @@ -1,3 +1,4 @@ __pycache__/ .ipynb_checkpoints/ .idea/ +.venv/ From 584812cbb9adcc4ac344a7da50665538aa4028d0 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 26 Oct 2025 21:07:23 -0400 Subject: [PATCH 03/46] Start using `uv` --- pyproject.toml | 8 ++++++++ uv.lock | 20 ++++++++++++++++++++ 2 files changed, 28 insertions(+) create mode 100644 pyproject.toml create mode 100644 uv.lock diff --git a/pyproject.toml b/pyproject.toml new file mode 100644 index 0000000..1170606 --- /dev/null +++ b/pyproject.toml @@ -0,0 +1,8 @@ +[project] +name = "san-strings" +version = "0.1.0" +description = "Add your description here" +requires-python = ">=3.13" +dependencies = [ + "chess>=1.11.2", +] diff --git a/uv.lock b/uv.lock new file mode 100644 index 0000000..e83babc --- /dev/null +++ b/uv.lock @@ -0,0 +1,20 @@ +version = 1 +revision = 3 +requires-python = ">=3.13" + +[[package]] +name = "chess" +version = "1.11.2" +source = { registry = "https://pypi.org/simple" } +sdist = { url = "https://files.pythonhosted.org/packages/93/09/7d04d7581ae3bb8b598017941781bceb7959dd1b13e3ebf7b6a2cd843bc9/chess-1.11.2.tar.gz", hash = "sha256:a8b43e5678fdb3000695bdaa573117ad683761e5ca38e591c4826eba6d25bb39", size = 6131385, upload-time = "2025-02-25T19:10:27.328Z" } + +[[package]] +name = "san-strings" +version = "0.1.0" +source = { virtual = "." } +dependencies = [ + { name = "chess" }, +] + +[package.metadata] +requires-dist = [{ name = "chess", specifier = ">=1.11.2" }] From b4ba07850fdc812112eefedf6dd2ad2a0c15deb7 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 26 Oct 2025 21:09:00 -0400 Subject: [PATCH 04/46] Fix doctest --- gen_san_strings.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/gen_san_strings.py b/gen_san_strings.py index 2cf20df..855fda3 100644 --- a/gen_san_strings.py +++ b/gen_san_strings.py @@ -19,7 +19,7 @@ def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: one step from `s1` toward `s2`. Raises `AssertionError` if `s1` and `s2` are not on the same file, rank, or diagonal. - >>> delta(chess.C3, chess.F6) + >>> _sliding_delta(chess.C3, chess.F6) 9 >>> chess.C3 + 9 == chess.D4 True From 71f06de6a88264ca5d24cd8ca2d5bf24b0961fea Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 26 Oct 2025 21:09:30 -0400 Subject: [PATCH 05/46] Fix mypy warning --- gen_san_strings.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/gen_san_strings.py b/gen_san_strings.py index 855fda3..bb8fad5 100644 --- a/gen_san_strings.py +++ b/gen_san_strings.py @@ -10,7 +10,7 @@ def _sign(x: int) -> Literal[-1, 0, 1]: """ Get the sign of `x` as -1, 0, or 1. """ - return (x > 0) - (x < 0) + return 0 if x == 0 else 1 if x > 0 else -1 def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: From 9cfbac4e1012b6ba5297bf59375fcbdcd38f8d06 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 26 Oct 2025 21:09:58 -0400 Subject: [PATCH 06/46] Suppress warning --- gen_san_strings.py | 1 + 1 file changed, 1 insertion(+) diff --git a/gen_san_strings.py b/gen_san_strings.py index bb8fad5..8c94863 100644 --- a/gen_san_strings.py +++ b/gen_san_strings.py @@ -58,6 +58,7 @@ def _extend_ray_from_towards( . . . . . . . . """ d = _sliding_delta(from_sq, towards_sq) + # noinspection PyProtectedMember return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] From 49124097c52f56a28b9d0419aed632e69013cfd5 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 26 Oct 2025 21:10:14 -0400 Subject: [PATCH 07/46] Refactor var name --- gen_san_strings.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/gen_san_strings.py b/gen_san_strings.py index 8c94863..407ea77 100644 --- a/gen_san_strings.py +++ b/gen_san_strings.py @@ -70,7 +70,7 @@ def get_pawn_sans(only_for_color: chess.Color | None = None) -> Set[str]: """ sans = set() - PAWN_OCCUPIABLE = chess.SquareSet(chess.BB_ALL - chess.BB_BACKRANKS) + pawn_occupiable = chess.SquareSet(chess.BB_ALL - chess.BB_BACKRANKS) w_pawn = chess.Piece.from_symbol("P") b_pawn = chess.Piece.from_symbol("p") @@ -80,7 +80,7 @@ def add_pawn_sans_for_color(color: chess.Color): self_pawn = w_pawn if color == chess.WHITE else b_pawn other_pawn = 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+[package.dev-dependencies] +dev = [ + { name = "mypy" }, + { name = "ruff" }, +] + [package.metadata] requires-dist = [{ name = "chess", specifier = ">=1.11.2" }] + +[package.metadata.requires-dev] +dev = [ + { name = "mypy", specifier = ">=1.18.2" }, + { name = "ruff", specifier = ">=0.14.2" }, +] + +[[package]] +name = "typing-extensions" +version = "4.15.0" +source = { registry = "https://pypi.org/simple" } +sdist = { url = "https://files.pythonhosted.org/packages/72/94/1a15dd82efb362ac84269196e94cf00f187f7ed21c242792a923cdb1c61f/typing_extensions-4.15.0.tar.gz", hash = "sha256:0cea48d173cc12fa28ecabc3b837ea3cf6f38c6d1136f85cbaaf598984861466", size = 109391, upload-time = "2025-08-25T13:49:26.313Z" } +wheels = [ + { url = "https://files.pythonhosted.org/packages/18/67/36e9267722cc04a6b9f15c7f3441c2363321a3ea07da7ae0c0707beb2a9c/typing_extensions-4.15.0-py3-none-any.whl", hash = "sha256:f0fa19c6845758ab08074a0cfa8b7aecb71c999ca73d62883bc25cc018c4e548", size = 44614, upload-time = "2025-08-25T13:49:24.86Z" }, +] From 286c1b0bd8bbade285fc7d0d5a7b3d7daf5d6647 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 26 Oct 2025 22:21:05 -0400 Subject: [PATCH 09/46] Suppress mypy warning --- gen_san_strings.py | 1 + 1 file changed, 1 insertion(+) diff --git a/gen_san_strings.py b/gen_san_strings.py index 407ea77..53e096a 100644 --- a/gen_san_strings.py +++ b/gen_san_strings.py @@ -226,6 +226,7 @@ def add_sans(discriminator: str, to_square: chess.Square): # File Discriminator bb = bb_attacks if is_sliding_piece: + # noinspection PyUnboundLocalVariable bb &= ~bb_ray else: bb &= ~chess.BB_SQUARES[from_square] From 0ac8ea9c221c998fbb43372e212e2c05328f8a46 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 26 Oct 2025 22:23:04 -0400 Subject: [PATCH 10/46] Fix typo --- gen_san_strings.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/gen_san_strings.py b/gen_san_strings.py index 53e096a..a0f24d3 100644 --- a/gen_san_strings.py +++ b/gen_san_strings.py @@ -143,7 +143,7 @@ def add_sans(discriminator: str, to_square: chess.Square): the board), then it is not legal because it cannot jump over the piece at `from_square` to reach `to_square`. - This is important when considering disriminators because we are only interested in squares + This is important when considering discriminators because we are only interested in squares from which another `piece` can legally move to `to_square`, and those which might create a situation where a rank, file, or full-square discriminator is necessary. From 910fa9b3486ba46dc05e12412a9e950eeccb53ed Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 26 Oct 2025 22:26:24 -0400 Subject: [PATCH 11/46] Ruff formatting --- gen_san_strings.py | 56 +++++++++++++++++++-------------------- gen_spoken_san_strings.py | 13 ++++++--- pyproject.toml | 3 +++ 3 files changed, 40 insertions(+), 32 deletions(-) diff --git a/gen_san_strings.py b/gen_san_strings.py index a0f24d3..5ea417c 100644 --- a/gen_san_strings.py +++ b/gen_san_strings.py @@ -24,14 +24,14 @@ def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: >>> chess.C3 + 9 == chess.D4 True """ - assert s1 != s2, "s1 and s2 must be different squares" + assert s1 != s2, 's1 and s2 must be different squares' x_delta = chess.square_file(s2) - chess.square_file(s1) y_delta = chess.square_rank(s2) - chess.square_rank(s1) assert 0 in (x_delta, y_delta) or abs(x_delta) == abs(y_delta), ( - "s1 and s2 must be on the same file, rank, or diagonal; got " - f"{chess.square_name(s1)} and {chess.square_name(s2)}" + 's1 and s2 must be on the same file, rank, or diagonal; got ' + f'{chess.square_name(s1)} and {chess.square_name(s2)}' ) x_delta = _sign(x_delta) @@ -72,8 +72,8 @@ def get_pawn_sans(only_for_color: chess.Color | None = None) -> Set[str]: pawn_occupiable = chess.SquareSet(chess.BB_ALL - chess.BB_BACKRANKS) - w_pawn = chess.Piece.from_symbol("P") - b_pawn = chess.Piece.from_symbol("p") + w_pawn = chess.Piece.from_symbol('P') + b_pawn = chess.Piece.from_symbol('p') def add_pawn_sans_for_color(color: chess.Color): _b.turn = color @@ -102,16 +102,16 @@ def add_pawn_sans_for_color(color: chess.Color): return sans -def get_piece_sans(symbol: Literal["N", "B", "R", "Q"]) -> Set[str]: +def get_piece_sans(symbol: Literal['N', 'B', 'R', 'Q']) -> Set[str]: """ Get all possible SAN strings for piece types that might require a discriminator—namely knights, bishops, rooks, and queens. """ assert symbol in ( - "N", - "B", - "R", - "Q", + 'N', + 'B', + 'R', + 'Q', ), f'Invalid piece symbol {symbol}, must be in ("N", "B", "R", "Q")' sans = set() @@ -122,12 +122,12 @@ def add_sans(discriminator: str, to_square: chess.Square): one for a non-capturing move and one for a capturing move. """ to_square_name = chess.square_name(to_square) - for capture in ("", "x"): - sans.add(f"{symbol}{discriminator}{capture}{to_square_name}") + for capture in ('', 'x'): + sans.add(f'{symbol}{discriminator}{capture}{to_square_name}') for to_square in chess.SQUARES: # We always add the un-discriminated move and capturing move - add_sans("", to_square) + add_sans('', to_square) """ To really understand the code below, we need to understand the algorithm a human uses @@ -271,22 +271,22 @@ def get_king_sans() -> Set[str]: for to_square in chess.SQUARES: # Add the capturing and non-capturing SANs to_square_name = chess.square_name(to_square) - sans.add(f"K{to_square_name}") - sans.add(f"Kx{to_square_name}") + sans.add(f'K{to_square_name}') + sans.add(f'Kx{to_square_name}') # Add castling moves - sans.add("O-O") - sans.add("O-O-O") + sans.add('O-O') + sans.add('O-O-O') return sans def main(): pawn_sans = get_pawn_sans() - knight_sans = get_piece_sans("N") - bishop_sans = get_piece_sans("B") - rook_sans = get_piece_sans("R") - queen_sans = get_piece_sans("Q") + knight_sans = get_piece_sans('N') + bishop_sans = get_piece_sans('B') + rook_sans = get_piece_sans('R') + queen_sans = get_piece_sans('Q') king_sans = get_king_sans() all_sans = ( pawn_sans | knight_sans | bishop_sans | rook_sans | queen_sans | king_sans @@ -297,17 +297,17 @@ def sort_key(s): all_sans = sorted(all_sans, key=sort_key) all_sans_with_symbols = sorted( - [san + symbol for symbol in ("", "+", "#") for san in all_sans], key=sort_key + [san + symbol for symbol in ('', '+', '#') for san in all_sans], key=sort_key ) - with open("san_strings.txt", "w") as f: - f.write("\n".join(all_sans)) + with open('san_strings.txt', 'w') as f: + f.write('\n'.join(all_sans)) - with open("san_strings_with_symbols.txt", "w") as f: - f.write("\n".join(all_sans_with_symbols)) + with open('san_strings_with_symbols.txt', 'w') as f: + f.write('\n'.join(all_sans_with_symbols)) - print("Done!") + print('Done!') -if __name__ == "__main__": +if __name__ == '__main__': main() diff --git a/gen_spoken_san_strings.py b/gen_spoken_san_strings.py index 3488c04..ac2232f 100644 --- a/gen_spoken_san_strings.py +++ b/gen_spoken_san_strings.py @@ -41,13 +41,15 @@ words.append('takes') # Destination of capture - file, rank = san_string[idx+1: idx+3] + file, rank = san_string[idx + 1 : idx + 3] assert file in 'abcdefgh' assert rank in '12345678' idx += 3 # Ex. 'rook takes' or 'rook takes e 4' or 'rook takes rook' - words.append(('', f'{file} {rank}', 'pawn', 'knight', 'bishop', 'rook', 'queen')) + words.append( + ('', f'{file} {rank}', 'pawn', 'knight', 'bishop', 'rook', 'queen') + ) elif c == '=': words.append(('', 'equals')) # break @@ -61,13 +63,16 @@ continue # Enumerate every combination of different ways of saying each phrase - for phrase_combo in list(list(e) for e in itertools.product(*(w for w in words if not isinstance(w, str)))): + for phrase_combo in list( + list(e) + for e in itertools.product(*(w for w in words if not isinstance(w, str))) + ): phrase_words = [] for word in words: if isinstance(word, str): phrase_words.append(word) continue - + phrase_words.append(phrase_combo.pop(0)) assert not phrase_combo diff --git a/pyproject.toml b/pyproject.toml index a2980a2..44b3d8f 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -12,3 +12,6 @@ dev = [ "mypy>=1.18.2", "ruff>=0.14.2", ] + +[tool.ruff.format] +quote-style = "single" From 572b2cb83465e15dddb62fa7a3df09db0edf57c0 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 26 Oct 2025 22:26:36 -0400 Subject: [PATCH 12/46] Phrasing/formatting --- gen_san_strings.py | 20 ++++++++++---------- 1 file changed, 10 insertions(+), 10 deletions(-) diff --git a/gen_san_strings.py b/gen_san_strings.py index 5ea417c..785ec30 100644 --- a/gen_san_strings.py +++ b/gen_san_strings.py @@ -152,9 +152,9 @@ def add_sans(discriminator: str, to_square: chess.Square): - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` of all the squares it can move to. These may all be considered possible `from_square`s. - Consider each `from_square` in `attacks`: - - Assume the move from `from_square` to `to_square` is legal. Then we know that - no other `piece` on the ray from `to_square` to `from_square` is relevant because - its move to `to_square` would be illegal. Therefore, we can subtract the bitmask + - Assume the move from `from_square` to `to_square` is legal. Then we know that + no other `piece` on the ray from `to_square` towards `from_square` is relevant because + its move to `to_square` would be illegal. Therefore, we can subtract the bitmask of that ray from `attacks` for the next step, creating a bitboard representing all the other possible locations of a `piece` that could legally move to `to_square` given that a `piece` can legally move from `from_square` to `to_square`. @@ -162,11 +162,11 @@ def add_sans(discriminator: str, to_square: chess.Square): `from_square` are not relevant for determining whether a file discriminator might be required: if another `piece` were to occupy one of those squares, then its move to `to_square` would necessarily require a rank discriminator, not a file discriminator. - Therefore we subtract the bitmask of all squares in `from_square`'s file from the + Therefore we subtract the bitmask of all squares in `from_square`'s file from the bitboard in the previous step as well. - - We now have a bitboard of all squares from which a `piece` can legally move to + - We now have a bitboard of all squares from which a `piece` can legally move to `to_square` (given that the move `piece` from `from_square` to `to_square` is legal) - such that, if a `piece` really were to occupy any one of those squares, it has + such that, if a `piece` really were to occupy any one of those squares, it has potential to create a situation where a file discriminator is necessary. All that is left to do is check whether one or more files in this bitboard have any truthy bits. If so, then the `from_square` for this iteration can require a file discriminator. @@ -179,14 +179,14 @@ def add_sans(discriminator: str, to_square: chess.Square): - Consider each `from_square` in `attacks`: - Subtract the extended ray from `to_square` towards `from_square` from `attacks` by the same logic as above. - - This time, we know that any squares that **do not** fall on the same file as - `from_square` are not relevant for determining whether a rank discriminator might be + - This time, we know that any squares that **do not** fall on the same file as + `from_square` are not relevant for determining whether a rank discriminator might be required: if another `piece` were to occupy one of those squares, then its move to `to_square` would necessarily preference the file discriminator, not the rank discriminator. Therefore we use a logical AND between the bitboard from the previous step and the bitmask of all squares in `from_square`'s file. - By the same logic as above, all that is left to do is check whether one or more ranks - in this bitboard have any truthy bits. If so, then the `from_square` for this + in this bitboard have any truthy bits. If so, then the `from_square` for this iteration can require a rank discriminator. Determining whether we need a **full-square** discriminator is actually the simplest: @@ -197,7 +197,7 @@ def add_sans(discriminator: str, to_square: chess.Square): by the same logic as above. - A full-square discriminator is required when there is another `piece` on `from_square`'s same file and another one on its same rank that can both move to `to_square`. Therefore, - can use a logical AND between `attacks` and the bitmask of all squares in `from_square`'s + we can use a logical AND between `attacks` and the bitmask of all squares in `from_square`'s file, then do the same for its rank, and if both of these have truthy bits, then the `from_square` for this iteration can require a full-square discriminator. From b0d8e77ae79c8b91a13965e6726f9c5c650c3810 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:03:01 -0400 Subject: [PATCH 13/46] Restructure as package --- src/san_strings/__init__.py | 0 gen_san_strings.py => src/san_strings/gen_san_strings.py | 0 .../san_strings/gen_spoken_san_strings.py | 0 san_strings.txt => src/san_strings/san_strings.txt | 0 .../san_strings/san_strings_with_symbols.txt | 0 spoken_san_strings.txt => src/san_strings/spoken_san_strings.txt | 0 6 files changed, 0 insertions(+), 0 deletions(-) create mode 100644 src/san_strings/__init__.py rename gen_san_strings.py => src/san_strings/gen_san_strings.py (100%) rename gen_spoken_san_strings.py => src/san_strings/gen_spoken_san_strings.py (100%) rename san_strings.txt => src/san_strings/san_strings.txt (100%) rename san_strings_with_symbols.txt => src/san_strings/san_strings_with_symbols.txt (100%) rename spoken_san_strings.txt => src/san_strings/spoken_san_strings.txt (100%) diff --git a/src/san_strings/__init__.py b/src/san_strings/__init__.py new file mode 100644 index 0000000..e69de29 diff --git a/gen_san_strings.py b/src/san_strings/gen_san_strings.py similarity index 100% rename from gen_san_strings.py rename to src/san_strings/gen_san_strings.py diff --git a/gen_spoken_san_strings.py b/src/san_strings/gen_spoken_san_strings.py similarity index 100% rename from gen_spoken_san_strings.py rename to src/san_strings/gen_spoken_san_strings.py diff --git a/san_strings.txt b/src/san_strings/san_strings.txt similarity index 100% rename from san_strings.txt rename to src/san_strings/san_strings.txt diff --git a/san_strings_with_symbols.txt b/src/san_strings/san_strings_with_symbols.txt similarity index 100% rename from san_strings_with_symbols.txt rename to src/san_strings/san_strings_with_symbols.txt diff --git a/spoken_san_strings.txt b/src/san_strings/spoken_san_strings.txt similarity index 100% rename from spoken_san_strings.txt rename to src/san_strings/spoken_san_strings.txt From 01cd7a1e52e058de4e7f28e0cf19342d78c279f9 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:04:14 -0400 Subject: [PATCH 14/46] Duplicate `gen_san_strings.py` --- src/san_strings/gen_san_strings_new.py | 313 +++++++++++++++++++++++++ 1 file changed, 313 insertions(+) create mode 100644 src/san_strings/gen_san_strings_new.py diff --git a/src/san_strings/gen_san_strings_new.py b/src/san_strings/gen_san_strings_new.py new file mode 100644 index 0000000..cf35529 --- /dev/null +++ b/src/san_strings/gen_san_strings_new.py @@ -0,0 +1,313 @@ +import chess +from typing import Literal, Set + + +_b = chess.Board.empty() +""" A blank `chess.Board` to use for generating moves. """ + + +def _sign(x: int) -> Literal[-1, 0, 1]: + """ + Get the sign of `x` as -1, 0, or 1. + """ + return 0 if x == 0 else 1 if x > 0 else -1 + + +def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: + """ + Get the delta of the index in `chess.SQUARES` required to move + one step from `s1` toward `s2`. Raises `AssertionError` if `s1` + and `s2` are not on the same file, rank, or diagonal. + + >>> _sliding_delta(chess.C3, chess.F6) + 9 + >>> chess.C3 + 9 == chess.D4 + True + """ + assert s1 != s2, 's1 and s2 must be different squares' + + x_delta = chess.square_file(s2) - chess.square_file(s1) + y_delta = chess.square_rank(s2) - chess.square_rank(s1) + + assert 0 in (x_delta, y_delta) or abs(x_delta) == abs(y_delta), ( + 's1 and s2 must be on the same file, rank, or diagonal; got ' + f'{chess.square_name(s1)} and {chess.square_name(s2)}' + ) + + x_delta = _sign(x_delta) + y_delta = _sign(y_delta) + + return y_delta * 8 + x_delta + + +def _extend_ray_from_towards( + from_sq: chess.Square, towards_sq: chess.Square +) -> chess.Bitboard: + """ + Get a `chess.Bitboard` of all the squares from (and including) `from_sq` + toward `towards_sq` and continuing on to an edge of the board. + + >>> print(chess.SquareSet(_extend_ray_from_towards(chess.C3, chess.F6))) + . . . . . . . 1 + . . . . . . 1 . + . . . . . 1 . . + . . . . 1 . . . + . . . 1 . . . . + . . 1 . . . . . + . . . . . . . . + . . . . . . . . + """ + d = _sliding_delta(from_sq, towards_sq) + # noinspection PyProtectedMember + return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] + + +def get_pawn_sans(only_for_color: chess.Color | None = None) -> Set[str]: + """ + Get all possible SAN strings for pawn moves. If `only_for_color` is + specified, then only return pawn moves for that color; otherwise return + pawn moves for both colors. + """ + sans = set() + + pawn_occupiable = chess.SquareSet(chess.BB_ALL - chess.BB_BACKRANKS) + + w_pawn = chess.Piece.from_symbol('P') + b_pawn = chess.Piece.from_symbol('p') + + def add_pawn_sans_for_color(color: chess.Color): + _b.turn = color + self_pawn = w_pawn if color == chess.WHITE else b_pawn + other_pawn = b_pawn if color == chess.WHITE else w_pawn + + for from_square in pawn_occupiable: + _b.clear_board() + _b.set_piece_at(from_square, self_pawn) + attacks = _b.attacks(from_square) + + # Set enemy pawns at the diagonal attacked squares + for s in attacks: + _b.set_piece_at(s, other_pawn) + + # Now forward moves and the diagonal captures are legal, + # so we can just add all legal SAN moves + for move in _b.legal_moves: + sans.add(_b.san(move)) + + if only_for_color in (chess.WHITE, None): + add_pawn_sans_for_color(chess.WHITE) + if only_for_color in (chess.BLACK, None): + add_pawn_sans_for_color(chess.BLACK) + + return sans + + +def get_piece_sans(symbol: Literal['N', 'B', 'R', 'Q']) -> Set[str]: + """ + Get all possible SAN strings for piece types that might require a + discriminator—namely knights, bishops, rooks, and queens. + """ + assert symbol in ( + 'N', + 'B', + 'R', + 'Q', + ), f'Invalid piece symbol {symbol}, must be in ("N", "B", "R", "Q")' + + sans = set() + + def add_sans(discriminator: str, to_square: chess.Square): + """ + Add two SAN strings to `sans` for the given `discriminator` and `to_square`: + one for a non-capturing move and one for a capturing move. + """ + to_square_name = chess.square_name(to_square) + for capture in ('', 'x'): + sans.add(f'{symbol}{discriminator}{capture}{to_square_name}') + + for to_square in chess.SQUARES: + # We always add the un-discriminated move and capturing move + add_sans('', to_square) + + """ + To really understand the code below, we need to understand the algorithm a human uses + to determine whether a move from a `from_square` to a `to_square` might require a + file, rank, and/or full-square discriminator. + + First we should consider that if moving from `from_square` to `to_square` is a legal + move, then even if there is another piece of the same type and color on the ray which extends + from `to_square` to `from_square` and continues on to an edge of the board, moving that piece + to `to_square` would be illegal. If this piece falls between `from_square` and `to_square`, + then the original move would not be legal, so we have a contradiction. If it is past + `from_square` (on the extension of the ray between the squares that continues to the edge of + the board), then it is not legal because it cannot jump over the piece at `from_square` to + reach `to_square`. + + This is important when considering discriminators because we are only interested in squares + from which another `piece` can legally move to `to_square`, and those which might create + a situation where a rank, file, or full-square discriminator is necessary. + + With this in mind, the algorithm for determining whether we need a **file** discriminator + is as follows: + - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` + of all the squares it can move to. These may all be considered possible `from_square`s. + - Consider each `from_square` in `attacks`: + - Assume the move from `from_square` to `to_square` is legal. Then we know that + no other `piece` on the ray from `to_square` towards `from_square` is relevant because + its move to `to_square` would be illegal. Therefore, we can subtract the bitmask + of that ray from `attacks` for the next step, creating a bitboard representing all + the other possible locations of a `piece` that could legally move to `to_square` + given that a `piece` can legally move from `from_square` to `to_square`. + - We also know that any squares in this bitmask which fall on the same file as + `from_square` are not relevant for determining whether a file discriminator might be + required: if another `piece` were to occupy one of those squares, then its move to + `to_square` would necessarily require a rank discriminator, not a file discriminator. + Therefore we subtract the bitmask of all squares in `from_square`'s file from the + bitboard in the previous step as well. + - We now have a bitboard of all squares from which a `piece` can legally move to + `to_square` (given that the move `piece` from `from_square` to `to_square` is legal) + such that, if a `piece` really were to occupy any one of those squares, it has + potential to create a situation where a file discriminator is necessary. All that + is left to do is check whether one or more files in this bitboard have any truthy bits. + If so, then the `from_square` for this iteration can require a file discriminator. + + The algorithm for determining whether we need a **rank** discriminator is similar, but + has some differences which account for the fact that a file discriminator is preferred + over a rank discriminator when both can disambiguate the move: + - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` + of all the squares it can move to. These may all be considered possible `from_square`s. + - Consider each `from_square` in `attacks`: + - Subtract the extended ray from `to_square` towards `from_square` from `attacks` + by the same logic as above. + - This time, we know that any squares that **do not** fall on the same file as + `from_square` are not relevant for determining whether a rank discriminator might be + required: if another `piece` were to occupy one of those squares, then its move to + `to_square` would necessarily preference the file discriminator, not the rank discriminator. + Therefore we use a logical AND between the bitboard from the previous step and the + bitmask of all squares in `from_square`'s file. + - By the same logic as above, all that is left to do is check whether one or more ranks + in this bitboard have any truthy bits. If so, then the `from_square` for this + iteration can require a rank discriminator. + + Determining whether we need a **full-square** discriminator is actually the simplest: + - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` + of all the squares it can move to. These may all be considered possible `from_square`s. + - Consider each `from_square` in `attacks`: + - Subtract the extended ray from `to_square` towards `from_square` from `attacks` + by the same logic as above. + - A full-square discriminator is required when there is another `piece` on `from_square`'s + same file and another one on its same rank that can both move to `to_square`. Therefore, + we can use a logical AND between `attacks` and the bitmask of all squares in `from_square`'s + file, then do the same for its rank, and if both of these have truthy bits, then the + `from_square` for this iteration can require a full-square discriminator. + + The logic for all three of these cases can be combined into a single loop, which is what + happens in the code below. + """ + + piece = chess.Piece.from_symbol(symbol) + is_sliding_piece = piece.piece_type != chess.KNIGHT + + _b.clear_board() + _b.set_piece_at(to_square, piece) + attacks = _b.attacks(to_square) + bb_attacks = int(attacks) + + for from_square in attacks: + from_square_file = chess.square_file(from_square) + from_square_rank = chess.square_rank(from_square) + + if is_sliding_piece: + bb_ray = _extend_ray_from_towards(to_square, from_square) + + bb_from_square_file = chess.BB_FILES[from_square_file] + bb_from_square_rank = chess.BB_RANKS[from_square_rank] + + # File Discriminator + bb = bb_attacks + if is_sliding_piece: + # noinspection PyUnboundLocalVariable + bb &= ~bb_ray + else: + bb &= ~chess.BB_SQUARES[from_square] + bb &= ~bb_from_square_file + + if any(bb_file & bb for bb_file in chess.BB_FILES): + discriminator = chess.FILE_NAMES[from_square_file] + add_sans(discriminator, to_square) + + # Rank Discriminator + bb = bb_attacks + if is_sliding_piece: + bb &= ~bb_ray + else: + bb &= ~chess.BB_SQUARES[from_square] + bb &= bb_from_square_file + + if any(bb_rank & bb for bb_rank in chess.BB_RANKS): + discriminator = chess.RANK_NAMES[from_square_rank] + add_sans(discriminator, to_square) + + # Full-Square Discriminator + bb = bb_attacks + if is_sliding_piece: + bb &= ~bb_ray + else: + bb &= ~chess.BB_SQUARES[from_square] + + if (bb & bb_from_square_file) and (bb & bb_from_square_rank): + discriminator = chess.SQUARE_NAMES[from_square] + add_sans(discriminator, to_square) + + return sans + + +def get_king_sans() -> Set[str]: + """ + Get all possible SAN strings for king moves. + """ + sans = set() + + for to_square in chess.SQUARES: + # Add the capturing and non-capturing SANs + to_square_name = chess.square_name(to_square) + sans.add(f'K{to_square_name}') + sans.add(f'Kx{to_square_name}') + + # Add castling moves + sans.add('O-O') + sans.add('O-O-O') + + return sans + + +def main(): + pawn_sans = get_pawn_sans() + knight_sans = get_piece_sans('N') + bishop_sans = get_piece_sans('B') + rook_sans = get_piece_sans('R') + queen_sans = get_piece_sans('Q') + king_sans = get_king_sans() + all_sans = ( + pawn_sans | knight_sans | bishop_sans | rook_sans | queen_sans | king_sans + ) + + def sort_key(s): + return (len(s), s) + + all_sans = sorted(all_sans, key=sort_key) + all_sans_with_symbols = sorted( + [san + symbol for symbol in ('', '+', '#') for san in all_sans], key=sort_key + ) + + with open('san_strings.txt', 'w') as f: + f.write('\n'.join(all_sans)) + + with open('san_strings_with_symbols.txt', 'w') as f: + f.write('\n'.join(all_sans_with_symbols)) + + print('Done!') + + +if __name__ == '__main__': + main() From 5176bda6ec842f8dd533d9b179c265ddd9525b45 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:06:33 -0400 Subject: [PATCH 15/46] Formatting --- src/san_strings/gen_san_strings_new.py | 21 +++++++++++---------- 1 file changed, 11 insertions(+), 10 deletions(-) diff --git a/src/san_strings/gen_san_strings_new.py b/src/san_strings/gen_san_strings_new.py index cf35529..dc62e11 100644 --- a/src/san_strings/gen_san_strings_new.py +++ b/src/san_strings/gen_san_strings_new.py @@ -41,7 +41,8 @@ def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: def _extend_ray_from_towards( - from_sq: chess.Square, towards_sq: chess.Square + from_sq: chess.Square, + towards_sq: chess.Square, ) -> chess.Bitboard: """ Get a `chess.Bitboard` of all the squares from (and including) `from_sq` @@ -135,16 +136,16 @@ def add_sans(discriminator: str, to_square: chess.Square): file, rank, and/or full-square discriminator. First we should consider that if moving from `from_square` to `to_square` is a legal - move, then even if there is another piece of the same type and color on the ray which extends - from `to_square` to `from_square` and continues on to an edge of the board, moving that piece + move, then even if there is another piece of the same type and color on the ray which extends + from `to_square` to `from_square` and continues on to an edge of the board, moving that piece to `to_square` would be illegal. If this piece falls between `from_square` and `to_square`, - then the original move would not be legal, so we have a contradiction. If it is past - `from_square` (on the extension of the ray between the squares that continues to the edge of - the board), then it is not legal because it cannot jump over the piece at `from_square` to + then the original move would not be legal, so we have a contradiction. If it is past + `from_square` (on the extension of the ray between the squares that continues to the edge of + the board), then it is not legal because it cannot jump over the piece at `from_square` to reach `to_square`. This is important when considering discriminators because we are only interested in squares - from which another `piece` can legally move to `to_square`, and those which might create + from which another `piece` can legally move to `to_square`, and those which might create a situation where a rank, file, or full-square discriminator is necessary. With this in mind, the algorithm for determining whether we need a **file** discriminator @@ -156,10 +157,10 @@ def add_sans(discriminator: str, to_square: chess.Square): no other `piece` on the ray from `to_square` towards `from_square` is relevant because its move to `to_square` would be illegal. Therefore, we can subtract the bitmask of that ray from `attacks` for the next step, creating a bitboard representing all - the other possible locations of a `piece` that could legally move to `to_square` + the other possible locations of a `piece` that could legally move to `to_square` given that a `piece` can legally move from `from_square` to `to_square`. - We also know that any squares in this bitmask which fall on the same file as - `from_square` are not relevant for determining whether a file discriminator might be + `from_square` are not relevant for determining whether a file discriminator might be required: if another `piece` were to occupy one of those squares, then its move to `to_square` would necessarily require a rank discriminator, not a file discriminator. Therefore we subtract the bitmask of all squares in `from_square`'s file from the @@ -289,7 +290,7 @@ def main(): queen_sans = get_piece_sans('Q') king_sans = get_king_sans() all_sans = ( - pawn_sans | knight_sans | bishop_sans | rook_sans | queen_sans | king_sans + pawn_sans | knight_sans | bishop_sans | rook_sans | queen_sans | king_sans ) def sort_key(s): From 88b80d92dc667dcbffa98889656ec6d00494a177 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:08:54 -0400 Subject: [PATCH 16/46] Cache function calls --- src/san_strings/gen_san_strings_new.py | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/src/san_strings/gen_san_strings_new.py b/src/san_strings/gen_san_strings_new.py index dc62e11..cb6d509 100644 --- a/src/san_strings/gen_san_strings_new.py +++ b/src/san_strings/gen_san_strings_new.py @@ -1,3 +1,5 @@ +from functools import cache + import chess from typing import Literal, Set @@ -13,6 +15,7 @@ def _sign(x: int) -> Literal[-1, 0, 1]: return 0 if x == 0 else 1 if x > 0 else -1 +@cache def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: """ Get the delta of the index in `chess.SQUARES` required to move @@ -40,6 +43,7 @@ def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: return y_delta * 8 + x_delta +@cache def _extend_ray_from_towards( from_sq: chess.Square, towards_sq: chess.Square, From 50fca82d2c83cb0390c59e9b378a3c01ab1fade4 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:09:17 -0400 Subject: [PATCH 17/46] Dissolve method --- src/san_strings/gen_san_strings_new.py | 13 +++---------- 1 file changed, 3 insertions(+), 10 deletions(-) diff --git a/src/san_strings/gen_san_strings_new.py b/src/san_strings/gen_san_strings_new.py index cb6d509..f2f9140 100644 --- a/src/san_strings/gen_san_strings_new.py +++ b/src/san_strings/gen_san_strings_new.py @@ -1,20 +1,13 @@ from functools import cache import chess -from typing import Literal, Set +import math _b = chess.Board.empty() """ A blank `chess.Board` to use for generating moves. """ -def _sign(x: int) -> Literal[-1, 0, 1]: - """ - Get the sign of `x` as -1, 0, or 1. - """ - return 0 if x == 0 else 1 if x > 0 else -1 - - @cache def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: """ @@ -37,8 +30,8 @@ def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: f'{chess.square_name(s1)} and {chess.square_name(s2)}' ) - x_delta = _sign(x_delta) - y_delta = _sign(y_delta) + x_delta = int(math.copysign(1, x_delta)) + y_delta = int(math.copysign(1, y_delta)) return y_delta * 8 + x_delta From f6449b4d2d145cb6c5da6bcda8d3476212ee0c24 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:21:58 -0400 Subject: [PATCH 18/46] `Set` -> `set` types --- src/san_strings/gen_san_strings_new.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/src/san_strings/gen_san_strings_new.py b/src/san_strings/gen_san_strings_new.py index f2f9140..0d75934 100644 --- a/src/san_strings/gen_san_strings_new.py +++ b/src/san_strings/gen_san_strings_new.py @@ -60,7 +60,7 @@ def _extend_ray_from_towards( return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] -def get_pawn_sans(only_for_color: chess.Color | None = None) -> Set[str]: +def get_pawn_sans(only_for_color: chess.Color | None = None) -> set[str]: """ Get all possible SAN strings for pawn moves. If `only_for_color` is specified, then only return pawn moves for that color; otherwise return @@ -100,7 +100,7 @@ def add_pawn_sans_for_color(color: chess.Color): return sans -def get_piece_sans(symbol: Literal['N', 'B', 'R', 'Q']) -> Set[str]: +def get_piece_sans(symbol: Literal['N', 'B', 'R', 'Q']) -> set[str]: """ Get all possible SAN strings for piece types that might require a discriminator—namely knights, bishops, rooks, and queens. @@ -260,7 +260,7 @@ def add_sans(discriminator: str, to_square: chess.Square): return sans -def get_king_sans() -> Set[str]: +def get_king_sans() -> set[str]: """ Get all possible SAN strings for king moves. """ From d5b5e33770a7b99ac813e58983c8b965f85b4c2a Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:22:11 -0400 Subject: [PATCH 19/46] Add missing import --- src/san_strings/gen_san_strings_new.py | 1 + 1 file changed, 1 insertion(+) diff --git a/src/san_strings/gen_san_strings_new.py b/src/san_strings/gen_san_strings_new.py index 0d75934..6b92217 100644 --- a/src/san_strings/gen_san_strings_new.py +++ b/src/san_strings/gen_san_strings_new.py @@ -1,3 +1,4 @@ +from typing import Literal from functools import cache import chess From 0f6974fde4c95e31582a5ff159c63ae70d8a004e Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:24:33 -0400 Subject: [PATCH 20/46] Extend ruff config for import sorting --- pyproject.toml | 4 ++++ 1 file changed, 4 insertions(+) diff --git a/pyproject.toml b/pyproject.toml index 44b3d8f..e8d7c20 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -15,3 +15,7 @@ dev = [ [tool.ruff.format] quote-style = "single" + +[tool.ruff.lint] +# Extend the default selected rules to include import sorting (I) +extend-select = ["I"] From a405c5fd38a82300edc25b504b9bab0a27aa3b3e Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:24:54 -0400 Subject: [PATCH 21/46] Sort imports --- src/san_strings/gen_san_strings_new.py | 5 ++--- 1 file changed, 2 insertions(+), 3 deletions(-) diff --git a/src/san_strings/gen_san_strings_new.py b/src/san_strings/gen_san_strings_new.py index 6b92217..e78fcaa 100644 --- a/src/san_strings/gen_san_strings_new.py +++ b/src/san_strings/gen_san_strings_new.py @@ -1,9 +1,8 @@ -from typing import Literal +import math from functools import cache +from typing import Literal import chess -import math - _b = chess.Board.empty() """ A blank `chess.Board` to use for generating moves. """ From 712d9a3207968987cb99c9e230546a950764cbaf Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:25:01 -0400 Subject: [PATCH 22/46] Refactor name --- src/san_strings/gen_san_strings_new.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/src/san_strings/gen_san_strings_new.py b/src/san_strings/gen_san_strings_new.py index e78fcaa..8699484 100644 --- a/src/san_strings/gen_san_strings_new.py +++ b/src/san_strings/gen_san_strings_new.py @@ -37,7 +37,7 @@ def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: @cache -def _extend_ray_from_towards( +def _extend_ray( from_sq: chess.Square, towards_sq: chess.Square, ) -> chess.Bitboard: @@ -45,7 +45,7 @@ def _extend_ray_from_towards( Get a `chess.Bitboard` of all the squares from (and including) `from_sq` toward `towards_sq` and continuing on to an edge of the board. - >>> print(chess.SquareSet(_extend_ray_from_towards(chess.C3, chess.F6))) + >>> print(chess.SquareSet(_extend_ray(chess.C3, chess.F6))) . . . . . . . 1 . . . . . . 1 . . . . . . 1 . . @@ -216,7 +216,7 @@ def add_sans(discriminator: str, to_square: chess.Square): from_square_rank = chess.square_rank(from_square) if is_sliding_piece: - bb_ray = _extend_ray_from_towards(to_square, from_square) + bb_ray = _extend_ray(to_square, from_square) bb_from_square_file = chess.BB_FILES[from_square_file] bb_from_square_rank = chess.BB_RANKS[from_square_rank] From 9b97dc0a8c8b521b5afae4b2f30bfdfa05ef930a Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:28:41 -0400 Subject: [PATCH 23/46] Specify mypy config --- pyproject.toml | 6 ++++++ 1 file changed, 6 insertions(+) diff --git a/pyproject.toml b/pyproject.toml index e8d7c20..a61802b 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -19,3 +19,9 @@ quote-style = "single" [tool.ruff.lint] # Extend the default selected rules to include import sorting (I) extend-select = ["I"] + +[tool.mypy] +python_version = "3.13" +strict = false +incremental = true +cache_dir = ".mypy_cache" From 01ab16e4ba6d9c2dd3e6a33e2317d0997c6d0459 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:31:22 -0400 Subject: [PATCH 24/46] Add `chess_action_space` submodule --- .gitmodules | 3 +++ pyproject.toml | 4 ++++ src/chess_action_space | 1 + uv.lock | 26 +++++++++++++++++++++++++- 4 files changed, 33 insertions(+), 1 deletion(-) create mode 100644 .gitmodules create mode 160000 src/chess_action_space diff --git a/.gitmodules b/.gitmodules new file mode 100644 index 0000000..fcb4c84 --- /dev/null +++ b/.gitmodules @@ -0,0 +1,3 @@ +[submodule "src/chess_action_space"] + path = src/chess_action_space + url = https://github.com/hyprchs/chess_action_space.git diff --git a/pyproject.toml b/pyproject.toml index a61802b..9f2fffc 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -5,8 +5,12 @@ description = "Add your description here" requires-python = ">=3.13" dependencies = [ "chess>=1.11.2", + "chess_action_space>=1.1.0", ] +[tool.uv.sources] +chess_action_space = { path = "src/chess_action_space", editable = true } + [dependency-groups] dev = [ "mypy>=1.18.2", diff --git a/src/chess_action_space b/src/chess_action_space new file mode 160000 index 0000000..2631675 --- /dev/null +++ b/src/chess_action_space @@ -0,0 +1 @@ +Subproject commit 2631675d3a1c8bdae9781d520ac7d922d080abbc diff --git a/uv.lock b/uv.lock index 542635b..4cd9efb 100644 --- a/uv.lock +++ b/uv.lock @@ -8,6 +8,26 @@ version = "1.11.2" source = { registry = "https://pypi.org/simple" } sdist = { url = "https://files.pythonhosted.org/packages/93/09/7d04d7581ae3bb8b598017941781bceb7959dd1b13e3ebf7b6a2cd843bc9/chess-1.11.2.tar.gz", hash = "sha256:a8b43e5678fdb3000695bdaa573117ad683761e5ca38e591c4826eba6d25bb39", size = 6131385, upload-time = "2025-02-25T19:10:27.328Z" } +[[package]] +name = "chess-action-space" +version = "1.1.0" +source = { editable = "src/chess_action_space" } +dependencies = [ + { name = "chess" }, +] + +[package.metadata] +requires-dist = [{ name = "chess", specifier = ">=1.11.2" }] + +[package.metadata.requires-dev] +dev = [ + { name = "mypy", specifier = ">=1.18.2" }, + { name = "pre-commit", specifier = ">=4.3.0" }, + { name = "pytest", specifier = ">=8.4.2" }, + { name = "ruff", specifier = ">=0.13.3" }, + { name = "uv-build", specifier = ">=0.9.2" }, +] + [[package]] name = "mypy" version = "1.18.2" @@ -84,6 +104,7 @@ version = "0.1.0" source = { virtual = "." } dependencies = [ { name = "chess" }, + { name = "chess-action-space" }, ] [package.dev-dependencies] @@ -93,7 +114,10 @@ dev = [ ] [package.metadata] -requires-dist = [{ name = "chess", specifier = ">=1.11.2" }] +requires-dist = [ + { name = "chess", specifier = ">=1.11.2" }, + { name = "chess-action-space", editable = "src/chess_action_space" }, +] [package.metadata.requires-dev] dev = [ From cb960cd0124ba95cbebe57c6595b57b3b9476c74 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:32:56 -0400 Subject: [PATCH 25/46] Move `gen_san_strings_new.py` -> `__init__.py` --- src/san_strings/__init__.py | 311 +++++++++++++++++++++++++ src/san_strings/gen_san_strings_new.py | 311 ------------------------- 2 files changed, 311 insertions(+), 311 deletions(-) delete mode 100644 src/san_strings/gen_san_strings_new.py diff --git a/src/san_strings/__init__.py b/src/san_strings/__init__.py index e69de29..8699484 100644 --- a/src/san_strings/__init__.py +++ b/src/san_strings/__init__.py @@ -0,0 +1,311 @@ +import math +from functools import cache +from typing import Literal + +import chess + +_b = chess.Board.empty() +""" A blank `chess.Board` to use for generating moves. """ + + +@cache +def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: + """ + Get the delta of the index in `chess.SQUARES` required to move + one step from `s1` toward `s2`. Raises `AssertionError` if `s1` + and `s2` are not on the same file, rank, or diagonal. + + >>> _sliding_delta(chess.C3, chess.F6) + 9 + >>> chess.C3 + 9 == chess.D4 + True + """ + assert s1 != s2, 's1 and s2 must be different squares' + + x_delta = chess.square_file(s2) - chess.square_file(s1) + y_delta = chess.square_rank(s2) - chess.square_rank(s1) + + assert 0 in (x_delta, y_delta) or abs(x_delta) == abs(y_delta), ( + 's1 and s2 must be on the same file, rank, or diagonal; got ' + f'{chess.square_name(s1)} and {chess.square_name(s2)}' + ) + + x_delta = int(math.copysign(1, x_delta)) + y_delta = int(math.copysign(1, y_delta)) + + return y_delta * 8 + x_delta + + +@cache +def _extend_ray( + from_sq: chess.Square, + towards_sq: chess.Square, +) -> chess.Bitboard: + """ + Get a `chess.Bitboard` of all the squares from (and including) `from_sq` + toward `towards_sq` and continuing on to an edge of the board. + + >>> print(chess.SquareSet(_extend_ray(chess.C3, chess.F6))) + . . . . . . . 1 + . . . . . . 1 . + . . . . . 1 . . + . . . . 1 . . . + . . . 1 . . . . + . . 1 . . . . . + . . . . . . . . + . . . . . . . . + """ + d = _sliding_delta(from_sq, towards_sq) + # noinspection PyProtectedMember + return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] + + +def get_pawn_sans(only_for_color: chess.Color | None = None) -> set[str]: + """ + Get all possible SAN strings for pawn moves. If `only_for_color` is + specified, then only return pawn moves for that color; otherwise return + pawn moves for both colors. + """ + sans = set() + + pawn_occupiable = chess.SquareSet(chess.BB_ALL - chess.BB_BACKRANKS) + + w_pawn = chess.Piece.from_symbol('P') + b_pawn = chess.Piece.from_symbol('p') + + def add_pawn_sans_for_color(color: chess.Color): + _b.turn = color + self_pawn = w_pawn if color == chess.WHITE else b_pawn + other_pawn = b_pawn if color == chess.WHITE else w_pawn + + for from_square in pawn_occupiable: + _b.clear_board() + _b.set_piece_at(from_square, self_pawn) + attacks = _b.attacks(from_square) + + # Set enemy pawns at the diagonal attacked squares + for s in attacks: + _b.set_piece_at(s, other_pawn) + + # Now forward moves and the diagonal captures are legal, + # so we can just add all legal SAN moves + for move in _b.legal_moves: + sans.add(_b.san(move)) + + if only_for_color in (chess.WHITE, None): + add_pawn_sans_for_color(chess.WHITE) + if only_for_color in (chess.BLACK, None): + add_pawn_sans_for_color(chess.BLACK) + + return sans + + +def get_piece_sans(symbol: Literal['N', 'B', 'R', 'Q']) -> set[str]: + """ + Get all possible SAN strings for piece types that might require a + discriminator—namely knights, bishops, rooks, and queens. + """ + assert symbol in ( + 'N', + 'B', + 'R', + 'Q', + ), f'Invalid piece symbol {symbol}, must be in ("N", "B", "R", "Q")' + + sans = set() + + def add_sans(discriminator: str, to_square: chess.Square): + """ + Add two SAN strings to `sans` for the given `discriminator` and `to_square`: + one for a non-capturing move and one for a capturing move. + """ + to_square_name = chess.square_name(to_square) + for capture in ('', 'x'): + sans.add(f'{symbol}{discriminator}{capture}{to_square_name}') + + for to_square in chess.SQUARES: + # We always add the un-discriminated move and capturing move + add_sans('', to_square) + + """ + To really understand the code below, we need to understand the algorithm a human uses + to determine whether a move from a `from_square` to a `to_square` might require a + file, rank, and/or full-square discriminator. + + First we should consider that if moving from `from_square` to `to_square` is a legal + move, then even if there is another piece of the same type and color on the ray which extends + from `to_square` to `from_square` and continues on to an edge of the board, moving that piece + to `to_square` would be illegal. If this piece falls between `from_square` and `to_square`, + then the original move would not be legal, so we have a contradiction. If it is past + `from_square` (on the extension of the ray between the squares that continues to the edge of + the board), then it is not legal because it cannot jump over the piece at `from_square` to + reach `to_square`. + + This is important when considering discriminators because we are only interested in squares + from which another `piece` can legally move to `to_square`, and those which might create + a situation where a rank, file, or full-square discriminator is necessary. + + With this in mind, the algorithm for determining whether we need a **file** discriminator + is as follows: + - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` + of all the squares it can move to. These may all be considered possible `from_square`s. + - Consider each `from_square` in `attacks`: + - Assume the move from `from_square` to `to_square` is legal. Then we know that + no other `piece` on the ray from `to_square` towards `from_square` is relevant because + its move to `to_square` would be illegal. Therefore, we can subtract the bitmask + of that ray from `attacks` for the next step, creating a bitboard representing all + the other possible locations of a `piece` that could legally move to `to_square` + given that a `piece` can legally move from `from_square` to `to_square`. + - We also know that any squares in this bitmask which fall on the same file as + `from_square` are not relevant for determining whether a file discriminator might be + required: if another `piece` were to occupy one of those squares, then its move to + `to_square` would necessarily require a rank discriminator, not a file discriminator. + Therefore we subtract the bitmask of all squares in `from_square`'s file from the + bitboard in the previous step as well. + - We now have a bitboard of all squares from which a `piece` can legally move to + `to_square` (given that the move `piece` from `from_square` to `to_square` is legal) + such that, if a `piece` really were to occupy any one of those squares, it has + potential to create a situation where a file discriminator is necessary. All that + is left to do is check whether one or more files in this bitboard have any truthy bits. + If so, then the `from_square` for this iteration can require a file discriminator. + + The algorithm for determining whether we need a **rank** discriminator is similar, but + has some differences which account for the fact that a file discriminator is preferred + over a rank discriminator when both can disambiguate the move: + - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` + of all the squares it can move to. These may all be considered possible `from_square`s. + - Consider each `from_square` in `attacks`: + - Subtract the extended ray from `to_square` towards `from_square` from `attacks` + by the same logic as above. + - This time, we know that any squares that **do not** fall on the same file as + `from_square` are not relevant for determining whether a rank discriminator might be + required: if another `piece` were to occupy one of those squares, then its move to + `to_square` would necessarily preference the file discriminator, not the rank discriminator. + Therefore we use a logical AND between the bitboard from the previous step and the + bitmask of all squares in `from_square`'s file. + - By the same logic as above, all that is left to do is check whether one or more ranks + in this bitboard have any truthy bits. If so, then the `from_square` for this + iteration can require a rank discriminator. + + Determining whether we need a **full-square** discriminator is actually the simplest: + - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` + of all the squares it can move to. These may all be considered possible `from_square`s. + - Consider each `from_square` in `attacks`: + - Subtract the extended ray from `to_square` towards `from_square` from `attacks` + by the same logic as above. + - A full-square discriminator is required when there is another `piece` on `from_square`'s + same file and another one on its same rank that can both move to `to_square`. Therefore, + we can use a logical AND between `attacks` and the bitmask of all squares in `from_square`'s + file, then do the same for its rank, and if both of these have truthy bits, then the + `from_square` for this iteration can require a full-square discriminator. + + The logic for all three of these cases can be combined into a single loop, which is what + happens in the code below. + """ + + piece = chess.Piece.from_symbol(symbol) + is_sliding_piece = piece.piece_type != chess.KNIGHT + + _b.clear_board() + _b.set_piece_at(to_square, piece) + attacks = _b.attacks(to_square) + bb_attacks = int(attacks) + + for from_square in attacks: + from_square_file = chess.square_file(from_square) + from_square_rank = chess.square_rank(from_square) + + if is_sliding_piece: + bb_ray = _extend_ray(to_square, from_square) + + bb_from_square_file = chess.BB_FILES[from_square_file] + bb_from_square_rank = chess.BB_RANKS[from_square_rank] + + # File Discriminator + bb = bb_attacks + if is_sliding_piece: + # noinspection PyUnboundLocalVariable + bb &= ~bb_ray + else: + bb &= ~chess.BB_SQUARES[from_square] + bb &= ~bb_from_square_file + + if any(bb_file & bb for bb_file in chess.BB_FILES): + discriminator = chess.FILE_NAMES[from_square_file] + add_sans(discriminator, to_square) + + # Rank Discriminator + bb = bb_attacks + if is_sliding_piece: + bb &= ~bb_ray + else: + bb &= ~chess.BB_SQUARES[from_square] + bb &= bb_from_square_file + + if any(bb_rank & bb for bb_rank in chess.BB_RANKS): + discriminator = chess.RANK_NAMES[from_square_rank] + add_sans(discriminator, to_square) + + # Full-Square Discriminator + bb = bb_attacks + if is_sliding_piece: + bb &= ~bb_ray + else: + bb &= ~chess.BB_SQUARES[from_square] + + if (bb & bb_from_square_file) and (bb & bb_from_square_rank): + discriminator = chess.SQUARE_NAMES[from_square] + add_sans(discriminator, to_square) + + return sans + + +def get_king_sans() -> set[str]: + """ + Get all possible SAN strings for king moves. + """ + sans = set() + + for to_square in chess.SQUARES: + # Add the capturing and non-capturing SANs + to_square_name = chess.square_name(to_square) + sans.add(f'K{to_square_name}') + sans.add(f'Kx{to_square_name}') + + # Add castling moves + sans.add('O-O') + sans.add('O-O-O') + + return sans + + +def main(): + pawn_sans = get_pawn_sans() + knight_sans = get_piece_sans('N') + bishop_sans = get_piece_sans('B') + rook_sans = get_piece_sans('R') + queen_sans = get_piece_sans('Q') + king_sans = get_king_sans() + all_sans = ( + pawn_sans | knight_sans | bishop_sans | rook_sans | queen_sans | king_sans + ) + + def sort_key(s): + return (len(s), s) + + all_sans = sorted(all_sans, key=sort_key) + all_sans_with_symbols = sorted( + [san + symbol for symbol in ('', '+', '#') for san in all_sans], key=sort_key + ) + + with open('san_strings.txt', 'w') as f: + f.write('\n'.join(all_sans)) + + with open('san_strings_with_symbols.txt', 'w') as f: + f.write('\n'.join(all_sans_with_symbols)) + + print('Done!') + + +if __name__ == '__main__': + main() diff --git a/src/san_strings/gen_san_strings_new.py b/src/san_strings/gen_san_strings_new.py deleted file mode 100644 index 8699484..0000000 --- a/src/san_strings/gen_san_strings_new.py +++ /dev/null @@ -1,311 +0,0 @@ -import math -from functools import cache -from typing import Literal - -import chess - -_b = chess.Board.empty() -""" A blank `chess.Board` to use for generating moves. """ - - -@cache -def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: - """ - Get the delta of the index in `chess.SQUARES` required to move - one step from `s1` toward `s2`. Raises `AssertionError` if `s1` - and `s2` are not on the same file, rank, or diagonal. - - >>> _sliding_delta(chess.C3, chess.F6) - 9 - >>> chess.C3 + 9 == chess.D4 - True - """ - assert s1 != s2, 's1 and s2 must be different squares' - - x_delta = chess.square_file(s2) - chess.square_file(s1) - y_delta = chess.square_rank(s2) - chess.square_rank(s1) - - assert 0 in (x_delta, y_delta) or abs(x_delta) == abs(y_delta), ( - 's1 and s2 must be on the same file, rank, or diagonal; got ' - f'{chess.square_name(s1)} and {chess.square_name(s2)}' - ) - - x_delta = int(math.copysign(1, x_delta)) - y_delta = int(math.copysign(1, y_delta)) - - return y_delta * 8 + x_delta - - -@cache -def _extend_ray( - from_sq: chess.Square, - towards_sq: chess.Square, -) -> chess.Bitboard: - """ - Get a `chess.Bitboard` of all the squares from (and including) `from_sq` - toward `towards_sq` and continuing on to an edge of the board. - - >>> print(chess.SquareSet(_extend_ray(chess.C3, chess.F6))) - . . . . . . . 1 - . . . . . . 1 . - . . . . . 1 . . - . . . . 1 . . . - . . . 1 . . . . - . . 1 . . . . . - . . . . . . . . - . . . . . . . . - """ - d = _sliding_delta(from_sq, towards_sq) - # noinspection PyProtectedMember - return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] - - -def get_pawn_sans(only_for_color: chess.Color | None = None) -> set[str]: - """ - Get all possible SAN strings for pawn moves. If `only_for_color` is - specified, then only return pawn moves for that color; otherwise return - pawn moves for both colors. - """ - sans = set() - - pawn_occupiable = chess.SquareSet(chess.BB_ALL - chess.BB_BACKRANKS) - - w_pawn = chess.Piece.from_symbol('P') - b_pawn = chess.Piece.from_symbol('p') - - def add_pawn_sans_for_color(color: chess.Color): - _b.turn = color - self_pawn = w_pawn if color == chess.WHITE else b_pawn - other_pawn = b_pawn if color == chess.WHITE else w_pawn - - for from_square in pawn_occupiable: - _b.clear_board() - _b.set_piece_at(from_square, self_pawn) - attacks = _b.attacks(from_square) - - # Set enemy pawns at the diagonal attacked squares - for s in attacks: - _b.set_piece_at(s, other_pawn) - - # Now forward moves and the diagonal captures are legal, - # so we can just add all legal SAN moves - for move in _b.legal_moves: - sans.add(_b.san(move)) - - if only_for_color in (chess.WHITE, None): - add_pawn_sans_for_color(chess.WHITE) - if only_for_color in (chess.BLACK, None): - add_pawn_sans_for_color(chess.BLACK) - - return sans - - -def get_piece_sans(symbol: Literal['N', 'B', 'R', 'Q']) -> set[str]: - """ - Get all possible SAN strings for piece types that might require a - discriminator—namely knights, bishops, rooks, and queens. - """ - assert symbol in ( - 'N', - 'B', - 'R', - 'Q', - ), f'Invalid piece symbol {symbol}, must be in ("N", "B", "R", "Q")' - - sans = set() - - def add_sans(discriminator: str, to_square: chess.Square): - """ - Add two SAN strings to `sans` for the given `discriminator` and `to_square`: - one for a non-capturing move and one for a capturing move. - """ - to_square_name = chess.square_name(to_square) - for capture in ('', 'x'): - sans.add(f'{symbol}{discriminator}{capture}{to_square_name}') - - for to_square in chess.SQUARES: - # We always add the un-discriminated move and capturing move - add_sans('', to_square) - - """ - To really understand the code below, we need to understand the algorithm a human uses - to determine whether a move from a `from_square` to a `to_square` might require a - file, rank, and/or full-square discriminator. - - First we should consider that if moving from `from_square` to `to_square` is a legal - move, then even if there is another piece of the same type and color on the ray which extends - from `to_square` to `from_square` and continues on to an edge of the board, moving that piece - to `to_square` would be illegal. If this piece falls between `from_square` and `to_square`, - then the original move would not be legal, so we have a contradiction. If it is past - `from_square` (on the extension of the ray between the squares that continues to the edge of - the board), then it is not legal because it cannot jump over the piece at `from_square` to - reach `to_square`. - - This is important when considering discriminators because we are only interested in squares - from which another `piece` can legally move to `to_square`, and those which might create - a situation where a rank, file, or full-square discriminator is necessary. - - With this in mind, the algorithm for determining whether we need a **file** discriminator - is as follows: - - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` - of all the squares it can move to. These may all be considered possible `from_square`s. - - Consider each `from_square` in `attacks`: - - Assume the move from `from_square` to `to_square` is legal. Then we know that - no other `piece` on the ray from `to_square` towards `from_square` is relevant because - its move to `to_square` would be illegal. Therefore, we can subtract the bitmask - of that ray from `attacks` for the next step, creating a bitboard representing all - the other possible locations of a `piece` that could legally move to `to_square` - given that a `piece` can legally move from `from_square` to `to_square`. - - We also know that any squares in this bitmask which fall on the same file as - `from_square` are not relevant for determining whether a file discriminator might be - required: if another `piece` were to occupy one of those squares, then its move to - `to_square` would necessarily require a rank discriminator, not a file discriminator. - Therefore we subtract the bitmask of all squares in `from_square`'s file from the - bitboard in the previous step as well. - - We now have a bitboard of all squares from which a `piece` can legally move to - `to_square` (given that the move `piece` from `from_square` to `to_square` is legal) - such that, if a `piece` really were to occupy any one of those squares, it has - potential to create a situation where a file discriminator is necessary. All that - is left to do is check whether one or more files in this bitboard have any truthy bits. - If so, then the `from_square` for this iteration can require a file discriminator. - - The algorithm for determining whether we need a **rank** discriminator is similar, but - has some differences which account for the fact that a file discriminator is preferred - over a rank discriminator when both can disambiguate the move: - - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` - of all the squares it can move to. These may all be considered possible `from_square`s. - - Consider each `from_square` in `attacks`: - - Subtract the extended ray from `to_square` towards `from_square` from `attacks` - by the same logic as above. - - This time, we know that any squares that **do not** fall on the same file as - `from_square` are not relevant for determining whether a rank discriminator might be - required: if another `piece` were to occupy one of those squares, then its move to - `to_square` would necessarily preference the file discriminator, not the rank discriminator. - Therefore we use a logical AND between the bitboard from the previous step and the - bitmask of all squares in `from_square`'s file. - - By the same logic as above, all that is left to do is check whether one or more ranks - in this bitboard have any truthy bits. If so, then the `from_square` for this - iteration can require a rank discriminator. - - Determining whether we need a **full-square** discriminator is actually the simplest: - - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` - of all the squares it can move to. These may all be considered possible `from_square`s. - - Consider each `from_square` in `attacks`: - - Subtract the extended ray from `to_square` towards `from_square` from `attacks` - by the same logic as above. - - A full-square discriminator is required when there is another `piece` on `from_square`'s - same file and another one on its same rank that can both move to `to_square`. Therefore, - we can use a logical AND between `attacks` and the bitmask of all squares in `from_square`'s - file, then do the same for its rank, and if both of these have truthy bits, then the - `from_square` for this iteration can require a full-square discriminator. - - The logic for all three of these cases can be combined into a single loop, which is what - happens in the code below. - """ - - piece = chess.Piece.from_symbol(symbol) - is_sliding_piece = piece.piece_type != chess.KNIGHT - - _b.clear_board() - _b.set_piece_at(to_square, piece) - attacks = _b.attacks(to_square) - bb_attacks = int(attacks) - - for from_square in attacks: - from_square_file = chess.square_file(from_square) - from_square_rank = chess.square_rank(from_square) - - if is_sliding_piece: - bb_ray = _extend_ray(to_square, from_square) - - bb_from_square_file = chess.BB_FILES[from_square_file] - bb_from_square_rank = chess.BB_RANKS[from_square_rank] - - # File Discriminator - bb = bb_attacks - if is_sliding_piece: - # noinspection PyUnboundLocalVariable - bb &= ~bb_ray - else: - bb &= ~chess.BB_SQUARES[from_square] - bb &= ~bb_from_square_file - - if any(bb_file & bb for bb_file in chess.BB_FILES): - discriminator = chess.FILE_NAMES[from_square_file] - add_sans(discriminator, to_square) - - # Rank Discriminator - bb = bb_attacks - if is_sliding_piece: - bb &= ~bb_ray - else: - bb &= ~chess.BB_SQUARES[from_square] - bb &= bb_from_square_file - - if any(bb_rank & bb for bb_rank in chess.BB_RANKS): - discriminator = chess.RANK_NAMES[from_square_rank] - add_sans(discriminator, to_square) - - # Full-Square Discriminator - bb = bb_attacks - if is_sliding_piece: - bb &= ~bb_ray - else: - bb &= ~chess.BB_SQUARES[from_square] - - if (bb & bb_from_square_file) and (bb & bb_from_square_rank): - discriminator = chess.SQUARE_NAMES[from_square] - add_sans(discriminator, to_square) - - return sans - - -def get_king_sans() -> set[str]: - """ - Get all possible SAN strings for king moves. - """ - sans = set() - - for to_square in chess.SQUARES: - # Add the capturing and non-capturing SANs - to_square_name = chess.square_name(to_square) - sans.add(f'K{to_square_name}') - sans.add(f'Kx{to_square_name}') - - # Add castling moves - sans.add('O-O') - sans.add('O-O-O') - - return sans - - -def main(): - pawn_sans = get_pawn_sans() - knight_sans = get_piece_sans('N') - bishop_sans = get_piece_sans('B') - rook_sans = get_piece_sans('R') - queen_sans = get_piece_sans('Q') - king_sans = get_king_sans() - all_sans = ( - pawn_sans | knight_sans | bishop_sans | rook_sans | queen_sans | king_sans - ) - - def sort_key(s): - return (len(s), s) - - all_sans = sorted(all_sans, key=sort_key) - all_sans_with_symbols = sorted( - [san + symbol for symbol in ('', '+', '#') for san in all_sans], key=sort_key - ) - - with open('san_strings.txt', 'w') as f: - f.write('\n'.join(all_sans)) - - with open('san_strings_with_symbols.txt', 'w') as f: - f.write('\n'.join(all_sans_with_symbols)) - - print('Done!') - - -if __name__ == '__main__': - main() From e6e5b58184cd509523668638474ec0a2a4882d2f Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:33:39 -0400 Subject: [PATCH 26/46] Delete old `gen_san_strings.py` --- src/san_strings/gen_san_strings.py | 313 ----------------------------- 1 file changed, 313 deletions(-) delete mode 100644 src/san_strings/gen_san_strings.py diff --git a/src/san_strings/gen_san_strings.py b/src/san_strings/gen_san_strings.py deleted file mode 100644 index 785ec30..0000000 --- a/src/san_strings/gen_san_strings.py +++ /dev/null @@ -1,313 +0,0 @@ -import chess -from typing import Literal, Set - - -_b = chess.Board.empty() -""" A blank `chess.Board` to use for generating moves. """ - - -def _sign(x: int) -> Literal[-1, 0, 1]: - """ - Get the sign of `x` as -1, 0, or 1. - """ - return 0 if x == 0 else 1 if x > 0 else -1 - - -def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: - """ - Get the delta of the index in `chess.SQUARES` required to move - one step from `s1` toward `s2`. Raises `AssertionError` if `s1` - and `s2` are not on the same file, rank, or diagonal. - - >>> _sliding_delta(chess.C3, chess.F6) - 9 - >>> chess.C3 + 9 == chess.D4 - True - """ - assert s1 != s2, 's1 and s2 must be different squares' - - x_delta = chess.square_file(s2) - chess.square_file(s1) - y_delta = chess.square_rank(s2) - chess.square_rank(s1) - - assert 0 in (x_delta, y_delta) or abs(x_delta) == abs(y_delta), ( - 's1 and s2 must be on the same file, rank, or diagonal; got ' - f'{chess.square_name(s1)} and {chess.square_name(s2)}' - ) - - x_delta = _sign(x_delta) - y_delta = _sign(y_delta) - - return y_delta * 8 + x_delta - - -def _extend_ray_from_towards( - from_sq: chess.Square, towards_sq: chess.Square -) -> chess.Bitboard: - """ - Get a `chess.Bitboard` of all the squares from (and including) `from_sq` - toward `towards_sq` and continuing on to an edge of the board. - - >>> print(chess.SquareSet(_extend_ray_from_towards(chess.C3, chess.F6))) - . . . . . . . 1 - . . . . . . 1 . - . . . . . 1 . . - . . . . 1 . . . - . . . 1 . . . . - . . 1 . . . . . - . . . . . . . . - . . . . . . . . - """ - d = _sliding_delta(from_sq, towards_sq) - # noinspection PyProtectedMember - return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] - - -def get_pawn_sans(only_for_color: chess.Color | None = None) -> Set[str]: - """ - Get all possible SAN strings for pawn moves. If `only_for_color` is - specified, then only return pawn moves for that color; otherwise return - pawn moves for both colors. - """ - sans = set() - - pawn_occupiable = chess.SquareSet(chess.BB_ALL - chess.BB_BACKRANKS) - - w_pawn = chess.Piece.from_symbol('P') - b_pawn = chess.Piece.from_symbol('p') - - def add_pawn_sans_for_color(color: chess.Color): - _b.turn = color - self_pawn = w_pawn if color == chess.WHITE else b_pawn - other_pawn = b_pawn if color == chess.WHITE else w_pawn - - for from_square in pawn_occupiable: - _b.clear_board() - _b.set_piece_at(from_square, self_pawn) - attacks = _b.attacks(from_square) - - # Set enemy pawns at the diagonal attacked squares - for s in attacks: - _b.set_piece_at(s, other_pawn) - - # Now forward moves and the diagonal captures are legal, - # so we can just add all legal SAN moves - for move in _b.legal_moves: - sans.add(_b.san(move)) - - if only_for_color in (chess.WHITE, None): - add_pawn_sans_for_color(chess.WHITE) - if only_for_color in (chess.BLACK, None): - add_pawn_sans_for_color(chess.BLACK) - - return sans - - -def get_piece_sans(symbol: Literal['N', 'B', 'R', 'Q']) -> Set[str]: - """ - Get all possible SAN strings for piece types that might require a - discriminator—namely knights, bishops, rooks, and queens. - """ - assert symbol in ( - 'N', - 'B', - 'R', - 'Q', - ), f'Invalid piece symbol {symbol}, must be in ("N", "B", "R", "Q")' - - sans = set() - - def add_sans(discriminator: str, to_square: chess.Square): - """ - Add two SAN strings to `sans` for the given `discriminator` and `to_square`: - one for a non-capturing move and one for a capturing move. - """ - to_square_name = chess.square_name(to_square) - for capture in ('', 'x'): - sans.add(f'{symbol}{discriminator}{capture}{to_square_name}') - - for to_square in chess.SQUARES: - # We always add the un-discriminated move and capturing move - add_sans('', to_square) - - """ - To really understand the code below, we need to understand the algorithm a human uses - to determine whether a move from a `from_square` to a `to_square` might require a - file, rank, and/or full-square discriminator. - - First we should consider that if moving from `from_square` to `to_square` is a legal - move, then even if there is another piece of the same type and color on the ray which extends - from `to_square` to `from_square` and continues on to an edge of the board, moving that piece - to `to_square` would be illegal. If this piece falls between `from_square` and `to_square`, - then the original move would not be legal, so we have a contradiction. If it is past - `from_square` (on the extension of the ray between the squares that continues to the edge of - the board), then it is not legal because it cannot jump over the piece at `from_square` to - reach `to_square`. - - This is important when considering discriminators because we are only interested in squares - from which another `piece` can legally move to `to_square`, and those which might create - a situation where a rank, file, or full-square discriminator is necessary. - - With this in mind, the algorithm for determining whether we need a **file** discriminator - is as follows: - - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` - of all the squares it can move to. These may all be considered possible `from_square`s. - - Consider each `from_square` in `attacks`: - - Assume the move from `from_square` to `to_square` is legal. Then we know that - no other `piece` on the ray from `to_square` towards `from_square` is relevant because - its move to `to_square` would be illegal. Therefore, we can subtract the bitmask - of that ray from `attacks` for the next step, creating a bitboard representing all - the other possible locations of a `piece` that could legally move to `to_square` - given that a `piece` can legally move from `from_square` to `to_square`. - - We also know that any squares in this bitmask which fall on the same file as - `from_square` are not relevant for determining whether a file discriminator might be - required: if another `piece` were to occupy one of those squares, then its move to - `to_square` would necessarily require a rank discriminator, not a file discriminator. - Therefore we subtract the bitmask of all squares in `from_square`'s file from the - bitboard in the previous step as well. - - We now have a bitboard of all squares from which a `piece` can legally move to - `to_square` (given that the move `piece` from `from_square` to `to_square` is legal) - such that, if a `piece` really were to occupy any one of those squares, it has - potential to create a situation where a file discriminator is necessary. All that - is left to do is check whether one or more files in this bitboard have any truthy bits. - If so, then the `from_square` for this iteration can require a file discriminator. - - The algorithm for determining whether we need a **rank** discriminator is similar, but - has some differences which account for the fact that a file discriminator is preferred - over a rank discriminator when both can disambiguate the move: - - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` - of all the squares it can move to. These may all be considered possible `from_square`s. - - Consider each `from_square` in `attacks`: - - Subtract the extended ray from `to_square` towards `from_square` from `attacks` - by the same logic as above. - - This time, we know that any squares that **do not** fall on the same file as - `from_square` are not relevant for determining whether a rank discriminator might be - required: if another `piece` were to occupy one of those squares, then its move to - `to_square` would necessarily preference the file discriminator, not the rank discriminator. - Therefore we use a logical AND between the bitboard from the previous step and the - bitmask of all squares in `from_square`'s file. - - By the same logic as above, all that is left to do is check whether one or more ranks - in this bitboard have any truthy bits. If so, then the `from_square` for this - iteration can require a rank discriminator. - - Determining whether we need a **full-square** discriminator is actually the simplest: - - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` - of all the squares it can move to. These may all be considered possible `from_square`s. - - Consider each `from_square` in `attacks`: - - Subtract the extended ray from `to_square` towards `from_square` from `attacks` - by the same logic as above. - - A full-square discriminator is required when there is another `piece` on `from_square`'s - same file and another one on its same rank that can both move to `to_square`. Therefore, - we can use a logical AND between `attacks` and the bitmask of all squares in `from_square`'s - file, then do the same for its rank, and if both of these have truthy bits, then the - `from_square` for this iteration can require a full-square discriminator. - - The logic for all three of these cases can be combined into a single loop, which is what - happens in the code below. - """ - - piece = chess.Piece.from_symbol(symbol) - is_sliding_piece = piece.piece_type != chess.KNIGHT - - _b.clear_board() - _b.set_piece_at(to_square, piece) - attacks = _b.attacks(to_square) - bb_attacks = int(attacks) - - for from_square in attacks: - from_square_file = chess.square_file(from_square) - from_square_rank = chess.square_rank(from_square) - - if is_sliding_piece: - bb_ray = _extend_ray_from_towards(to_square, from_square) - - bb_from_square_file = chess.BB_FILES[from_square_file] - bb_from_square_rank = chess.BB_RANKS[from_square_rank] - - # File Discriminator - bb = bb_attacks - if is_sliding_piece: - # noinspection PyUnboundLocalVariable - bb &= ~bb_ray - else: - bb &= ~chess.BB_SQUARES[from_square] - bb &= ~bb_from_square_file - - if any(bb_file & bb for bb_file in chess.BB_FILES): - discriminator = chess.FILE_NAMES[from_square_file] - add_sans(discriminator, to_square) - - # Rank Discriminator - bb = bb_attacks - if is_sliding_piece: - bb &= ~bb_ray - else: - bb &= ~chess.BB_SQUARES[from_square] - bb &= bb_from_square_file - - if any(bb_rank & bb for bb_rank in chess.BB_RANKS): - discriminator = chess.RANK_NAMES[from_square_rank] - add_sans(discriminator, to_square) - - # Full-Square Discriminator - bb = bb_attacks - if is_sliding_piece: - bb &= ~bb_ray - else: - bb &= ~chess.BB_SQUARES[from_square] - - if (bb & bb_from_square_file) and (bb & bb_from_square_rank): - discriminator = chess.SQUARE_NAMES[from_square] - add_sans(discriminator, to_square) - - return sans - - -def get_king_sans() -> Set[str]: - """ - Get all possible SAN strings for king moves. - """ - sans = set() - - for to_square in chess.SQUARES: - # Add the capturing and non-capturing SANs - to_square_name = chess.square_name(to_square) - sans.add(f'K{to_square_name}') - sans.add(f'Kx{to_square_name}') - - # Add castling moves - sans.add('O-O') - sans.add('O-O-O') - - return sans - - -def main(): - pawn_sans = get_pawn_sans() - knight_sans = get_piece_sans('N') - bishop_sans = get_piece_sans('B') - rook_sans = get_piece_sans('R') - queen_sans = get_piece_sans('Q') - king_sans = get_king_sans() - all_sans = ( - pawn_sans | knight_sans | bishop_sans | rook_sans | queen_sans | king_sans - ) - - def sort_key(s): - return (len(s), s) - - all_sans = sorted(all_sans, key=sort_key) - all_sans_with_symbols = sorted( - [san + symbol for symbol in ('', '+', '#') for san in all_sans], key=sort_key - ) - - with open('san_strings.txt', 'w') as f: - f.write('\n'.join(all_sans)) - - with open('san_strings_with_symbols.txt', 'w') as f: - f.write('\n'.join(all_sans_with_symbols)) - - print('Done!') - - -if __name__ == '__main__': - main() From 5e65e562e14de8d7b5de34fa0a9d1ec7db4c05f3 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:45:44 -0400 Subject: [PATCH 27/46] Make own module buildable --- pyproject.toml | 20 ++++++++++++++------ uv.lock | 30 +++++++++++++++++++++++++++++- 2 files changed, 43 insertions(+), 7 deletions(-) diff --git a/pyproject.toml b/pyproject.toml index 9f2fffc..087b210 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -1,22 +1,30 @@ [project] -name = "san-strings" +name = "san_strings" version = "0.1.0" -description = "Add your description here" +description = "Small lib for generating all possible Standard Algebraic Notation (SAN) chess move strings." requires-python = ">=3.13" dependencies = [ "chess>=1.11.2", "chess_action_space>=1.1.0", ] -[tool.uv.sources] -chess_action_space = { path = "src/chess_action_space", editable = true } - [dependency-groups] dev = [ "mypy>=1.18.2", "ruff>=0.14.2", + "uv-build>=0.9.5", ] +[tool.uv.sources] +chess_action_space = { path = "src/chess_action_space", editable = true } + +[build-system] +requires = ["uv_build"] +build-backend = "uv_build" + +[tool.uv.build-backend] +module-name = ["san_strings"] + [tool.ruff.format] quote-style = "single" @@ -28,4 +36,4 @@ extend-select = ["I"] python_version = "3.13" strict = false incremental = true -cache_dir = ".mypy_cache" +#cache_dir = ".mypy_cache" diff --git a/uv.lock b/uv.lock index 4cd9efb..816910e 100644 --- a/uv.lock +++ b/uv.lock @@ -101,7 +101,7 @@ wheels = [ [[package]] name = "san-strings" version = "0.1.0" -source = { virtual = "." } +source = { editable = "." } dependencies = [ { name = "chess" }, { name = "chess-action-space" }, @@ -111,6 +111,7 @@ dependencies = [ dev = [ { name = "mypy" }, { name = "ruff" }, + { name = "uv-build" }, ] [package.metadata] @@ -123,6 +124,7 @@ requires-dist = [ dev = [ { name = "mypy", specifier = ">=1.18.2" }, { name = "ruff", specifier = ">=0.14.2" }, + { name = 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15:46:06 -0400 Subject: [PATCH 28/46] Extract some funcs to `utils.py` --- src/san_strings/__init__.py | 58 ++----------------------------------- src/san_strings/utils.py | 56 +++++++++++++++++++++++++++++++++++ 2 files changed, 59 insertions(+), 55 deletions(-) create mode 100644 src/san_strings/utils.py diff --git a/src/san_strings/__init__.py b/src/san_strings/__init__.py index 8699484..5d76172 100644 --- a/src/san_strings/__init__.py +++ b/src/san_strings/__init__.py @@ -1,65 +1,13 @@ -import math -from functools import cache from typing import Literal import chess +from san_strings.utils import extend_ray + _b = chess.Board.empty() """ A blank `chess.Board` to use for generating moves. """ -@cache -def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: - """ - Get the delta of the index in `chess.SQUARES` required to move - one step from `s1` toward `s2`. Raises `AssertionError` if `s1` - and `s2` are not on the same file, rank, or diagonal. - - >>> _sliding_delta(chess.C3, chess.F6) - 9 - >>> chess.C3 + 9 == chess.D4 - True - """ - assert s1 != s2, 's1 and s2 must be different squares' - - x_delta = chess.square_file(s2) - chess.square_file(s1) - y_delta = chess.square_rank(s2) - chess.square_rank(s1) - - assert 0 in (x_delta, y_delta) or abs(x_delta) == abs(y_delta), ( - 's1 and s2 must be on the same file, rank, or diagonal; got ' - f'{chess.square_name(s1)} and {chess.square_name(s2)}' - ) - - x_delta = int(math.copysign(1, x_delta)) - y_delta = int(math.copysign(1, y_delta)) - - return y_delta * 8 + x_delta - - -@cache -def _extend_ray( - from_sq: chess.Square, - towards_sq: chess.Square, -) -> chess.Bitboard: - """ - Get a `chess.Bitboard` of all the squares from (and including) `from_sq` - toward `towards_sq` and continuing on to an edge of the board. - - >>> print(chess.SquareSet(_extend_ray(chess.C3, chess.F6))) - . . . . . . . 1 - . . . . . . 1 . - . . . . . 1 . . - . . . . 1 . . . - . . . 1 . . . . - . . 1 . . . . . - . . . . . . . . - . . . . . . . . - """ - d = _sliding_delta(from_sq, towards_sq) - # noinspection PyProtectedMember - return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] - - def get_pawn_sans(only_for_color: chess.Color | None = None) -> set[str]: """ Get all possible SAN strings for pawn moves. If `only_for_color` is @@ -216,7 +164,7 @@ def add_sans(discriminator: str, to_square: chess.Square): from_square_rank = chess.square_rank(from_square) if is_sliding_piece: - bb_ray = _extend_ray(to_square, from_square) + bb_ray = extend_ray(to_square, from_square) bb_from_square_file = chess.BB_FILES[from_square_file] bb_from_square_rank = chess.BB_RANKS[from_square_rank] diff --git a/src/san_strings/utils.py b/src/san_strings/utils.py new file mode 100644 index 0000000..3b72b2a --- /dev/null +++ b/src/san_strings/utils.py @@ -0,0 +1,56 @@ +import math +from functools import cache + +import chess + + +@cache +def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: + """ + Get the delta of the index in `chess.SQUARES` required to move + one step from `s1` toward `s2`. Raises `AssertionError` if `s1` + and `s2` are not on the same file, rank, or diagonal. + + >>> _sliding_delta(chess.C3, chess.F6) + 9 + >>> chess.C3 + 9 == chess.D4 + True + """ + assert s1 != s2, 's1 and s2 must be different squares' + + x_delta = chess.square_file(s2) - chess.square_file(s1) + y_delta = chess.square_rank(s2) - chess.square_rank(s1) + + assert 0 in (x_delta, y_delta) or abs(x_delta) == abs(y_delta), ( + 's1 and s2 must be on the same file, rank, or diagonal; got ' + f'{chess.square_name(s1)} and {chess.square_name(s2)}' + ) + + x_delta = int(math.copysign(1, x_delta)) + y_delta = int(math.copysign(1, y_delta)) + + return y_delta * 8 + x_delta + + +@cache +def extend_ray( + from_sq: chess.Square, + towards_sq: chess.Square, +) -> chess.Bitboard: + """ + Get a `chess.Bitboard` of all the squares from (and including) `from_sq` + toward `towards_sq` and continuing on to an edge of the board. + + >>> print(chess.SquareSet(extend_ray(chess.C3, chess.F6))) + . . . . . . . 1 + . . . . . . 1 . + . . . . . 1 . . + . . . . 1 . . . + . . . 1 . . . . + . . 1 . . . . . + . . . . . . . . + . . . . . . . . + """ + d = _sliding_delta(from_sq, towards_sq) + # noinspection PyProtectedMember + return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] From 824e47ac2341df58ecaa9dddf90bee28dff129d8 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Wed, 29 Oct 2025 15:46:30 -0400 Subject: [PATCH 29/46] Formatting --- src/san_strings/gen_spoken_san_strings.py | 1 - 1 file changed, 1 deletion(-) diff --git a/src/san_strings/gen_spoken_san_strings.py b/src/san_strings/gen_spoken_san_strings.py index ac2232f..1c7c849 100644 --- a/src/san_strings/gen_spoken_san_strings.py +++ b/src/san_strings/gen_spoken_san_strings.py @@ -1,6 +1,5 @@ import itertools - with open('san_strings.txt', 'r') as f: san_strings = f.read().splitlines() From b0ef42b600b95bc88569d83fcc796a86de340374 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Thu, 30 Oct 2025 14:39:06 -0400 Subject: [PATCH 30/46] Remove caching for now, may actually be slower than bitwise ops --- src/san_strings/utils.py | 2 -- 1 file changed, 2 deletions(-) diff --git a/src/san_strings/utils.py b/src/san_strings/utils.py index 3b72b2a..6c1376b 100644 --- a/src/san_strings/utils.py +++ b/src/san_strings/utils.py @@ -4,7 +4,6 @@ import chess -@cache def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: """ Get the delta of the index in `chess.SQUARES` required to move @@ -32,7 +31,6 @@ def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: return y_delta * 8 + x_delta -@cache def extend_ray( from_sq: chess.Square, towards_sq: chess.Square, From ec10eeca9244a8a79110ebeedee59a28cc95b8b2 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Thu, 30 Oct 2025 14:39:17 -0400 Subject: [PATCH 31/46] Add util funcs --- src/san_strings/utils.py | 108 +++++++++++++++++++++++++++++++++++++++ 1 file changed, 108 insertions(+) diff --git a/src/san_strings/utils.py b/src/san_strings/utils.py index 6c1376b..15e745b 100644 --- a/src/san_strings/utils.py +++ b/src/san_strings/utils.py @@ -52,3 +52,111 @@ def extend_ray( d = _sliding_delta(from_sq, towards_sq) # noinspection PyProtectedMember return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] + + +def _assert_from_to_squares_different(move: chess.Move) -> None: + if move.from_square == move.to_square: + raise RuntimeError('Unexpected same-square move') + + +def is_diagonal_slide(move: chess.Move) -> bool: + _assert_from_to_squares_different(move) + return abs( + chess.square_file(move.from_square) - chess.square_file(move.to_square) + ) == abs(chess.square_rank(move.from_square) - chess.square_rank(move.to_square)) + + +def is_horizontal_or_vertical_slide(move: chess.Move) -> bool: + _assert_from_to_squares_different(move) + return chess.square_file(move.from_square) == chess.square_file( + move.to_square + ) or chess.square_rank(move.from_square) == chess.square_rank(move.to_square) + + +@cache +def file_rank_deltas(move: chess.Move) -> tuple[int, int]: + df = chess.square_file(move.from_square) - chess.square_file(move.to_square) + dr = chess.square_rank(move.from_square) - chess.square_rank(move.to_square) + return df, dr + + +def can_be_pawn_move( + move: chess.Move, + *, + enforce_is_capture_as: bool | None = None, + enforce_is_promotion_as: bool | None = None, +) -> bool: + _assert_from_to_squares_different(move) + df, dr = file_rank_deltas(move) + abs_df = abs(df) + abs_dr = abs(dr) + + # First filter out definitely-invalid pawn-like moves. + # Can only go straight forward or left/right by 1 square + if abs_df not in (0, 1): + return False + + # Can only push pawns 1 or 2 squares + if abs_dr not in (1, 2): + return False + + # When moving 2 squares, need to check for correct from/to ranks + if abs_dr == 2: + # Double push can only go straight + if df != 0: + return False + + from_rank = chess.square_rank(move.from_square) + to_rank = chess.square_rank(move.to_square) + if dr == 2: + # Must be white pawn move + if (from_rank, to_rank) != (1, 3): + return False + elif dr == -2: + # Must be black pawn move + if (from_rank, to_rank) != (6, 4): + return False + else: + raise RuntimeError('Bad logic above') + + # Require correct file delta if we only want captures or only non-captures + if enforce_is_capture_as is not None: + assert abs_df in (0, 1) + if enforce_is_capture_as != (abs_df == 1): + return False + + if enforce_is_promotion_as is not None: + to_rank = chess.square_rank(move.to_square) + if enforce_is_promotion_as != (to_rank in (0, 7)): + return False + + return True + + +def can_be_knight_move(move: chess.Move) -> bool: + if move.from_square == move.to_square: + raise RuntimeError('Unexpected same-square move') + df, dr = file_rank_deltas(move) + df = abs(df) + dr = abs(dr) + return (df == 1 and dr == 2) or (df == 2 and dr == 1) + + +def can_be_bishop_move(move: chess.Move) -> bool: + return is_diagonal_slide(move) + + +def can_be_rook_move(move: chess.Move) -> bool: + return is_horizontal_or_vertical_slide(move) + + +def can_be_queen_move(move: chess.Move) -> bool: + return is_diagonal_slide(move) or is_horizontal_or_vertical_slide(move) + + +def can_be_king_move(move: chess.Move) -> bool: + if move.from_square == move.to_square: + return False + df = abs(chess.square_file(move.from_square) - chess.square_file(move.to_square)) + dr = abs(chess.square_rank(move.from_square) - chess.square_rank(move.to_square)) + return max(df, dr) == 1 # One square any direction (ignoring castling) From 2c270c1fc36a39058c7691588177e20141f02da3 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Thu, 30 Oct 2025 18:14:36 -0400 Subject: [PATCH 32/46] Make utils consistent --- src/san_strings/utils.py | 16 +++++++--------- 1 file changed, 7 insertions(+), 9 deletions(-) diff --git a/src/san_strings/utils.py b/src/san_strings/utils.py index 15e745b..cced171 100644 --- a/src/san_strings/utils.py +++ b/src/san_strings/utils.py @@ -60,14 +60,12 @@ def _assert_from_to_squares_different(move: chess.Move) -> None: def is_diagonal_slide(move: chess.Move) -> bool: - _assert_from_to_squares_different(move) return abs( chess.square_file(move.from_square) - chess.square_file(move.to_square) ) == abs(chess.square_rank(move.from_square) - chess.square_rank(move.to_square)) def is_horizontal_or_vertical_slide(move: chess.Move) -> bool: - _assert_from_to_squares_different(move) return chess.square_file(move.from_square) == chess.square_file( move.to_square ) or chess.square_rank(move.from_square) == chess.square_rank(move.to_square) @@ -134,8 +132,7 @@ def can_be_pawn_move( def can_be_knight_move(move: chess.Move) -> bool: - if move.from_square == move.to_square: - raise RuntimeError('Unexpected same-square move') + _assert_from_to_squares_different(move) df, dr = file_rank_deltas(move) df = abs(df) dr = abs(dr) @@ -143,20 +140,21 @@ def can_be_knight_move(move: chess.Move) -> bool: def can_be_bishop_move(move: chess.Move) -> bool: + _assert_from_to_squares_different(move) return is_diagonal_slide(move) def can_be_rook_move(move: chess.Move) -> bool: + _assert_from_to_squares_different(move) return is_horizontal_or_vertical_slide(move) def can_be_queen_move(move: chess.Move) -> bool: + _assert_from_to_squares_different(move) return is_diagonal_slide(move) or is_horizontal_or_vertical_slide(move) def can_be_king_move(move: chess.Move) -> bool: - if move.from_square == move.to_square: - return False - df = abs(chess.square_file(move.from_square) - chess.square_file(move.to_square)) - dr = abs(chess.square_rank(move.from_square) - chess.square_rank(move.to_square)) - return max(df, dr) == 1 # One square any direction (ignoring castling) + _assert_from_to_squares_different(move) + df, dr = file_rank_deltas(move) + return max(abs(df), abs(dr)) == 1 # One square any direction (ignoring castling) From 8a4ce091bd93ddf36d3a7d43bc0da5e5383b9903 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Thu, 30 Oct 2025 18:56:13 -0400 Subject: [PATCH 33/46] Detect castling moves --- src/san_strings/utils.py | 20 ++++++++++++++++++-- 1 file changed, 18 insertions(+), 2 deletions(-) diff --git a/src/san_strings/utils.py b/src/san_strings/utils.py index cced171..0a3da0d 100644 --- a/src/san_strings/utils.py +++ b/src/san_strings/utils.py @@ -154,7 +154,23 @@ def can_be_queen_move(move: chess.Move) -> bool: return is_diagonal_slide(move) or is_horizontal_or_vertical_slide(move) -def can_be_king_move(move: chess.Move) -> bool: +def can_be_king_move( + move: chess.Move, + *, + enforce_is_castling_as: bool | None = None, +) -> bool: _assert_from_to_squares_different(move) df, dr = file_rank_deltas(move) - return max(abs(df), abs(dr)) == 1 # One square any direction (ignoring castling) + can_be_non_castling_king_move = max(abs(df), abs(dr)) == 1 + can_be_castling_king_move = (move.from_square, move.to_square) in ( + (chess.E1, chess.G1), + (chess.E1, chess.C1), + (chess.E8, chess.G8), + (chess.E8, chess.C8), + ) + if 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url = "https://files.pythonhosted.org/packages/af/b5/123f13c975e9f27ab9c0770f514345bd406d0e8d3b7a0723af9d43f710af/wcwidth-0.2.14-py2.py3-none-any.whl", hash = "sha256:a7bb560c8aee30f9957e5f9895805edd20602f2d7f720186dfd906e82b4982e1", size = 37286, upload-time = "2025-09-22T16:29:51.641Z" }, +] From 3272e5f11594add594e956b84583b5d4dab8f296 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 2 Nov 2025 07:33:58 -0500 Subject: [PATCH 35/46] Overhaul (WIP) --- README.md | 4 +- src/san_strings/__init__.py | 418 +- src/san_strings/constants.py | 52 + src/san_strings/new_san_strings.txt | 29064 ++++++ .../new_san_strings_with_symbols.txt | 87192 ++++++++++++++++ src/san_strings/utils.py | 176 - src/san_strings/utils/__init__.py | 491 + src/san_strings/utils/san_parts.py | 1124 + 8 files changed, 118114 insertions(+), 407 deletions(-) create mode 100644 src/san_strings/constants.py create mode 100644 src/san_strings/new_san_strings.txt create mode 100644 src/san_strings/new_san_strings_with_symbols.txt delete mode 100644 src/san_strings/utils.py create mode 100644 src/san_strings/utils/__init__.py create mode 100644 src/san_strings/utils/san_parts.py diff --git a/README.md b/README.md index ef0349c..70a68e7 100644 --- a/README.md +++ b/README.md @@ -1,6 +1,8 @@ # SAN Strings -This simple script generates all **29,274** possible [Standard Algebraic Notation (SAN)](https://en.wikipedia.org/wiki/Algebraic_notation_(chess)#:~:text=Algebraic%20notation%20(or%20AN)%20is,books%2C%20magazines%2C%20and%20newspapers.) +Small lib for generating all possible Standard Algebraic Notation (SAN) chess move strings. + +This code generates all **29,064** possible [Standard Algebraic Notation (SAN)](https://en.wikipedia.org/wiki/Algebraic_notation_(chess)#:~:text=Algebraic%20notation%20(or%20AN)%20is,books%2C%20magazines%2C%20and%20newspapers.) strings for chess moves, with logic to avoid listing SAN strings that can never actually occur for geometric reasons. If someone notices missing strings, or strings which are generated but can never occur, please open an issue!* diff --git a/src/san_strings/__init__.py b/src/san_strings/__init__.py index 5d76172..b39ddd3 100644 --- a/src/san_strings/__init__.py +++ b/src/san_strings/__init__.py @@ -1,255 +1,213 @@ -from typing import Literal - import chess -from san_strings.utils import extend_ray +from chess_action_space import iter_action_space +from san_strings.constants import PROMOTION_PIECE_TYPES +from san_strings.utils import ( + can_be_king_move, + can_be_nbrq_move_by, + can_be_pawn_move, + can_require_file_disambiguator, + can_require_full_square_disambiguator, + can_require_rank_disambiguator, +) +from san_strings.utils.san_parts import ( + KingSanParts, + NBRQSanParts, + PawnSanParts, + SanParts, +) _b = chess.Board.empty() """ A blank `chess.Board` to use for generating moves. """ -def get_pawn_sans(only_for_color: chess.Color | None = None) -> set[str]: - """ - Get all possible SAN strings for pawn moves. If `only_for_color` is - specified, then only return pawn moves for that color; otherwise return - pawn moves for both colors. - """ - sans = set() - - pawn_occupiable = chess.SquareSet(chess.BB_ALL - chess.BB_BACKRANKS) - - w_pawn = chess.Piece.from_symbol('P') - b_pawn = chess.Piece.from_symbol('p') - - def add_pawn_sans_for_color(color: chess.Color): - _b.turn = color - self_pawn = w_pawn if color == chess.WHITE else b_pawn - other_pawn = b_pawn if color == chess.WHITE else w_pawn - - for from_square in pawn_occupiable: - _b.clear_board() - _b.set_piece_at(from_square, self_pawn) - attacks = _b.attacks(from_square) - - # Set enemy pawns at the diagonal attacked squares - for s in attacks: - _b.set_piece_at(s, other_pawn) - - # Now forward moves and the diagonal captures are legal, - # so we can just add all legal SAN moves - for move in _b.legal_moves: - sans.add(_b.san(move)) - - if only_for_color in (chess.WHITE, None): - add_pawn_sans_for_color(chess.WHITE) - if only_for_color in (chess.BLACK, None): - add_pawn_sans_for_color(chess.BLACK) - - return sans - - -def get_piece_sans(symbol: Literal['N', 'B', 'R', 'Q']) -> set[str]: - """ - Get all possible SAN strings for piece types that might require a - discriminator—namely knights, bishops, rooks, and queens. - """ - assert symbol in ( - 'N', - 'B', - 'R', - 'Q', - ), f'Invalid piece symbol {symbol}, must be in ("N", "B", "R", "Q")' - - sans = set() - - def add_sans(discriminator: str, to_square: chess.Square): - """ - Add two SAN strings to `sans` for the given `discriminator` and `to_square`: - one for a non-capturing move and one for a capturing move. - """ - to_square_name = chess.square_name(to_square) - for capture in ('', 'x'): - sans.add(f'{symbol}{discriminator}{capture}{to_square_name}') - - for to_square in chess.SQUARES: - # We always add the un-discriminated move and capturing move - add_sans('', to_square) - - """ - To really understand the code below, we need to understand the algorithm a human uses - to determine whether a move from a `from_square` to a `to_square` might require a - file, rank, and/or full-square discriminator. - - First we should consider that if moving from `from_square` to `to_square` is a legal - move, then even if there is another piece of the same type and color on the ray which extends - from `to_square` to `from_square` and continues on to an edge of the board, moving that piece - to `to_square` would be illegal. If this piece falls between `from_square` and `to_square`, - then the original move would not be legal, so we have a contradiction. If it is past - `from_square` (on the extension of the ray between the squares that continues to the edge of - the board), then it is not legal because it cannot jump over the piece at `from_square` to - reach `to_square`. - - This is important when considering discriminators because we are only interested in squares - from which another `piece` can legally move to `to_square`, and those which might create - a situation where a rank, file, or full-square discriminator is necessary. - - With this in mind, the algorithm for determining whether we need a **file** discriminator - is as follows: - - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` - of all the squares it can move to. These may all be considered possible `from_square`s. - - Consider each `from_square` in `attacks`: - - Assume the move from `from_square` to `to_square` is legal. Then we know that - no other `piece` on the ray from `to_square` towards `from_square` is relevant because - its move to `to_square` would be illegal. Therefore, we can subtract the bitmask - of that ray from `attacks` for the next step, creating a bitboard representing all - the other possible locations of a `piece` that could legally move to `to_square` - given that a `piece` can legally move from `from_square` to `to_square`. - - We also know that any squares in this bitmask which fall on the same file as - `from_square` are not relevant for determining whether a file discriminator might be - required: if another `piece` were to occupy one of those squares, then its move to - `to_square` would necessarily require a rank discriminator, not a file discriminator. - Therefore we subtract the bitmask of all squares in `from_square`'s file from the - bitboard in the previous step as well. - - We now have a bitboard of all squares from which a `piece` can legally move to - `to_square` (given that the move `piece` from `from_square` to `to_square` is legal) - such that, if a `piece` really were to occupy any one of those squares, it has - potential to create a situation where a file discriminator is necessary. All that - is left to do is check whether one or more files in this bitboard have any truthy bits. - If so, then the `from_square` for this iteration can require a file discriminator. - - The algorithm for determining whether we need a **rank** discriminator is similar, but - has some differences which account for the fact that a file discriminator is preferred - over a rank discriminator when both can disambiguate the move: - - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` - of all the squares it can move to. These may all be considered possible `from_square`s. - - Consider each `from_square` in `attacks`: - - Subtract the extended ray from `to_square` towards `from_square` from `attacks` - by the same logic as above. - - This time, we know that any squares that **do not** fall on the same file as - `from_square` are not relevant for determining whether a rank discriminator might be - required: if another `piece` were to occupy one of those squares, then its move to - `to_square` would necessarily preference the file discriminator, not the rank discriminator. - Therefore we use a logical AND between the bitboard from the previous step and the - bitmask of all squares in `from_square`'s file. - - By the same logic as above, all that is left to do is check whether one or more ranks - in this bitboard have any truthy bits. If so, then the `from_square` for this - iteration can require a rank discriminator. - - Determining whether we need a **full-square** discriminator is actually the simplest: - - Take an empty board and place a `piece` on `to_square`, then get a bitboard `attacks` - of all the squares it can move to. These may all be considered possible `from_square`s. - - Consider each `from_square` in `attacks`: - - Subtract the extended ray from `to_square` towards `from_square` from `attacks` - by the same logic as above. - - A full-square discriminator is required when there is another `piece` on `from_square`'s - same file and another one on its same rank that can both move to `to_square`. Therefore, - we can use a logical AND between `attacks` and the bitmask of all squares in `from_square`'s - file, then do the same for its rank, and if both of these have truthy bits, then the - `from_square` for this iteration can require a full-square discriminator. - - The logic for all three of these cases can be combined into a single loop, which is what - happens in the code below. - """ - - piece = chess.Piece.from_symbol(symbol) - is_sliding_piece = piece.piece_type != chess.KNIGHT - - _b.clear_board() - _b.set_piece_at(to_square, piece) - attacks = _b.attacks(to_square) - bb_attacks = int(attacks) - - for from_square in attacks: - from_square_file = chess.square_file(from_square) - from_square_rank = chess.square_rank(from_square) - - if is_sliding_piece: - bb_ray = extend_ray(to_square, from_square) - - bb_from_square_file = chess.BB_FILES[from_square_file] - bb_from_square_rank = chess.BB_RANKS[from_square_rank] - - # File Discriminator - bb = bb_attacks - if is_sliding_piece: - # noinspection PyUnboundLocalVariable - bb &= ~bb_ray - else: - bb &= ~chess.BB_SQUARES[from_square] - bb &= ~bb_from_square_file - - if any(bb_file & bb for bb_file in chess.BB_FILES): - discriminator = chess.FILE_NAMES[from_square_file] - add_sans(discriminator, to_square) - - # Rank Discriminator - bb = bb_attacks - if is_sliding_piece: - bb &= ~bb_ray - else: - bb &= ~chess.BB_SQUARES[from_square] - bb &= bb_from_square_file - - if any(bb_rank & bb for bb_rank in chess.BB_RANKS): - discriminator = chess.RANK_NAMES[from_square_rank] - add_sans(discriminator, to_square) - - # Full-Square Discriminator - bb = bb_attacks - if is_sliding_piece: - bb &= ~bb_ray - else: - bb &= ~chess.BB_SQUARES[from_square] - - if (bb & bb_from_square_file) and (bb & bb_from_square_rank): - discriminator = chess.SQUARE_NAMES[from_square] - add_sans(discriminator, to_square) - - return sans - - -def get_king_sans() -> set[str]: - """ - Get all possible SAN strings for king moves. - """ - sans = set() - - for to_square in chess.SQUARES: - # Add the capturing and non-capturing SANs - to_square_name = chess.square_name(to_square) - sans.add(f'K{to_square_name}') - sans.add(f'Kx{to_square_name}') - - # Add castling moves - sans.add('O-O') - sans.add('O-O-O') +def gen_sans() -> set[str]: + sans: set[str] = set() + + for move in iter_action_space(): + move_sans: set[str] = set() + + def add_san(san_parts: SanParts) -> None: + san_parts = san_parts.copy() + if san_parts.check_or_mate is not None: + raise ValueError('Should only pass non-check/mate `SanParts`') + move_sans.add(san_parts.rendered) + if san_parts.can_cause_check: + # TODO: Prove that a SAN can cause check if and only if it can cause checkmate + san_parts.check_or_mate = '+' + move_sans.add(san_parts.rendered) + san_parts.check_or_mate = '#' + move_sans.add(san_parts.rendered) + + # Set vars we might use later. + from_file = chess.square_file(move.from_square) + from_rank = chess.square_rank(move.from_square) + + ################# + # Pawns # + ################# + if can_be_pawn_move( + move, + enforce_is_capture_as=False, + enforce_is_promotion_as=False, + ): + add_san(PawnSanParts(to_square=move.to_square)) + + if can_be_pawn_move( + move, + enforce_is_capture_as=True, + enforce_is_promotion_as=False, + ): + add_san( + PawnSanParts( + file_disambiguator=from_file, + to_square=move.to_square, + is_capture=True, + ) + ) + + if can_be_pawn_move( + move, + enforce_is_capture_as=False, + enforce_is_promotion_as=True, + ): + for promotion_piece_type in PROMOTION_PIECE_TYPES: + add_san( + PawnSanParts( + to_square=move.to_square, + promotion_piece_type=promotion_piece_type, + ) + ) + + if can_be_pawn_move( + move, + enforce_is_capture_as=True, + enforce_is_promotion_as=True, + ): + for promotion_piece_type in PROMOTION_PIECE_TYPES: + add_san( + PawnSanParts( + file_disambiguator=from_file, + is_capture=True, + to_square=move.to_square, + promotion_piece_type=promotion_piece_type, + ) + ) + + ################# + # Kings # + ################# + # Non-castling + if can_be_king_move( + move, + enforce_is_kingside_castling_as=False, + enforce_is_queenside_castling_as=False, + ): + add_san(KingSanParts(to_square=move.to_square)) + # Capture king moves are trivially possible when non-capture is possible - TODO: prove with FENs + add_san(KingSanParts(is_capture=True, to_square=move.to_square)) + + # Kingside castling + if can_be_king_move( + move, + enforce_is_kingside_castling_as=True, + enforce_is_queenside_castling_as=False, + ): + san = 'O-O' + move_sans.add(san) + # Capture/check castling SANs are trivially possible - TODO: prove with FENs + move_sans.add(f'{san}+') + move_sans.add(f'{san}#') + + # Queenside castling + if can_be_king_move( + move, + enforce_is_kingside_castling_as=False, + enforce_is_queenside_castling_as=True, + ): + san = 'O-O-O' + move_sans.add(san) + # Capture/check castling SANs are trivially possible - TODO: prove with FENs + move_sans.add(f'{san}+') + move_sans.add(f'{san}#') + + ######################################## + # Knights/Bishops/Rooks/Queens # + ######################################## + for piece_type in (chess.KNIGHT, chess.BISHOP, chess.ROOK, chess.QUEEN): + if can_be_nbrq_move_by(piece_type, move): + # Non-disambiguated + # - captures + # - capture checks + # - capture checkmates + # - non-capture checks + # - non-capture checkmates + # are trivially always possible for these piece types. + # This is because non-disambiguated moves can always cause new squares to be attacked. + # TODO: Prove with FENs + add_san(NBRQSanParts(piece_type=piece_type, to_square=move.to_square)) + add_san( + NBRQSanParts( + piece_type=piece_type, is_capture=True, to_square=move.to_square + ) + ) + + for is_capture in (False, True): + if can_require_file_disambiguator(move=move, piece_type=piece_type): + add_san( + NBRQSanParts( + piece_type=piece_type, + file_disambiguator=from_file, + is_capture=is_capture, + to_square=move.to_square, + ) + ) + + if can_require_rank_disambiguator(move=move, piece_type=piece_type): + add_san( + NBRQSanParts( + piece_type=piece_type, + rank_disambiguator=from_rank, + is_capture=is_capture, + to_square=move.to_square, + ) + ) + + if can_require_full_square_disambiguator( + move=move, + piece_type=piece_type, + ): + add_san( + NBRQSanParts( + piece_type=piece_type, + file_disambiguator=from_file, + rank_disambiguator=from_rank, + is_capture=is_capture, + to_square=move.to_square, + ) + ) + + assert move_sans, f'Action {move} did not generate any SANs' + sans.update(move_sans) return sans def main(): - pawn_sans = get_pawn_sans() - knight_sans = get_piece_sans('N') - bishop_sans = get_piece_sans('B') - rook_sans = get_piece_sans('R') - queen_sans = get_piece_sans('Q') - king_sans = get_king_sans() - all_sans = ( - pawn_sans | knight_sans | bishop_sans | rook_sans | queen_sans | king_sans - ) + all_sans = gen_sans() def sort_key(s): - return (len(s), s) + return len(s), s all_sans = sorted(all_sans, key=sort_key) all_sans_with_symbols = sorted( [san + symbol for symbol in ('', '+', '#') for san in all_sans], key=sort_key ) - with open('san_strings.txt', 'w') as f: + with open('new_san_strings.txt', 'w') as f: f.write('\n'.join(all_sans)) - with open('san_strings_with_symbols.txt', 'w') as f: + with open('new_san_strings_with_symbols.txt', 'w') as f: f.write('\n'.join(all_sans_with_symbols)) print('Done!') diff --git a/src/san_strings/constants.py b/src/san_strings/constants.py new file mode 100644 index 0000000..84a15ad --- /dev/null +++ b/src/san_strings/constants.py @@ -0,0 +1,52 @@ +import re +from typing import TypeAlias + +import chess + +FenType: TypeAlias = str + +CORNER_SQUARES = chess.SquareSet(chess.BB_CORNERS) +EDGE_SQUARES = chess.SquareSet( + chess.BB_RANK_1 | chess.BB_RANK_8 | chess.BB_FILE_A | chess.BB_FILE_H +) + + +DIAGONAL_SLIDERS = {chess.BISHOP, chess.QUEEN} +ORTHOGONAL_SLIDERS = {chess.ROOK, chess.QUEEN} +SLIDERS = DIAGONAL_SLIDERS | ORTHOGONAL_SLIDERS + + +PROMOTION_PIECE_TYPES = [ + chess.KNIGHT, + chess.BISHOP, + chess.ROOK, + chess.QUEEN, +] +PROMOTION_PIECE_SYMBOLS = [ + chess.piece_symbol(pt).upper() for pt in PROMOTION_PIECE_TYPES +] +PROMOTION_PIECE_NAMES = [chess.piece_name(pt) for pt in PROMOTION_PIECE_TYPES] + + +CAPTURABLE_PIECE_TYPES = [ + chess.PAWN, + chess.KNIGHT, + chess.BISHOP, + chess.ROOK, + chess.QUEEN, +] + +PAWN_SAN_REGEX = re.compile( + r'^(?:(?P[a-h])(?P[\-x]))?(?P[a-h][1-8])(?:=(?P[NBRQ]))?(?P[+#])?\Z' +) + +NON_PAWN_SAN_REGEX = re.compile( + r'^' + r'(?P[NBKRQ])' + r'(?P[a-h])?' + r'(?P[1-8])?' + r'(?P[\-x])?' + r'(?P[a-h][1-8])' + r'(?P[+#])?' + r'\Z' +) diff --git a/src/san_strings/new_san_strings.txt b/src/san_strings/new_san_strings.txt new file mode 100644 index 0000000..c69692b --- /dev/null +++ b/src/san_strings/new_san_strings.txt @@ -0,0 +1,29064 @@ +a2 +a3 +a4 +a5 +a6 +a7 +b2 +b3 +b4 +b5 +b6 +b7 +c2 +c3 +c4 +c5 +c6 +c7 +d2 +d3 +d4 +d5 +d6 +d7 +e2 +e3 +e4 +e5 +e6 +e7 +f2 +f3 +f4 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required to move - one step from `s1` toward `s2`. Raises `AssertionError` if `s1` - and `s2` are not on the same file, rank, or diagonal. - - >>> _sliding_delta(chess.C3, chess.F6) - 9 - >>> chess.C3 + 9 == chess.D4 - True - """ - assert s1 != s2, 's1 and s2 must be different squares' - - x_delta = chess.square_file(s2) - chess.square_file(s1) - y_delta = chess.square_rank(s2) - chess.square_rank(s1) - - assert 0 in (x_delta, y_delta) or abs(x_delta) == abs(y_delta), ( - 's1 and s2 must be on the same file, rank, or diagonal; got ' - f'{chess.square_name(s1)} and {chess.square_name(s2)}' - ) - - x_delta = int(math.copysign(1, x_delta)) - y_delta = int(math.copysign(1, y_delta)) - - return y_delta * 8 + x_delta - - -def extend_ray( - from_sq: chess.Square, - towards_sq: chess.Square, -) -> chess.Bitboard: - """ - Get a `chess.Bitboard` of all the squares from (and including) `from_sq` - toward `towards_sq` and continuing on to an edge of the board. - - >>> print(chess.SquareSet(extend_ray(chess.C3, chess.F6))) - . . . . . . . 1 - . . . . . . 1 . - . . . . . 1 . . - . . . . 1 . . . - . . . 1 . . . . - . . 1 . . . . . - . . . . . . . . - . . . . . . . . - """ - d = _sliding_delta(from_sq, towards_sq) - # noinspection PyProtectedMember - return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] - - -def _assert_from_to_squares_different(move: chess.Move) -> None: - if move.from_square == move.to_square: - raise RuntimeError('Unexpected same-square move') - - -def is_diagonal_slide(move: chess.Move) -> bool: - return abs( - chess.square_file(move.from_square) - chess.square_file(move.to_square) - ) == abs(chess.square_rank(move.from_square) - chess.square_rank(move.to_square)) - - -def is_horizontal_or_vertical_slide(move: chess.Move) -> bool: - return chess.square_file(move.from_square) == chess.square_file( - move.to_square - ) or chess.square_rank(move.from_square) == chess.square_rank(move.to_square) - - -@cache -def file_rank_deltas(move: chess.Move) -> tuple[int, int]: - df = chess.square_file(move.from_square) - chess.square_file(move.to_square) - dr = chess.square_rank(move.from_square) - chess.square_rank(move.to_square) - return df, dr - - -def can_be_pawn_move( - move: chess.Move, - *, - enforce_is_capture_as: bool | None = None, - enforce_is_promotion_as: bool | None = None, -) -> bool: - _assert_from_to_squares_different(move) - df, dr = file_rank_deltas(move) - abs_df = abs(df) - abs_dr = abs(dr) - - # First filter out definitely-invalid pawn-like moves. - # Can only go straight forward or left/right by 1 square - if abs_df not in (0, 1): - return False - - # Can only push pawns 1 or 2 squares - if abs_dr not in (1, 2): - return False - - # When moving 2 squares, need to check for correct from/to ranks - if abs_dr == 2: - # Double push can only go straight - if df != 0: - return False - - from_rank = chess.square_rank(move.from_square) - to_rank = chess.square_rank(move.to_square) - if dr == 2: - # Must be white pawn move - if (from_rank, to_rank) != (1, 3): - return False - elif dr == -2: - # Must be black pawn move - if (from_rank, to_rank) != (6, 4): - return False - else: - raise RuntimeError('Bad logic above') - - # Require correct file delta if we only want captures or only non-captures - if enforce_is_capture_as is not None: - assert abs_df in (0, 1) - if enforce_is_capture_as != (abs_df == 1): - return False - - if enforce_is_promotion_as is not None: - to_rank = chess.square_rank(move.to_square) - if enforce_is_promotion_as != (to_rank in (0, 7)): - return False - - return True - - -def can_be_knight_move(move: chess.Move) -> bool: - _assert_from_to_squares_different(move) - df, dr = file_rank_deltas(move) - df = abs(df) - dr = abs(dr) - return (df == 1 and dr == 2) or (df == 2 and dr == 1) - - -def can_be_bishop_move(move: chess.Move) -> bool: - _assert_from_to_squares_different(move) - return is_diagonal_slide(move) - - -def can_be_rook_move(move: chess.Move) -> bool: - _assert_from_to_squares_different(move) - return is_horizontal_or_vertical_slide(move) - - -def can_be_queen_move(move: chess.Move) -> bool: - _assert_from_to_squares_different(move) - return is_diagonal_slide(move) or is_horizontal_or_vertical_slide(move) - - -def can_be_king_move( - move: chess.Move, - *, - enforce_is_castling_as: bool | None = None, -) -> bool: - _assert_from_to_squares_different(move) - df, dr = file_rank_deltas(move) - can_be_non_castling_king_move = max(abs(df), abs(dr)) == 1 - can_be_castling_king_move = (move.from_square, move.to_square) in ( - (chess.E1, chess.G1), - (chess.E1, chess.C1), - (chess.E8, chess.G8), - (chess.E8, chess.C8), - ) - if enforce_is_castling_as is not None: - if enforce_is_castling_as: - return can_be_castling_king_move - else: - return can_be_non_castling_king_move - return can_be_castling_king_move or can_be_non_castling_king_move diff --git a/src/san_strings/utils/__init__.py b/src/san_strings/utils/__init__.py new file mode 100644 index 0000000..9884315 --- /dev/null +++ b/src/san_strings/utils/__init__.py @@ -0,0 +1,491 @@ +from __future__ import annotations + +import math +from functools import cache + +import chess + +from san_strings.constants import ( + DIAGONAL_SLIDERS, + ORTHOGONAL_SLIDERS, + SLIDERS, +) + + +def is_diagonal_slider(piece_type: chess.PieceType) -> bool: + return piece_type in DIAGONAL_SLIDERS + + +def is_orthogonal_slider(piece_type: chess.PieceType) -> bool: + return piece_type in ORTHOGONAL_SLIDERS + + +def is_slider(piece_type: chess.PieceType) -> bool: + return piece_type in SLIDERS + + +def ordinal(n: int) -> str: + i = int(n) + a = abs(i) + suffix = ( + 'th' if 11 <= (a % 100) <= 13 else {1: 'st', 2: 'nd', 3: 'rd'}.get(a % 10, 'th') + ) + return f'{i}{suffix}' + + +def attacked_by_mask(b: chess.Board, color: chess.Color) -> int: + """ + Return a bitboard of all squares attacked by `color` on `board`, + using python-chess's precomputed attack tables and current occupancy. + """ + occ = b.occupied + us = b.occupied_co[color] + + pawns = b.pawns & us + knights = b.knights & us + bishops = b.bishops & us + rooks = b.rooks & us + queens = b.queens & us + kings = b.kings & us + + attacks = chess.BB_EMPTY + + # Pawns + for sq in chess.scan_forward(pawns): + attacks |= chess.BB_PAWN_ATTACKS[color][sq] + + # Knights + for sq in chess.scan_forward(knights): + attacks |= chess.BB_KNIGHT_ATTACKS[sq] + + # Bishops + Queens (diagonals) + sliders_diag = bishops | queens + for sq in chess.scan_forward(sliders_diag): + mask = chess.BB_DIAG_MASKS[sq] & occ + attacks |= chess.BB_DIAG_ATTACKS[sq][mask] + + # Rooks + Queens (ranks/files) + sliders_orth = rooks | queens + for sq in chess.scan_forward(sliders_orth): + rmask = chess.BB_RANK_MASKS[sq] & occ + fmask = chess.BB_FILE_MASKS[sq] & occ + attacks |= chess.BB_RANK_ATTACKS[sq][rmask] + attacks |= chess.BB_FILE_ATTACKS[sq][fmask] + + # Kings + for sq in chess.scan_forward(kings): + attacks |= chess.BB_KING_ATTACKS[sq] + + return attacks + + +def get_occupied_and_attacked_by_wb_masks( + b: chess.Board, + move: chess.Move, +) -> tuple[chess.Bitboard, chess.Bitboard, chess.Bitboard]: + """ + Get masks of squares that are occupied, attacked by white, and attacked by black + before `move` unioned with those after `move`. + """ + current_occupied_mask = b.occupied + current_attacked_by_white_mask = attacked_by_mask(b, chess.WHITE) + current_attacked_by_black_mask = attacked_by_mask(b, chess.BLACK) + + b.push(move) + next_occupied_mask = b.occupied + next_attacked_by_white_mask = attacked_by_mask(b, chess.WHITE) + next_attacked_by_black_mask = attacked_by_mask(b, chess.BLACK) + b.pop() + + occupied_mask = current_occupied_mask | next_occupied_mask + attacked_by_white_mask = ( + current_attacked_by_white_mask | next_attacked_by_white_mask + ) + attacked_by_black_mask = ( + current_attacked_by_black_mask | next_attacked_by_black_mask + ) + + return occupied_mask, attacked_by_white_mask, attacked_by_black_mask + + +def _place_kings( + b: chess.Board, + *, + move: chess.Move, + exclude_mask: chess.Bitboard = chess.BB_EMPTY, +) -> chess.Board: + """ + Place a white and black king on non-attacked squares on a copy of `board`, optionally excluding + additional squares set in `exclude_mask`. Raises `ValueError` if a valid configuration of kings + cannot be found. + """ + if b.kings: + raise ValueError('Board cannot already contain kings') + + b = b.copy() + + occupied_mask, attacked_by_white_mask, attacked_by_black_mask = ( + get_occupied_and_attacked_by_wb_masks(b, move) + ) + base_candidates = chess.BB_ALL ^ (occupied_mask | exclude_mask) + if not base_candidates: + raise ValueError( + 'No squares available to place any king (all excluded or occupied).' + ) + w_king_candidates = base_candidates & ~attacked_by_black_mask + b_king_candidates = base_candidates & ~attacked_by_white_mask + if not w_king_candidates or not b_king_candidates: + raise ValueError('No legal initial candidates for placing one or both kings') + + # Place white first + for white_king_sq in chess.scan_forward(w_king_candidates): + b_new = b.copy() + + # Place first king. + b_new.set_piece_at(white_king_sq, chess.Piece(chess.KING, chess.WHITE)) + + # Recompute availability and second king candidates after placement. + new_occupied_mask, new_attacked_by_white_mask, new_attacked_by_black_mask = ( + get_occupied_and_attacked_by_wb_masks(b_new, move) + ) + new_base_candidates = chess.BB_ALL ^ (new_occupied_mask | exclude_mask) + if not new_base_candidates: + continue + new_w_king_candidates = new_base_candidates & ~new_attacked_by_black_mask + new_b_king_candidates = new_base_candidates & ~new_attacked_by_white_mask + if not new_w_king_candidates or not new_b_king_candidates: + continue + + # Undo and continue the white king removed all the black king's candidate squares. + if not new_b_king_candidates: + continue + + # Return first candidate if we have any. + b_king_sq = next(chess.scan_forward(new_b_king_candidates)) + b_new.set_piece_at(b_king_sq, chess.Piece(chess.KING, chess.BLACK)) + return b_new + + raise ValueError('Failed to place both kings without checks.') + + +def place_black_king( + b: chess.Board, + *, + move: chess.Move, + exclude_mask: chess.Bitboard = chess.BB_EMPTY, +) -> chess.Board: + if ( + not (b.kings & b.occupied_co[chess.WHITE]) + or b.kings & b.occupied_co[chess.BLACK] + ): + raise ValueError( + 'Board must contain a white king and must not contain a black king' + ) + + b = b.copy() + occupied_mask, attacked_by_white_mask, attacked_by_black_mask = ( + get_occupied_and_attacked_by_wb_masks(b, move) + ) + base_candidates = chess.BB_ALL ^ (occupied_mask | exclude_mask) + b_king_candidates = base_candidates & ~attacked_by_white_mask + if not b_king_candidates: + raise ValueError( + 'No squares available to place black king (all are excluded, occupied, or attacked by white)' + ) + + # Return first candidate now that we know we have some. + b_king_sq = next(chess.scan_forward(b_king_candidates)) + b.set_piece_at(b_king_sq, chess.Piece(chess.KING, chess.BLACK)) + return b + + +def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: + """ + Get the delta of the index in `chess.SQUARES` required to move + one step from `s1` toward `s2`. Raises `AssertionError` if `s1` + and `s2` are not on the same file, rank, or diagonal. + + >>> _sliding_delta(chess.C3, chess.F6) + 9 + >>> chess.C3 + 9 == chess.D4 + True + """ + assert s1 != s2, 's1 and s2 must be different squares' + + x_delta = chess.square_file(s2) - chess.square_file(s1) + y_delta = chess.square_rank(s2) - chess.square_rank(s1) + + assert 0 in (x_delta, y_delta) or abs(x_delta) == abs(y_delta), ( + 's1 and s2 must be on the same file, rank, or diagonal; got ' + f'{chess.square_name(s1)} and {chess.square_name(s2)}' + ) + + x_delta = int(math.copysign(1, x_delta)) if x_delta else 0 + y_delta = int(math.copysign(1, y_delta)) if y_delta else 0 + + return y_delta * 8 + x_delta + + +def extend_ray( + from_sq: chess.Square, + towards_sq: chess.Square, +) -> chess.Bitboard: + """ + Get a `chess.Bitboard` of all the squares from (and including) `from_sq` + toward `towards_sq` and continuing on to an edge of the board. + + >>> print(chess.SquareSet(extend_ray(chess.C3, chess.F6))) + . . . . . . . 1 + . . . . . . 1 . + . . . . . 1 . . + . . . . 1 . . . + . . . 1 . . . . + . . 1 . . . . . + . . . . . . . . + . . . . . . . . + """ + d = _sliding_delta(from_sq, towards_sq) + # noinspection PyProtectedMember + return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] + + +def _assert_from_to_squares_different(move: chess.Move) -> None: + if move.from_square == move.to_square: + raise RuntimeError('Unexpected same-square move') + + +def is_diagonal_move(move: chess.Move) -> bool: + return abs( + chess.square_file(move.from_square) - chess.square_file(move.to_square) + ) == abs(chess.square_rank(move.from_square) - chess.square_rank(move.to_square)) + + +def is_orthogonal_move(move: chess.Move) -> bool: + return chess.square_file(move.from_square) == chess.square_file( + move.to_square + ) or chess.square_rank(move.from_square) == chess.square_rank(move.to_square) + + +@cache +def file_rank_deltas(move: chess.Move) -> tuple[int, int]: + df = chess.square_file(move.from_square) - chess.square_file(move.to_square) + dr = chess.square_rank(move.from_square) - chess.square_rank(move.to_square) + return df, dr + + +def can_be_pawn_move( + move: chess.Move, + *, + enforce_is_capture_as: bool | None = None, + enforce_is_promotion_as: bool | None = None, +) -> bool: + _assert_from_to_squares_different(move) + df, dr = file_rank_deltas(move) + abs_df = abs(df) + abs_dr = abs(dr) + + # First filter out definitely-invalid pawn-like moves. + # Can only go straight forward or left/right by 1 square + if abs_df not in (0, 1): + return False + + # Can only push pawns 1 or 2 squares + if abs_dr not in (1, 2): + return False + + # When moving 2 squares, need to check for correct from/to ranks + if abs_dr == 2: + # Double push can only go straight + if df != 0: + return False + + from_rank = chess.square_rank(move.from_square) + to_rank = chess.square_rank(move.to_square) + if dr == 2: + # Must be white pawn move + if (from_rank, to_rank) != (1, 3): + return False + elif dr == -2: + # Must be black pawn move + if (from_rank, to_rank) != (6, 4): + return False + else: + raise RuntimeError('Bad logic above') + + # Require correct file delta if we only want captures or only non-captures + if enforce_is_capture_as is not None: + assert abs_df in (0, 1) + if enforce_is_capture_as != (abs_df == 1): + return False + + if enforce_is_promotion_as is not None: + to_rank = chess.square_rank(move.to_square) + if enforce_is_promotion_as != (to_rank in (0, 7)): + return False + + return True + + +def can_be_nbrq_move_by(piece_type: chess.PieceType, move: chess.Move) -> bool: + """ + Return `True` if `move` could be made by the given `piece_type`. Only supports + knight, bishop, rook, and queen; use other special functions for pawn/king. + """ + if piece_type not in (chess.KNIGHT, chess.BISHOP, chess.ROOK, chess.QUEEN): + raise ValueError( + 'This function only supports KNIGHT, BISHOP, ROOK, QUEEN piece types; ' + 'use other special functions for pawns/kings.' + ) + + match piece_type: + case chess.KNIGHT: + return can_be_knight_move(move) + case chess.BISHOP: + return can_be_bishop_move(move) + case chess.ROOK: + return can_be_rook_move(move) + case chess.QUEEN: + return can_be_queen_move(move) + case _: + raise RuntimeError('Bad logic above') + + +def can_be_knight_move(move: chess.Move) -> bool: + _assert_from_to_squares_different(move) + df, dr = file_rank_deltas(move) + df = abs(df) + dr = abs(dr) + return (df == 1 and dr == 2) or (df == 2 and dr == 1) + + +def can_be_bishop_move(move: chess.Move) -> bool: + _assert_from_to_squares_different(move) + return is_diagonal_move(move) + + +def can_be_rook_move(move: chess.Move) -> bool: + _assert_from_to_squares_different(move) + return is_orthogonal_move(move) + + +def can_be_queen_move(move: chess.Move) -> bool: + _assert_from_to_squares_different(move) + return is_diagonal_move(move) or is_orthogonal_move(move) + + +def can_be_king_move( + move: chess.Move, + *, + enforce_is_kingside_castling_as: bool | None = None, + enforce_is_queenside_castling_as: bool | None = None, +) -> bool: + if enforce_is_kingside_castling_as and enforce_is_queenside_castling_as: + raise ValueError( + 'Cannot set both `enforce_is_kingside_castling_as` and ' + '`enforce_is_queenside_castling_as` to `True`' + ) + + _assert_from_to_squares_different(move) + df, dr = file_rank_deltas(move) + + can_be_non_castling_move = max(abs(df), abs(dr)) == 1 + can_be_kingside_castling_move = (move.from_square, move.to_square) in ( + (chess.E1, chess.G1), + (chess.E8, chess.G8), + ) + can_be_queenside_castling_move = (move.from_square, move.to_square) in ( + (chess.E1, chess.C1), + (chess.E8, chess.C8), + ) + + if enforce_is_kingside_castling_as is not None: + if enforce_is_kingside_castling_as: + return can_be_kingside_castling_move + else: + return can_be_non_castling_move + + if enforce_is_queenside_castling_as is not None: + if enforce_is_queenside_castling_as: + return can_be_queenside_castling_move + else: + return can_be_non_castling_move + + return ( + can_be_non_castling_move + or can_be_kingside_castling_move + or can_be_queenside_castling_move + ) + + +def can_require_file_disambiguator( + *, + move: chess.Move, + piece_type: chess.PieceType, +) -> bool: + if piece_type == chess.PAWN: + raise ValueError('Did not expect this function to be called for pawns') + if piece_type == chess.KING: + raise ValueError('Did not expect this function to be called for kings') + + b = chess.Board.empty() + b.set_piece_at(move.to_square, chess.Piece(piece_type, chess.WHITE)) + + # Get squares from which another `piece_type` can cause ambiguity. + ambiguity_causing_squares = ( + b.attacks_mask(move.to_square) & ~chess.BB_SQUARES[move.from_square] + ) + if is_slider(piece_type): + ambiguity_causing_squares &= ~extend_ray(move.to_square, move.from_square) + + # True if we have candidates on other files so ambiguity can be resolved by file disambiguation. + from_file = chess.square_file(move.from_square) + return bool(ambiguity_causing_squares & ~chess.BB_FILES[from_file]) + + +def can_require_rank_disambiguator( + *, + move: chess.Move, + piece_type: chess.PieceType, +) -> bool: + if piece_type == chess.PAWN: + raise ValueError('Did not expect this function to be called for pawns') + if piece_type == chess.KING: + raise ValueError('Did not expect this function to be called for kings') + + b = chess.Board.empty() + b.set_piece_at(move.to_square, chess.Piece(piece_type, chess.WHITE)) + + # Get squares from which another `piece_type` can cause ambiguity. + ambiguity_causing_squares = ( + b.attacks_mask(move.to_square) & ~chess.BB_SQUARES[move.from_square] + ) + if is_slider(piece_type): + ambiguity_causing_squares &= ~extend_ray(move.to_square, move.from_square) + + # True if we have candidates on the same `from_file` so ambiguity can be resolved by rank disambiguation. + from_file = chess.square_file(move.from_square) + return bool(ambiguity_causing_squares & chess.BB_FILES[from_file]) + + +def can_require_full_square_disambiguator( + *, + move: chess.Move, + piece_type: chess.PieceType, +) -> bool: + b = chess.Board.empty() + b.set_piece_at(move.to_square, chess.Piece(piece_type, chess.WHITE)) + + # Get squares from which another `piece_type` can cause ambiguity. + ambiguity_causing_squares = ( + b.attacks_mask(move.to_square) & ~chess.BB_SQUARES[move.from_square] + ) + if is_slider(piece_type): + ambiguity_causing_squares &= ~extend_ray(move.to_square, move.from_square) + + # True if we simultaneously have candidates on the same `from_file` and `from_rank`. + from_file = chess.square_file(move.from_square) + from_rank = chess.square_rank(move.from_square) + return bool( + ambiguity_causing_squares & chess.BB_FILES[from_file] + and ambiguity_causing_squares & chess.BB_RANKS[from_rank] + ) diff --git a/src/san_strings/utils/san_parts.py b/src/san_strings/utils/san_parts.py new file mode 100644 index 0000000..d576870 --- /dev/null +++ b/src/san_strings/utils/san_parts.py @@ -0,0 +1,1124 @@ +from __future__ import annotations + +import itertools +from abc import ABC, abstractmethod +from copy import deepcopy +from functools import reduce +from operator import or_ +from typing import Iterable + +import chess + +from san_strings.constants import ( + CAPTURABLE_PIECE_TYPES, + CORNER_SQUARES, + EDGE_SQUARES, + NON_PAWN_SAN_REGEX, + PAWN_SAN_REGEX, +) +from san_strings.utils import ( + _place_kings, + attacked_by_mask, + extend_ray, + is_diagonal_slider, + is_orthogonal_slider, + is_slider, + ordinal, + place_black_king, +) + + +class SanParts(ABC): + def __init_subclass__(cls, **kwargs): + super().__init_subclass__() + if not hasattr(cls, 'from_san'): + raise TypeError( + f'Class {cls.__name__} must define `from_san()` classmethod' + ) + + def __init__( + self, + *, + piece_type: chess.PieceType, + is_capture: bool = False, + to_square: chess.Square, + check_or_mate: str | None = None, + ): + self.piece_type = piece_type + self.is_capture = is_capture + self.to_square = to_square + self.check_or_mate = check_or_mate + + @property + def check_or_mate(self): + return self._check_or_mate + + @check_or_mate.setter + def check_or_mate(self, value: str | None): + if value not in ('+', '#', None): + raise ValueError('Invalid `check_or_mate` value') + self._check_or_mate = value + + @property + @abstractmethod + def rendered(self) -> str: ... + + @property + @abstractmethod + def iter_positions( + self, + *, + place_kings: bool = True, + ) -> Iterable[tuple[chess.Board, chess.Move]]: + """ + Iterate over positions with only the moving piece type and kings that can cause the given SAN, + considering any disambiguators. Expects valid non-check/mate SANs. + + TODO: Support check/mate here to prove check/mate SANs. + """ + ... + + @property + @abstractmethod + def can_cause_discovered_attack(self): + """ + Return `True` iff the move can cause a discovered attack. + + Key concept for this method: + - Pieces can only cause discovered attacks by revealing an attack from another slider + that slides in a direction the moving piece does not. + + Corollaries: + - Bishops move diagonally, so they cannot reveal discovered attacks by diagonal sliders. + - Rooks move orthogonally, so they cannot reveal discovered attacks by orthogonal sliders. + - Queens move diagonally + orthogonally, so they cannot reveal any discovered attacks in any direction. + + Further: board geometry means that the attacking piece would need to be off the board when diagonal slider + moves start on a corner or orthogonal slider moves start on an edge, so these are also true: + - Bishops can cause discovered attacks iff their `from_square` is not in a corner. + - Rooks can cause discovered attacks iff their `from_square` is not on an edge. + + And more generally (ex. this applies to knights): + - Any move starting in a corner can never cause discovered attack as there are no squares "behind" the + `from_square` diagonally or orthogonally. + + Important: We don't know the exact `from_square` from the SAN we have available here. Rather, the SAN + determines a set of possible board (board configuration) that would require the observed SAN + (including any disambiguations). + + Therefore, the goal for subclasses is to determine whether *any* of those positions have a `from_square` + that is *not* in a corner for bishop moves or that is *not* on an edge for rook moves. + + In some cases we can show with brute force that all moves + piece configurations where the SAN occurs + start in a corner/edge respectively, meaning discovered attacks are impossible. + """ + ... + + @property + @abstractmethod + def can_cause_new_squares_to_be_attacked(self): + """ + Return `True` iff the moving piece can directly cause new squares to be attacked on the board + (not via discoveries). + """ + ... + + @property + def can_cause_check(self): + """ + Return `True` iff the move can cause check either directly by attacking new squares or with a discovery. + """ + return ( + self.can_cause_discovered_attack + or self.can_cause_new_squares_to_be_attacked + ) + + @classmethod + def from_san(cls, san: str) -> SanParts: + try: + return NBRQSanParts.from_san(san) + except ValueError: + pass + try: + return PawnSanParts.from_san(san) + except ValueError: + pass + try: + return KingSanParts.from_san(san) + except ValueError: + pass + raise ValueError(f'Could not parse SAN: {san}') + + def __str__(self) -> str: + return f'{self.__class__.__name__}({self.rendered})' + + def copy(self): + return deepcopy(self) + + +class PawnSanParts(SanParts): + def __init__( + self, + *, + file_disambiguator: int | None = None, + is_capture: bool = False, + to_square: chess.Square, + check_or_mate: str | None = None, + promotion_piece_type: chess.PieceType | None = None, + ): + # Validation + if (file_disambiguator is not None) != is_capture: + raise ValueError( + 'Must specify `file_disambiguator` iff `is_capture` is `True`' + ) + if ( + file_disambiguator is not None + and abs( + chess.square_file(file_disambiguator) - chess.square_file(to_square) + ) + != 1 + ): + raise ValueError( + f'Expected `file_disambiguator` to be on an adjacent file to `to_square` {chess.square_name(to_square)}' + ) + if (promotion_piece_type is not None) != ( + chess.square_rank(to_square) in (0, 7) + ): + raise ValueError( + 'Must specify `promotion_piece_type` if `to_square` is on a back rank' + ) + super().__init__( + piece_type=chess.PAWN, + is_capture=is_capture, + to_square=to_square, + check_or_mate=check_or_mate, + ) + self.file_disambiguator = file_disambiguator + self.promotion_piece_type = promotion_piece_type + + @property + def rendered(self) -> str: + return ( + f'{f"{chess.FILE_NAMES[self.file_disambiguator]}x" if self.file_disambiguator else ""}' + f'{chess.square_name(self.to_square)}' + f'{f"={chess.piece_symbol(self.promotion_piece_type).upper()}" if self.promotion_piece_type is not None else ""}' + f'{self.check_or_mate if self.check_or_mate is not None else ""}' + ) + + @property + def iter_positions( + self, + *, + place_kings: bool = True, + ) -> Iterable[tuple[chess.Board, chess.Move]]: + if self.check_or_mate is not None: + raise RuntimeError( + 'This method does not yet support calling when `check_or_mate` is set' + ) + + b = chess.Board.empty() + + # Manually get squares where pawn could have come from. + to_rank = chess.square_rank(self.to_square) + to_rank_to_w_candidate_from_ranks_map = { + 0: [], + 1: [], + 2: [1], + 3: [2], + 4: [3], + 5: [4], + 6: [5], + 7: [6], + } + to_rank_to_b_candidate_from_ranks_map = { + 0: [1], + 1: [2], + 2: [3], + 3: [4], + 4: [5], + 5: [6], + 6: [], + 7: [], + } + if self.is_capture: + if self.file_disambiguator is None: + raise RuntimeError('Internal error: bad state') + from_file = self.file_disambiguator + else: + from_file = chess.square_file(self.to_square) + # Non-captures: set additional possibilities for double moves + to_rank_to_w_candidate_from_ranks_map[3].append(1) # 2nd rank + to_rank_to_b_candidate_from_ranks_map[4].append(6) # 7th rank + + # Rank masks + w_candidate_from_ranks_mask = reduce( + or_, + (chess.BB_RANKS[r] for r in to_rank_to_w_candidate_from_ranks_map[to_rank]), + chess.BB_EMPTY, + ) + b_candidate_from_ranks_mask = reduce( + or_, + (chess.BB_RANKS[r] for r in to_rank_to_b_candidate_from_ranks_map[to_rank]), + chess.BB_EMPTY, + ) + + # Square masks using correct `from_file` + w_candidate_from_squares_mask = ( + chess.BB_FILES[from_file] & w_candidate_from_ranks_mask + ) + b_candidate_from_squares_mask = ( + chess.BB_FILES[from_file] & b_candidate_from_ranks_mask + ) + + # Here we need to be sure we are placing a pawn of the right color. + for color, candidate_from_squares_mask in ( + (chess.WHITE, w_candidate_from_squares_mask), + (chess.BLACK, b_candidate_from_squares_mask), + ): + b.turn = color + candidate_from_squares = chess.SquareSet(candidate_from_squares_mask) + for from_square in candidate_from_squares: + move = chess.Move( + from_square, + self.to_square, + promotion=self.promotion_piece_type, + ) + exclude_mask = chess.between(from_square, self.to_square) + b_new = b.copy() + b_new.set_piece_at(from_square, chess.Piece(self.piece_type, color)) + + # For captures, set a black piece at `to_square`. + # Iterate to try all capturable black pieces in case the captured black piece + # restricts options for the white king. Intuitively it's probably hard or impossible + # for this to ever happen, but it's included for completeness. + if self.is_capture: + b_kings = None + for captured_piece_type in CAPTURABLE_PIECE_TYPES: + b_new.set_piece_at( + self.to_square, + chess.Piece(captured_piece_type, not color), + ) + + if not place_kings: + b_kings = b_new + break + + try: + b_kings = _place_kings( + b_new, + move=move, + exclude_mask=exclude_mask, + ) + except ValueError: + continue + else: + break + + if b_kings is None: + raise ValueError( + f'Found valid piece configuration for SAN {self.rendered}, ' + f'but nowhere to place kings' + ) + b_new = b_kings + else: + if place_kings: + try: + b_new = _place_kings( + b_new, + move=move, + exclude_mask=exclude_mask, + ) + except ValueError: + continue + + actual_san = b_new.san(move) + if actual_san != self.rendered: + raise RuntimeError( + f'Internal error: actual SAN does not match expected:\n' + f'actual: {actual_san}\n' + f'expected: {self.rendered}' + ) + yield b_new, move + + @property + def can_cause_discovered_attack(self): + if self.is_capture: + # Pawn captures move 1 square diagonally, meaning they behave like a diagonal slider + # in that they can cause discovered attacks when their `from_square` is not a corner. + # This early return works because pawns cannot be on the 1st rank in standard chess + # and will be promoted (becoming a non-pawn) upon reaching the 8th rank. + # This means a pawn's `from_square` can never be any corner. + return True + + # Non-capture pawn moves behave like orthogonal sliders in that they can cause discovered attacks + # if their `from_square` is not an edge. Again, pawns cannot exist on either back rank, + # so the question is whether the pawn starts on either the A or H file. + # The `from_square` will always be on the same file as the `to_square`, so we can use it to check. + return chess.square_file(self.to_square) not in (0, 7) + + @property + def can_cause_new_squares_to_be_attacked(self): + # Pawns always cause new squares to be attacked. This is trivially true for non-promotions + # and true for promotions because the promoted piece must attack new squares. + return True + + @classmethod + def from_san(cls, san: str) -> PawnSanParts: + m = PAWN_SAN_REGEX.match(san) + if m is None: + raise ValueError(f'Invalid pawn move SAN: {san}') + file_disambiguator = m.group('file_disambiguator') + capture = m.group('capture') + to_square = m.group('to_square') + promotion = m.group('promotion') + check_or_mate = m.group('check_or_mate') + try: + file_disambiguator = ( + chess.FILE_NAMES.index(file_disambiguator) + if file_disambiguator is not None + else None + ) + is_capture = capture == 'x' + to_square = chess.parse_square(to_square) + promotion_piece_type = ( + chess.Piece.from_symbol(promotion).piece_type if promotion else None + ) + except ValueError as e: + raise ValueError(f'Failed to parse SAN: {san}') from e + return cls( + file_disambiguator=file_disambiguator, + is_capture=is_capture, + to_square=to_square, + promotion_piece_type=promotion_piece_type, + check_or_mate=check_or_mate, + ) + + +class NBRQSanParts(SanParts): + def __init__( + self, + *, + piece_type: chess.PieceType, + file_disambiguator: int | None = None, + rank_disambiguator: int | None = None, + is_capture: bool = False, + to_square: chess.Square, + check_or_mate: str | None = None, + ): + if piece_type not in (chess.KNIGHT, chess.BISHOP, chess.ROOK, chess.QUEEN): + raise ValueError( + 'Invalid `piece_type`, must be knight, bishop, rook, or queen' + ) + if file_disambiguator is not None and not (0 <= file_disambiguator <= 7): + raise ValueError('Invalid `file_disambiguator`') + if rank_disambiguator is not None and not (0 <= rank_disambiguator <= 7): + raise ValueError('Invalid `rank_disambiguator`') + super().__init__( + piece_type=piece_type, + is_capture=is_capture, + to_square=to_square, + check_or_mate=check_or_mate, + ) + self.file_disambiguator = file_disambiguator + self.rank_disambiguator = rank_disambiguator + + @property + def rendered(self) -> str: + return ( + f'{chess.piece_symbol(self.piece_type).upper()}' + f'{chess.FILE_NAMES[self.file_disambiguator] if self.file_disambiguator is not None else ""}' + f'{chess.RANK_NAMES[self.rank_disambiguator] if self.rank_disambiguator is not None else ""}' + f'{"x" if self.is_capture else ""}' + f'{chess.square_name(self.to_square)}' + f'{self.check_or_mate if self.check_or_mate is not None else ""}' + ) + + @property + def iter_positions( + self, + *, + place_kings: bool = True, + ) -> Iterable[tuple[chess.Board, chess.Move]]: + if self.check_or_mate is not None: + raise RuntimeError( + 'This method does not yet support calling when `check_or_mate` is set' + ) + + b = chess.Board.empty() + + # Get pieces to place later. + white_piece = chess.Piece(self.piece_type, chess.WHITE) + + # Put a piece on `to_square` and get the attacks bitboard. + b.set_piece_at(self.to_square, white_piece) + to_square_attacks_mask = b.attacks_mask(self.to_square) + b.remove_piece_at(self.to_square) + + match self.file_disambiguator, self.rank_disambiguator: + case int(from_file), int(from_rank): + # Full-square disambiguator. + + # Get the `from_square` (the full-square disambiguator) + file_name = chess.FILE_NAMES[from_file] + rank_name = chess.RANK_NAMES[from_rank] + from_square_name = f'{file_name}{rank_name}' + assert from_square_name in chess.SQUARE_NAMES + from_square = chess.parse_square(from_square_name) + move = chess.Move(from_square, self.to_square) + exclude_mask = chess.BB_ALL & chess.between(from_square, self.to_square) + if is_slider(self.piece_type): + exclude_mask |= extend_ray(self.to_square, from_square) + + # Make sure the `from_square` attacks the `to_square`, otherwise this was an invalid SAN. + if not to_square_attacks_mask & chess.BB_SQUARES[from_square]: + raise ValueError( + f'Full-square disambiguated SAN {self.rendered} is impossible because a ' + f'{chess.piece_name(self.piece_type)} at full-square disambiguator ' + f'{chess.square_name(from_square)} does not attack `to_square` ' + f'{chess.square_name(self.to_square)}' + ) + + # These will be all candidate corners for the other two pieces (excluding the `from_square`). + candidate_rect_corners = chess.SquareSet( + to_square_attacks_mask & ~chess.BB_SQUARES[from_square] + ) + if is_slider(self.piece_type): + candidate_rect_corners &= ~extend_ray(self.to_square, from_square) + + # Make sure we have candidates on the `from_file` and `from_rank` (otherwise SAN was invalid). + if not ( + candidate_rect_corners & chess.BB_FILES[from_file] + and candidate_rect_corners & chess.BB_RANKS[from_rank] + ): + raise ValueError( + f'Full-square-disambiguated SAN {self.rendered} is impossible because simultaneous rank and ' + f'file ambiguity is impossible for {chess.piece_name(self.piece_type)} at ' + f'{chess.square_name(from_square)} moving to {chess.square_name(self.to_square)}' + ) + + # Place the moving piece. We know exactly where it came from because of the full-square disambiguator. + b.set_piece_at(from_square, white_piece) + + # Get candidate squares for the 2 other pieces. + same_file_piece_candidate_squares = chess.SquareSet( + ( + candidate_rect_corners + & chess.BB_FILES[from_file] + & ~chess.BB_SQUARES[from_square] + ) + ) + same_rank_piece_candidate_squares = chess.SquareSet( + ( + candidate_rect_corners + & chess.BB_RANKS[from_rank] + & ~chess.BB_SQUARES[from_square] + ) + ) + + # Place the other two pieces. + for same_file_piece_square, same_rank_piece_square in itertools.product( + same_file_piece_candidate_squares, + same_rank_piece_candidate_squares, + ): + b_new = b.copy() + b_new.set_piece_at(same_file_piece_square, white_piece) + b_new.set_piece_at(same_rank_piece_square, white_piece) + exclude_mask_new = ( + exclude_mask + | chess.between(same_file_piece_square, self.to_square) + | chess.between(same_rank_piece_square, self.to_square) + ) + + # For captures, set a black piece at `to_square`. + # Iterate to try all capturable black pieces in case the captured black piece + # restricts options for the white king. Intuitively it's probably hard or impossible + # for this to ever happen, but it's included for completeness. + if self.is_capture: + b_kings = None + + for captured_piece_type in CAPTURABLE_PIECE_TYPES: + b_new.set_piece_at( + self.to_square, + chess.Piece(captured_piece_type, chess.BLACK), + ) + + if not place_kings: + b_kings = b_new + break + + try: + b_kings = _place_kings( + b_new, + move=move, + exclude_mask=exclude_mask_new, + ) + except ValueError: + continue + else: + break + + if b_kings is None: + continue + b_new = b_kings + else: + if place_kings: + try: + b_new = _place_kings( + b_new, + move=move, + exclude_mask=exclude_mask_new, + ) + except ValueError: + continue + + # Validate that we got a position where the SAN matches exactly. + actual_san = b_new.san(move) + if actual_san != self.rendered: + raise RuntimeError( + f'Internal error: actual SAN does not match expected:\n' + f'actual: {actual_san}\n' + f'expected: {self.rendered}' + ) + yield b_new, move + + case int(from_file), None: + # File disambiguator. + + # These will be all candidate `from_square`s. + candidate_from_squares = chess.SquareSet( + to_square_attacks_mask & chess.BB_FILES[from_file] + ) + + # Get candidate squares for the other piece that can cause file ambiguity. + candidate_other_piece_squares = chess.SquareSet( + to_square_attacks_mask & ~chess.BB_FILES[from_file] + ) + + # Validate that there are other files from which the same piece type could move. + # Otherwise, there's no possibility of file ambiguity and this SAN is invalid. + if not candidate_other_piece_squares: + raise ValueError( + f'File-disambiguated SAN {self.rendered} is impossible because no ' + f'{chess.piece_name(self.piece_type)} that is not on the {chess.FILE_NAMES[from_file]}-file ' + f'can move to `to_square` {chess.square_name(self.to_square)} to cause the ambiguity' + ) + + # Iterate over possible `from_square`s + for from_square in candidate_from_squares: + candidate_other_piece_squares = chess.SquareSet( + to_square_attacks_mask & ~chess.BB_FILES[from_file] + ) + if is_slider(self.piece_type): + candidate_other_piece_squares &= ~extend_ray( + self.to_square, from_square + ) + + move = chess.Move(from_square, self.to_square) + exclude_mask = chess.BB_ALL & chess.between( + from_square, self.to_square + ) + if is_slider(self.piece_type): + exclude_mask |= extend_ray(self.to_square, from_square) + + # Place the moving piece. + b_from_square = b.copy() + b_from_square.set_piece_at(from_square, white_piece) + + # Try all candidates for where to place the other piece. + for other_piece_square in candidate_other_piece_squares: + b_new = b_from_square.copy() + b_new.set_piece_at(other_piece_square, white_piece) + exclude_mask_new = exclude_mask | chess.between( + other_piece_square, self.to_square + ) + if is_slider(self.piece_type): + exclude_mask_new |= extend_ray( + self.to_square, other_piece_square + ) + + # For captures, set a black piece at `to_square`. + # Iterate to try all capturable black pieces in case the captured black piece + # restricts options for the white king. Intuitively it's probably hard or impossible + # for this to ever happen, but it's included for completeness. + if self.is_capture: + b_kings = None + for captured_piece_type in CAPTURABLE_PIECE_TYPES: + b_new.set_piece_at( + self.to_square, + chess.Piece(captured_piece_type, chess.BLACK), + ) + + if not place_kings: + b_kings = b_new + break + + try: + b_kings = _place_kings( + b_new, + move=move, + exclude_mask=exclude_mask_new, + ) + except ValueError: + continue + else: + break + + if b_kings is None: + continue + b_new = b_kings + else: + if place_kings: + try: + b_new = _place_kings( + b_new, + move=move, + exclude_mask=exclude_mask_new, + ) + except ValueError: + continue + + # Validate that we got a position where the SAN matches exactly. + actual_san = b_new.san(move) + if actual_san != self.rendered: + raise RuntimeError( + f'Internal error: actual SAN does not match expected:\n' + f'actual: {actual_san}\n' + f'expected: {self.rendered}' + ) + yield b_new, move + + case None, int(from_rank): + # Rank disambiguator. + + # These will be all candidate `from_square`s. + candidate_from_squares = chess.SquareSet( + to_square_attacks_mask & chess.BB_RANKS[from_rank] + ) + + # Validate that there is at least one file where rank ambiguity could occur. + # Otherwise, there's no possibility of file ambiguity and this SAN is invalid. + if not any( + file_candidate_from_squares_not_on_from_rank + for file_candidate_from_squares_not_on_from_rank in ( + to_square_attacks_mask + & ~chess.BB_RANKS[from_rank] + & chess.BB_FILES[f] + for f in range(8) + if candidate_from_squares & chess.BB_FILES[f] + ) + ): + piece_type_name = chess.piece_name(self.piece_type) + raise ValueError( + f'Rank-disambiguated SAN {self.rendered} is impossible because no file ' + f'which has a legal move by a {piece_type_name} from the {ordinal(from_rank)} rank ' + f'has another square from which a {piece_type_name} can move to `to_square` ' + f'{chess.square_name(self.to_square)} to cause the ambiguity' + ) + + # Iterate over possible `from_square`s + for from_square in candidate_from_squares: + move = chess.Move(from_square, self.to_square) + exclude_mask = chess.BB_ALL & chess.between( + from_square, self.to_square + ) + if is_slider(self.piece_type): + exclude_mask |= extend_ray(self.to_square, from_square) + from_file = chess.square_file(from_square) + + # Get candidate squares for the other piece that can cause rank ambiguity. + candidate_other_piece_squares = chess.SquareSet( + to_square_attacks_mask + & chess.BB_FILES[from_file] + & ~chess.BB_SQUARES[from_square] + ) + if is_slider(self.piece_type): + candidate_other_piece_squares &= ~extend_ray( + self.to_square, from_square + ) + + # Place the moving piece. + b_from_square = b.copy() + b_from_square.set_piece_at(from_square, white_piece) + + # Try all candidates for where to place the other piece. + for other_piece_square in candidate_other_piece_squares: + b_new = b_from_square.copy() + b_new.set_piece_at(other_piece_square, white_piece) + exclude_mask_new = exclude_mask | chess.between( + other_piece_square, self.to_square + ) + if is_slider(self.piece_type): + exclude_mask_new |= extend_ray( + self.to_square, other_piece_square + ) + + # For captures, set a black piece at `to_square`. + # Iterate to try all capturable black pieces in case the captured black piece + # restricts options for the white king. Intuitively it's probably hard or impossible + # for this to ever happen, but it's included for completeness. + if self.is_capture: + b_kings = None + for captured_piece_type in CAPTURABLE_PIECE_TYPES: + b_new.set_piece_at( + self.to_square, + chess.Piece(captured_piece_type, chess.BLACK), + ) + + if not place_kings: + b_kings = b_new + break + + try: + b_kings = _place_kings( + b_new, + move=move, + exclude_mask=exclude_mask_new, + ) + except ValueError: + continue + else: + break + + if b_kings is None: + raise ValueError( + f'Found valid piece configuration for SAN {self.rendered}, ' + f'but nowhere to place kings' + ) + b_new = b_kings + else: + if place_kings: + try: + b_new = _place_kings( + b_new, + move=move, + exclude_mask=exclude_mask_new, + ) + except ValueError: + continue + + # Validate that we got a position where the SAN matches exactly. + actual_san = b_new.san(move) + if actual_san != self.rendered: + raise RuntimeError( + f'Internal error: actual SAN does not match expected:\n' + f'actual: {actual_san}\n' + f'expected: {self.rendered}' + ) + yield b_new, move + + case None, None: + # No disambiguator. + + candidate_from_squares = chess.SquareSet(to_square_attacks_mask) + + for from_square in candidate_from_squares: + move = chess.Move(from_square, self.to_square) + exclude_mask = chess.between(from_square, self.to_square) + if is_slider(self.piece_type): + exclude_mask |= extend_ray(self.to_square, from_square) + b_new = b.copy() + b_new.set_piece_at(from_square, white_piece) + + # For captures, set a black piece at `to_square`. + # Iterate to try all capturable black pieces in case the captured black piece + # restricts options for the white king. Intuitively it's probably hard or impossible + # for this to ever happen, but it's included for completeness. + if self.is_capture: + b_kings = None + for captured_piece_type in CAPTURABLE_PIECE_TYPES: + b_new.set_piece_at( + self.to_square, + chess.Piece(captured_piece_type, chess.BLACK), + ) + + if not place_kings: + b_kings = b_new + break + + try: + b_kings = _place_kings( + b_new, + move=move, + exclude_mask=exclude_mask, + ) + except ValueError: + continue + else: + break + + if b_kings is None: + raise ValueError( + f'Found valid piece configuration for SAN {self.rendered}, ' + f'but nowhere to place kings' + ) + b_new = b_kings + else: + if place_kings: + try: + b_new = _place_kings( + b_new, + move=move, + exclude_mask=exclude_mask, + ) + except ValueError: + continue + + actual_san = b_new.san(move) + if actual_san != self.rendered: + raise RuntimeError( + f'Internal error: actual SAN does not match expected:\n' + f'actual: {actual_san}\n' + f'expected: {self.rendered}' + ) + yield b_new, move + + case _: + raise ValueError( + f'Invalid file/rank disambiguator combo in SAN {self.rendered}' + ) + + @property + def can_cause_discovered_attack(self): + if self.piece_type == chess.QUEEN: + return False + + # Diagonal sliders cannot cause discovered attacks when the `from_square` is a corner. + if is_diagonal_slider(self.piece_type): + assert self.piece_type == chess.BISHOP, 'Bad logic above' + return not all( + move.from_square in CORNER_SQUARES + for board, move in self.iter_positions + ) + + # Orthogonal sliders cannot cause discovered attacks when the `from_square` is on an edge. + if is_orthogonal_slider(self.piece_type): + assert self.piece_type == chess.ROOK, 'Bad logic above' + return not all( + move.from_square in EDGE_SQUARES for board, move in self.iter_positions + ) + + # Generally, moves cannot cause diagonal nor orthogonal discovered attacks when the `from_square` is a corner. + assert self.piece_type == chess.KNIGHT, ( + 'Bad logic above (possible internal error, bad state)' + ) + return not all( + move.from_square in CORNER_SQUARES for board, move in self.iter_positions + ) + + @property + def can_cause_new_squares_to_be_attacked(self): + for b, move in self.iter_positions: + attacked_by_mask_before = attacked_by_mask(b, chess.WHITE) + b.push(move) + attacked_by_mask_after = attacked_by_mask(b, chess.WHITE) + if attacked_by_mask_after & ~attacked_by_mask_before: + return True + return False + + @classmethod + def from_san(cls, san: str) -> NBRQSanParts: + m = NON_PAWN_SAN_REGEX.match(san) + if m is None: + raise ValueError(f'Invalid non-pawn move SAN: {san}') + piece_type = m.group('piece_type') + file_disambiguator = m.group('file_disambiguator') + rank_disambiguator = m.group('rank_disambiguator') + capture = m.group('capture') + to_square = m.group('to_square') + check_or_mate = m.group('check_or_mate') + try: + piece_type = chess.Piece.from_symbol(piece_type).piece_type + file_disambiguator = ( + chess.FILE_NAMES.index(file_disambiguator) + if file_disambiguator is not None + else None + ) + rank_disambiguator = ( + chess.RANK_NAMES.index(rank_disambiguator) + if rank_disambiguator is not None + else None + ) + is_capture = capture == 'x' + to_square = chess.parse_square(to_square) + except ValueError as e: + raise ValueError(f'Failed to parse SAN: {san}') from e + if piece_type not in (chess.KNIGHT, chess.BISHOP, chess.ROOK, chess.QUEEN): + raise ValueError( + 'Invalid `piece_type`, must be knight, bishop, rook, or queen' + ) + return cls( + piece_type=piece_type, + file_disambiguator=file_disambiguator, + rank_disambiguator=rank_disambiguator, + is_capture=is_capture, + to_square=to_square, + check_or_mate=check_or_mate, + ) + + +class KingSanParts(SanParts): + def __init__( + self, + *, + is_capture: bool = False, + to_square: chess.Square, + check_or_mate: str | None = None, + ): + super().__init__( + piece_type=chess.KING, + is_capture=is_capture, + to_square=to_square, + check_or_mate=check_or_mate, + ) + + @property + def rendered(self) -> str: + return ( + f'{chess.piece_symbol(self.piece_type).upper()}' + f'{"x" if self.is_capture else ""}' + f'{chess.square_name(self.to_square)}' + f'{self.check_or_mate if self.check_or_mate is not None else ""}' + ) + + @property + def iter_positions( + self, + *, + place_kings: bool = True, + ) -> Iterable[tuple[chess.Board, chess.Move]]: + if self.check_or_mate is not None: + raise RuntimeError( + 'This method does not yet support calling when `check_or_mate` is set' + ) + + b = chess.Board.empty() + + # Get pieces to place later. + white_piece = chess.Piece(self.piece_type, chess.WHITE) + + # Put a piece on `to_square` and get the attacks bitboard. + b.set_piece_at(self.to_square, white_piece) + candidate_from_squares = chess.SquareSet(b.attacks_mask(self.to_square)) + b.remove_piece_at(self.to_square) + + for from_square in candidate_from_squares: + move = chess.Move(from_square, self.to_square) + exclude_mask = chess.between(from_square, self.to_square) + if is_slider(self.piece_type): + exclude_mask |= extend_ray(self.to_square, from_square) + b_new = b.copy() + b_new.set_piece_at(from_square, white_piece) + + # For captures, set a black piece at `to_square`. + # Iterate to try all capturable black pieces in case the captured black piece + # restricts options for the white king. Intuitively it's probably hard or impossible + # for this to ever happen, but it's included for completeness. + if self.is_capture: + b_kings = None + for captured_piece_type in CAPTURABLE_PIECE_TYPES: + b_new.set_piece_at( + self.to_square, + chess.Piece(captured_piece_type, chess.BLACK), + ) + + if not place_kings: + b_kings = b_new + break + + try: + b_kings = place_black_king( + b_new, + move=move, + exclude_mask=exclude_mask, + ) + except ValueError: + continue + else: + break + + if b_kings is None: + raise ValueError( + f'Found valid piece configuration for SAN {self.rendered}, ' + f'but nowhere to place kings' + ) + b_new = b_kings + else: + if place_kings: + try: + b_new = place_black_king(b_new, move=move) + except ValueError: + continue + + actual_san = b_new.san(move) + if actual_san != self.rendered: + raise RuntimeError( + f'Internal error: actual SAN does not match expected:\n' + f'actual: {actual_san}\n' + f'expected: {self.rendered}' + ) + yield b_new, move + + @property + def can_cause_discovered_attack(self): + # King SANs should always be able to cause discovered check because disambiguators are disallowed + # (no multiple kings in standard chess), meaning the `from_square` is never fully specified as a corner square + # and therefore the king could come from any neighboring square. + # The `from_square` options are most restricted for a king when the `to_square` (which we know) is a corner, + # But in those cases the `from_square` could always be one of b2/b7/g2/g7, which are non-corners. + # Therefore, discovered checks are always possible. + assert not all( + move.from_square in CORNER_SQUARES for board, move in self.iter_positions + ), 'Expected king moves to always be able to cause discovered attacks' + return True + + @property + def can_cause_new_squares_to_be_attacked(self): + for b, move in self.iter_positions: + attacked_by_mask_before = attacked_by_mask(b, chess.WHITE) + b.push(move) + attacked_by_mask_after = attacked_by_mask(b, chess.WHITE) + if attacked_by_mask_after & ~attacked_by_mask_before: + return True + return False + + @classmethod + def from_san(cls, san: str) -> KingSanParts: + m = NON_PAWN_SAN_REGEX.match(san) + if m is None: + raise ValueError(f'Invalid SAN: {san}') + piece_type = m.group('piece_type') + file_disambiguator = m.group('file_disambiguator') + rank_disambiguator = m.group('rank_disambiguator') + if file_disambiguator or rank_disambiguator: + raise ValueError('King moves cannot have disambiguators') + capture = m.group('capture') + to_square = m.group('to_square') + check_or_mate = m.group('check_or_mate') + try: + piece_type = chess.Piece.from_symbol(piece_type).piece_type + is_capture = capture == 'x' + to_square = chess.parse_square(to_square) + except ValueError as e: + raise ValueError(f'Failed to parse SAN: {san}') from e + if piece_type != chess.KING: + raise ValueError( + f'Piece type must be king, not {chess.piece_name(piece_type)}' + ) + return cls( + is_capture=is_capture, + to_square=to_square, + check_or_mate=check_or_mate, + ) + + +if __name__ == '__main__': + for san in ('c1',): + print('=' * (len(san) + 6)) + print(f'{san = }') + print('=' * (len(san) + 6)) + san_parts = SanParts.from_san(san) + for board, move in san_parts.iter_positions: + print(board) + print(f'move: {board.san(move)}') + print('---') + print() From 430c799653b00b9d972fd8b253536df66c2d78fd Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 2 Nov 2025 07:42:49 -0500 Subject: [PATCH 36/46] Fix funny bug --- src/san_strings/utils/san_parts.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/src/san_strings/utils/san_parts.py b/src/san_strings/utils/san_parts.py index d576870..59ea11c 100644 --- a/src/san_strings/utils/san_parts.py +++ b/src/san_strings/utils/san_parts.py @@ -199,7 +199,7 @@ def __init__( @property def rendered(self) -> str: return ( - f'{f"{chess.FILE_NAMES[self.file_disambiguator]}x" if self.file_disambiguator else ""}' + f'{f"{chess.FILE_NAMES[self.file_disambiguator]}x" if self.file_disambiguator is not None else ""}' f'{chess.square_name(self.to_square)}' f'{f"={chess.piece_symbol(self.promotion_piece_type).upper()}" if self.promotion_piece_type is not None else ""}' f'{self.check_or_mate if self.check_or_mate is not None else ""}' @@ -1112,7 +1112,7 @@ def from_san(cls, san: str) -> KingSanParts: if __name__ == '__main__': - for san in ('c1',): + for san in ('axb2',): print('=' * (len(san) + 6)) print(f'{san = }') print('=' * (len(san) + 6)) From 875490087aa66ee2e7693a9346f97d6b17a939ed Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 2 Nov 2025 07:43:06 -0500 Subject: [PATCH 37/46] Tweak main func --- src/san_strings/__init__.py | 11 +- src/san_strings/san_strings_with_symbols.txt | 168 ------------------- 2 files changed, 4 insertions(+), 175 deletions(-) diff --git a/src/san_strings/__init__.py b/src/san_strings/__init__.py index b39ddd3..8abc60e 100644 --- a/src/san_strings/__init__.py +++ b/src/san_strings/__init__.py @@ -200,15 +200,12 @@ def sort_key(s): return len(s), s all_sans = sorted(all_sans, key=sort_key) - all_sans_with_symbols = sorted( - [san + symbol for symbol in ('', '+', '#') for san in all_sans], key=sort_key - ) - with open('new_san_strings.txt', 'w') as f: - f.write('\n'.join(all_sans)) + with open('san_strings.txt', 'w') as f: + f.write('\n'.join(san for san in all_sans if '+' not in san and '#' not in san)) - with open('new_san_strings_with_symbols.txt', 'w') as f: - f.write('\n'.join(all_sans_with_symbols)) + with open('san_strings_with_symbols.txt', 'w') as f: + f.write('\n'.join(all_sans)) print('Done!') diff --git a/src/san_strings/san_strings_with_symbols.txt b/src/san_strings/san_strings_with_symbols.txt index d4d6f64..ba77c95 100644 --- a/src/san_strings/san_strings_with_symbols.txt +++ b/src/san_strings/san_strings_with_symbols.txt @@ -8156,8 +8156,6 @@ Q1xh5 Q1xh6 Q1xh7 Q1xh8 -Q2a1# -Q2a1+ Q2a2# Q2a2+ Q2a3# @@ -15662,12 +15660,6 @@ B8xh6# B8xh6+ B8xh7# B8xh7+ -Ba1b2# -Ba1b2+ -Ba1c3# -Ba1c3+ -Ba1d4# -Ba1d4+ Ba1xb2 Ba1xc3 Ba1xd4 @@ -18524,8 +18516,6 @@ Q1xh7# Q1xh7+ Q1xh8# Q1xh8+ -Q2xa1# -Q2xa1+ Q2xa2# Q2xa2+ Q2xa3# @@ -19420,8 +19410,6 @@ Qa1g1# Qa1g1+ Qa1g7# Qa1g7+ -Qa1h8# -Qa1h8+ Qa1xa2 Qa1xa3 Qa1xa4 @@ -19725,8 +19713,6 @@ Qa7f2# Qa7f2+ Qa7f7# Qa7f7+ -Qa7g1# -Qa7g1+ Qa7g7# Qa7g7+ Qa7xa2 @@ -19783,8 +19769,6 @@ Qa8g2# Qa8g2+ Qa8g8# Qa8g8+ -Qa8h1# -Qa8h1+ Qa8xa2 Qa8xa3 Qa8xa4 @@ -19986,8 +19970,6 @@ Qb1xf5 Qb1xg1 Qb1xg6 Qb1xh7 -Qb2a1# -Qb2a1+ Qb2a3# Qb2a3+ Qb2b3# @@ -20022,8 +20004,6 @@ Qb2g2# Qb2g2+ Qb2g7# Qb2g7+ -Qb2h8# -Qb2h8+ Qb2xa1 Qb2xa3 Qb2xb3 @@ -20267,8 +20247,6 @@ Qb6xg1 Qb6xg6 Qb7a6# Qb7a6+ -Qb7a8# -Qb7a8+ Qb7b2# Qb7b2+ Qb7b3# @@ -20301,8 +20279,6 @@ Qb7g2# Qb7g2+ Qb7g7# Qb7g7+ -Qb7h1# -Qb7h1+ Qb7xa6 Qb7xa8 Qb7xb2 @@ -20612,8 +20588,6 @@ Qc2xf5 Qc2xg2 Qc2xg6 Qc2xh7 -Qc3a1# -Qc3a1+ Qc3a5# Qc3a5+ Qc3b2# @@ -20652,8 +20626,6 @@ Qc3g3# Qc3g3+ Qc3g7# Qc3g7+ -Qc3h8# -Qc3h8+ Qc3xa1 Qc3xa5 Qc3xb2 @@ -20675,8 +20647,6 @@ Qc3xf6 Qc3xg3 Qc3xg7 Qc3xh8 -Qc4a2# -Qc4a2+ Qc4a6# Qc4a6+ Qc4b3# @@ -20740,8 +20710,6 @@ Qc4xg4 Qc4xg8 Qc5a3# Qc5a3+ -Qc5a7# -Qc5a7+ Qc5b4# Qc5b4+ Qc5b5# @@ -20803,8 +20771,6 @@ Qc5xg1 Qc5xg5 Qc6a4# Qc6a4+ -Qc6a8# -Qc6a8+ Qc6b5# Qc6b5+ Qc6b6# @@ -20841,8 +20807,6 @@ Qc6g2# Qc6g2+ Qc6g6# Qc6g6+ -Qc6h1# -Qc6h1+ Qc6xa4 Qc6xa8 Qc6xb5 @@ -21204,8 +21168,6 @@ Qd2xg5 Qd2xh6 Qd3a6# Qd3a6+ -Qd3b1# -Qd3b1+ Qd3b3# Qd3b3+ Qd3b5# @@ -21265,12 +21227,8 @@ Qd3xf5 Qd3xg3 Qd3xg6 Qd3xh7 -Qd4a1# -Qd4a1+ Qd4a7# Qd4a7+ -Qd4b2# -Qd4b2+ Qd4b4# Qd4b4+ Qd4b6# @@ -21309,8 +21267,6 @@ Qd4g4# Qd4g4+ Qd4g7# Qd4g7+ -Qd4h8# -Qd4h8+ Qd4xa1 Qd4xa7 Qd4xb2 @@ -21334,16 +21290,10 @@ Qd4xg1 Qd4xg4 Qd4xg7 Qd4xh8 -Qd5a2# -Qd5a2+ -Qd5a8# -Qd5a8+ Qd5b3# Qd5b3+ Qd5b5# Qd5b5+ -Qd5b7# -Qd5b7+ Qd5c4# Qd5c4+ Qd5c5# @@ -21378,8 +21328,6 @@ Qd5g5# Qd5g5+ Qd5g8# Qd5g8+ -Qd5h1# -Qd5h1+ Qd5xa2 Qd5xa8 Qd5xb3 @@ -21409,8 +21357,6 @@ Qd6b4# Qd6b4+ Qd6b6# Qd6b6+ -Qd6b8# -Qd6b8+ Qd6c5# Qd6c5+ Qd6c6# @@ -21832,8 +21778,6 @@ Qe3f3# Qe3f3+ Qe3f4# Qe3f4+ -Qe3g1# -Qe3g1+ Qe3g3# Qe3g3+ Qe3g5# @@ -21861,10 +21805,6 @@ Qe3xg1 Qe3xg3 Qe3xg5 Qe3xh6 -Qe4a8# -Qe4a8+ -Qe4b1# -Qe4b1+ Qe4b4# Qe4b4+ Qe4b7# @@ -21897,14 +21837,10 @@ Qe4f4# Qe4f4+ Qe4f5# Qe4f5+ -Qe4g2# -Qe4g2+ Qe4g4# Qe4g4+ Qe4g6# Qe4g6+ -Qe4h1# -Qe4h1+ Qe4h7# Qe4h7+ Qe4xa8 @@ -21930,8 +21866,6 @@ Qe4xg4 Qe4xg6 Qe4xh1 Qe4xh7 -Qe5a1# -Qe5a1+ Qe5b2# Qe5b2+ Qe5b5# @@ -21970,12 +21904,8 @@ Qe5g3# Qe5g3+ Qe5g5# Qe5g5+ -Qe5g7# -Qe5g7+ Qe5h2# Qe5h2+ -Qe5h8# -Qe5h8+ Qe5xa1 Qe5xb2 Qe5xb5 @@ -21999,8 +21929,6 @@ Qe5xg5 Qe5xg7 Qe5xh2 Qe5xh8 -Qe6a2# -Qe6a2+ Qe6b3# Qe6b3+ Qe6b6# @@ -22037,8 +21965,6 @@ Qe6g4# Qe6g4+ Qe6g6# Qe6g6+ -Qe6g8# -Qe6g8+ Qe6h3# Qe6h3+ Qe6xa2 @@ -22062,8 +21988,6 @@ Qe6xg4 Qe6xg6 Qe6xg8 Qe6xh3 -Qe7a3# -Qe7a3+ Qe7b4# Qe7b4+ Qe7b7# @@ -22400,8 +22324,6 @@ Qf2xg1 Qf2xg2 Qf2xg3 Qf2xh4 -Qf3a8# -Qf3a8+ Qf3b3# Qf3b3+ Qf3b7# @@ -22438,8 +22360,6 @@ Qf3g3# Qf3g3+ Qf3g4# Qf3g4+ -Qf3h1# -Qf3h1+ Qf3h5# Qf3h5+ Qf3xa8 @@ -22501,8 +22421,6 @@ Qf4g4# Qf4g4+ Qf4g5# Qf4g5+ -Qf4h2# -Qf4h2+ Qf4h6# Qf4h6+ Qf4xb4 @@ -22526,8 +22444,6 @@ Qf4xg4 Qf4xg5 Qf4xh2 Qf4xh6 -Qf5b1# -Qf5b1+ Qf5b5# Qf5b5+ Qf5c2# @@ -22566,8 +22482,6 @@ Qf5g6# Qf5g6+ Qf5h3# Qf5h3+ -Qf5h7# -Qf5h7+ Qf5xb1 Qf5xb5 Qf5xc2 @@ -22589,8 +22503,6 @@ Qf5xg5 Qf5xg6 Qf5xh3 Qf5xh7 -Qf6a1# -Qf6a1+ Qf6b2# Qf6b2+ Qf6b6# @@ -22629,8 +22541,6 @@ Qf6g7# Qf6g7+ Qf6h4# Qf6h4+ -Qf6h8# -Qf6h8+ Qf6xa1 Qf6xb2 Qf6xb6 @@ -22652,8 +22562,6 @@ Qf6xg6 Qf6xg7 Qf6xh4 Qf6xh8 -Qf7a2# -Qf7a2+ Qf7b3# Qf7b3+ Qf7b7# @@ -22942,8 +22850,6 @@ Qg1xg5 Qg1xg6 Qg1xg7 Qg1xh2 -Qg2a8# -Qg2a8+ Qg2b2# Qg2b2+ Qg2b7# @@ -22976,8 +22882,6 @@ Qg2g6# Qg2g6+ Qg2g7# Qg2g7+ -Qg2h1# -Qg2h1+ Qg2h3# Qg2h3+ Qg2xa8 @@ -23110,8 +23014,6 @@ Qg4xg6 Qg4xg7 Qg4xh3 Qg4xh5 -Qg5c1# -Qg5c1+ Qg5c5# Qg5c5+ Qg5d2# @@ -23164,8 +23066,6 @@ Qg5xg6 Qg5xg7 Qg5xh4 Qg5xh6 -Qg6b1# -Qg6b1+ Qg6b6# Qg6b6+ Qg6c2# @@ -23221,8 +23121,6 @@ Qg6xg5 Qg6xg7 Qg6xh5 Qg6xh7 -Qg7a1# -Qg7a1+ Qg7b2# Qg7b2+ Qg7b7# @@ -23257,8 +23155,6 @@ Qg7g6# Qg7g6+ Qg7h6# Qg7h6+ -Qg7h8# -Qg7h8+ Qg7xa1 Qg7xb2 Qg7xb7 @@ -23278,8 +23174,6 @@ Qg7xg5 Qg7xg6 Qg7xh6 Qg7xh8 -Qg8a2# -Qg8a2+ Qg8b3# Qg8b3+ Qg8b8# @@ -23460,8 +23354,6 @@ Qgxh7# Qgxh7+ Qgxh8# Qgxh8+ -Qh1a8# -Qh1a8+ Qh1b1# Qh1b1+ Qh1b7# @@ -23769,8 +23661,6 @@ Qh6xh3 Qh6xh4 Qh6xh5 Qh6xh7 -Qh7b1# -Qh7b1+ Qh7b7# Qh7b7+ Qh7c2# @@ -23823,8 +23713,6 @@ Qh7xh3 Qh7xh4 Qh7xh5 Qh7xh6 -Qh8a1# -Qh8a1+ Qh8b2# Qh8b2+ Qh8b8# @@ -26684,8 +26572,6 @@ Qa1xg1# Qa1xg1+ Qa1xg7# Qa1xg7+ -Qa1xh8# -Qa1xh8+ Qa2xa3# Qa2xa3+ Qa2xa4# @@ -26926,8 +26812,6 @@ Qa8xg2# Qa8xg2+ Qa8xg8# Qa8xg8+ -Qa8xh1# -Qa8xh1+ Qb1xa2# Qb1xa2+ Qb1xb2# @@ -26964,8 +26848,6 @@ Qb1xg6# Qb1xg6+ Qb1xh7# Qb1xh7+ -Qb2xa1# -Qb2xa1+ Qb2xa3# Qb2xa3+ Qb2xb3# @@ -27000,8 +26882,6 @@ Qb2xg2# Qb2xg2+ Qb2xg7# Qb2xg7+ -Qb2xh8# -Qb2xh8+ Qb3xa2# Qb3xa2+ Qb3xa4# @@ -27152,8 +27032,6 @@ Qb6xg6# Qb6xg6+ Qb7xa6# Qb7xa6+ -Qb7xa8# -Qb7xa8+ Qb7xb2# Qb7xb2+ Qb7xb3# @@ -27186,8 +27064,6 @@ Qb7xg2# Qb7xg2+ Qb7xg7# Qb7xg7+ -Qb7xh1# -Qb7xh1+ Qb8xa7# Qb8xa7+ Qb8xb2# @@ -27296,8 +27172,6 @@ Qc2xg6# Qc2xg6+ Qc2xh7# Qc2xh7+ -Qc3xa1# -Qc3xa1+ Qc3xa5# Qc3xa5+ Qc3xb2# @@ -27336,8 +27210,6 @@ Qc3xg3# Qc3xg3+ Qc3xg7# Qc3xg7+ -Qc3xh8# -Qc3xh8+ Qc4xa2# Qc4xa2+ Qc4xa6# @@ -27424,8 +27296,6 @@ Qc5xg5# Qc5xg5+ Qc6xa4# Qc6xa4+ -Qc6xa8# -Qc6xa8+ Qc6xb5# Qc6xb5+ Qc6xb6# @@ -27462,8 +27332,6 @@ Qc6xg2# Qc6xg2+ Qc6xg6# Qc6xg6+ -Qc6xh1# -Qc6xh1+ Qc7xa5# Qc7xa5+ Qc7xb6# @@ -27646,8 +27514,6 @@ Qd3xg6# Qd3xg6+ Qd3xh7# Qd3xh7+ -Qd4xa1# -Qd4xa1+ Qd4xa7# Qd4xa7+ Qd4xb2# @@ -27690,12 +27556,8 @@ Qd4xg4# Qd4xg4+ Qd4xg7# Qd4xg7+ -Qd4xh8# -Qd4xh8+ Qd5xa2# Qd5xa2+ -Qd5xa8# -Qd5xa8+ Qd5xb3# Qd5xb3+ Qd5xb5# @@ -27736,8 +27598,6 @@ Qd5xg5# Qd5xg5+ Qd5xg8# Qd5xg8+ -Qd5xh1# -Qd5xh1+ Qd6xa3# Qd6xa3+ Qd6xb4# @@ -27958,8 +27818,6 @@ Qe3xg5# Qe3xg5+ Qe3xh6# Qe3xh6+ -Qe4xa8# -Qe4xa8+ Qe4xb1# Qe4xb1+ Qe4xb4# @@ -28000,12 +27858,8 @@ Qe4xg4# Qe4xg4+ Qe4xg6# Qe4xg6+ -Qe4xh1# -Qe4xh1+ Qe4xh7# Qe4xh7+ -Qe5xa1# -Qe5xa1+ Qe5xb2# Qe5xb2+ Qe5xb5# @@ -28048,8 +27902,6 @@ Qe5xg7# Qe5xg7+ Qe5xh2# Qe5xh2+ -Qe5xh8# -Qe5xh8+ Qe6xa2# Qe6xa2+ Qe6xb3# @@ -28232,8 +28084,6 @@ Qf2xg3# Qf2xg3+ Qf2xh4# Qf2xh4+ -Qf3xa8# -Qf3xa8+ Qf3xb3# Qf3xb3+ Qf3xb7# @@ -28270,8 +28120,6 @@ Qf3xg3# Qf3xg3+ Qf3xg4# Qf3xg4+ -Qf3xh1# -Qf3xh1+ Qf3xh5# Qf3xh5+ Qf4xb4# @@ -28358,8 +28206,6 @@ Qf5xh3# Qf5xh3+ Qf5xh7# Qf5xh7+ -Qf6xa1# -Qf6xa1+ Qf6xb2# Qf6xb2+ Qf6xb6# @@ -28398,8 +28244,6 @@ Qf6xg7# Qf6xg7+ Qf6xh4# Qf6xh4+ -Qf6xh8# -Qf6xh8+ Qf7xa2# Qf7xa2+ Qf7xb3# @@ -28508,8 +28352,6 @@ Qg1xg7# Qg1xg7+ Qg1xh2# Qg1xh2+ -Qg2xa8# -Qg2xa8+ Qg2xb2# Qg2xb2+ Qg2xb7# @@ -28542,8 +28384,6 @@ Qg2xg6# Qg2xg6+ Qg2xg7# Qg2xg7+ -Qg2xh1# -Qg2xh1+ Qg2xh3# Qg2xh3+ Qg3xb3# @@ -28694,8 +28534,6 @@ Qg6xh5# Qg6xh5+ Qg6xh7# Qg6xh7+ -Qg7xa1# -Qg7xa1+ Qg7xb2# Qg7xb2+ Qg7xb7# @@ -28730,8 +28568,6 @@ Qg7xg6# Qg7xg6+ Qg7xh6# Qg7xh6+ -Qg7xh8# -Qg7xh8+ Qg8xa2# Qg8xa2+ Qg8xb3# @@ -28768,8 +28604,6 @@ Qg8xg7# Qg8xg7+ Qg8xh7# Qg8xh7+ -Qh1xa8# -Qh1xa8+ Qh1xb1# Qh1xb1+ Qh1xb7# @@ -29010,8 +28844,6 @@ Qh7xh5# Qh7xh5+ Qh7xh6# Qh7xh6+ -Qh8xa1# -Qh8xa1+ Qh8xb2# Qh8xb2+ Qh8xb8# From 37a529c0f80a0d73b0e8cf23f58688d951a6e255 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 2 Nov 2025 07:49:29 -0500 Subject: [PATCH 38/46] Tweak output sorting --- src/san_strings/__init__.py | 13 +- src/san_strings/san_strings_with_symbols.txt | 29820 ++++++++--------- 2 files changed, 14921 insertions(+), 14912 deletions(-) diff --git a/src/san_strings/__init__.py b/src/san_strings/__init__.py index 8abc60e..6bbf2f1 100644 --- a/src/san_strings/__init__.py +++ b/src/san_strings/__init__.py @@ -196,8 +196,17 @@ def add_san(san_parts: SanParts) -> None: def main(): all_sans = gen_sans() - def sort_key(s): - return len(s), s + def sort_key(s: str) -> tuple: + def is_check(s): + return s.endswith('+') + + def is_mate(s): + return s.endswith('#') + + def is_plain(s): + return not is_check(s) and not is_mate(s) + + return is_mate(s), is_check(s), is_plain(s), len(s), s all_sans = sorted(all_sans, key=sort_key) diff --git a/src/san_strings/san_strings_with_symbols.txt b/src/san_strings/san_strings_with_symbols.txt index ba77c95..232ee00 100644 --- a/src/san_strings/san_strings_with_symbols.txt +++ b/src/san_strings/san_strings_with_symbols.txt @@ -367,102 +367,6 @@ Rh5 Rh6 Rh7 Rh8 -a2# -a2+ -a3# -a3+ -a4# -a4+ -a5# -a5+ -a6# -a6+ -a7# -a7+ -b2# -b2+ -b3# -b3+ -b4# -b4+ -b5# -b5+ -b6# -b6+ -b7# -b7+ -c2# -c2+ -c3# -c3+ -c4# -c4+ -c5# -c5+ -c6# -c6+ -c7# -c7+ -d2# -d2+ -d3# -d3+ -d4# -d4+ -d5# -d5+ -d6# -d6+ -d7# -d7+ -e2# -e2+ -e3# -e3+ -e4# -e4+ -e5# -e5+ -e6# -e6+ -e7# -e7+ -f2# -f2+ -f3# -f3+ -f4# -f4+ -f5# -f5+ -f6# -f6+ -f7# -f7+ -g2# -g2+ -g3# -g3+ -g4# -g4+ -g5# -g5+ -g6# -g6+ -g7# -g7+ -h2# -h2+ -h3# -h3+ -h4# -h4+ -h5# -h5+ -h6# -h6+ -h7# -h7+ B1a2 B1a3 B1a4 @@ -655,22 +559,6 @@ B8g7 B8h5 B8h6 B8h7 -Ba1# -Ba1+ -Ba2# -Ba2+ -Ba3# -Ba3+ -Ba4# -Ba4+ -Ba5# -Ba5+ -Ba6# -Ba6+ -Ba7# -Ba7+ -Ba8# -Ba8+ Bab1 Bab2 Bab3 @@ -713,22 +601,6 @@ Bag1 Bag2 Bag7 Bag8 -Bb1# -Bb1+ -Bb2# -Bb2+ -Bb3# -Bb3+ -Bb4# -Bb4+ -Bb5# -Bb5+ -Bb6# -Bb6+ -Bb7# -Bb7+ -Bb8# -Bb8+ Bba2 Bba3 Bba4 @@ -775,22 +647,6 @@ Bbg7 Bbg8 Bbh2 Bbh7 -Bc1# -Bc1+ -Bc2# -Bc2+ -Bc3# -Bc3+ -Bc4# -Bc4+ -Bc5# -Bc5+ -Bc6# -Bc6+ -Bc7# -Bc7+ -Bc8# -Bc8+ Bca2 Bca3 Bca4 @@ -841,22 +697,6 @@ Bch2 Bch3 Bch6 Bch7 -Bd1# -Bd1+ -Bd2# -Bd2+ -Bd3# -Bd3+ -Bd4# -Bd4+ -Bd5# -Bd5+ -Bd6# -Bd6+ -Bd7# -Bd7+ -Bd8# -Bd8+ Bda2 Bda3 Bda4 @@ -909,22 +749,6 @@ Bdh4 Bdh5 Bdh6 Bdh7 -Be1# -Be1+ -Be2# -Be2+ -Be3# -Be3+ -Be4# -Be4+ -Be5# -Be5+ -Be6# -Be6+ -Be7# -Be7+ -Be8# -Be8+ Bea2 Bea3 Bea4 @@ -977,22 +801,6 @@ Beh4 Beh5 Beh6 Beh7 -Bf1# -Bf1+ -Bf2# -Bf2+ -Bf3# -Bf3+ -Bf4# -Bf4+ -Bf5# -Bf5+ -Bf6# -Bf6+ -Bf7# -Bf7+ -Bf8# -Bf8+ Bfa2 Bfa3 Bfa6 @@ -1043,22 +851,6 @@ Bfh4 Bfh5 Bfh6 Bfh7 -Bg1# -Bg1+ -Bg2# -Bg2+ -Bg3# -Bg3+ -Bg4# -Bg4+ -Bg5# -Bg5+ -Bg6# -Bg6+ -Bg7# -Bg7+ -Bg8# -Bg8+ Bga2 Bga7 Bgb1 @@ -1105,22 +897,6 @@ Bgh4 Bgh5 Bgh6 Bgh7 -Bh1# -Bh1+ -Bh2# -Bh2+ -Bh3# -Bh3+ -Bh4# -Bh4+ -Bh5# -Bh5+ -Bh6# -Bh6+ -Bh7# -Bh7+ -Bh8# -Bh8+ Bhb1 Bhb2 Bhb7 @@ -1227,134 +1003,6 @@ Bxh5 Bxh6 Bxh7 Bxh8 -Ka1# -Ka1+ -Ka2# -Ka2+ -Ka3# -Ka3+ -Ka4# -Ka4+ -Ka5# -Ka5+ -Ka6# -Ka6+ -Ka7# -Ka7+ -Ka8# -Ka8+ -Kb1# -Kb1+ -Kb2# -Kb2+ -Kb3# -Kb3+ -Kb4# -Kb4+ -Kb5# -Kb5+ -Kb6# -Kb6+ -Kb7# -Kb7+ -Kb8# -Kb8+ -Kc1# -Kc1+ -Kc2# -Kc2+ -Kc3# -Kc3+ -Kc4# -Kc4+ -Kc5# -Kc5+ -Kc6# -Kc6+ -Kc7# -Kc7+ -Kc8# -Kc8+ -Kd1# -Kd1+ -Kd2# -Kd2+ -Kd3# -Kd3+ -Kd4# -Kd4+ -Kd5# -Kd5+ -Kd6# -Kd6+ -Kd7# -Kd7+ -Kd8# -Kd8+ -Ke1# -Ke1+ -Ke2# -Ke2+ -Ke3# -Ke3+ -Ke4# -Ke4+ -Ke5# -Ke5+ -Ke6# -Ke6+ -Ke7# -Ke7+ -Ke8# -Ke8+ -Kf1# -Kf1+ -Kf2# -Kf2+ -Kf3# -Kf3+ -Kf4# -Kf4+ -Kf5# -Kf5+ -Kf6# -Kf6+ -Kf7# -Kf7+ -Kf8# -Kf8+ -Kg1# -Kg1+ -Kg2# -Kg2+ -Kg3# -Kg3+ -Kg4# -Kg4+ -Kg5# -Kg5+ -Kg6# -Kg6+ -Kg7# -Kg7+ -Kg8# -Kg8+ -Kh1# -Kh1+ -Kh2# -Kh2+ -Kh3# -Kh3+ -Kh4# -Kh4+ -Kh5# -Kh5+ -Kh6# -Kh6+ -Kh7# -Kh7+ -Kh8# -Kh8+ Kxa1 Kxa2 Kxa3 @@ -1579,22 +1227,6 @@ N8g6 N8g7 N8h6 N8h7 -Na1# -Na1+ -Na2# -Na2+ -Na3# -Na3+ -Na4# -Na4+ -Na5# -Na5+ -Na6# -Na6+ -Na7# -Na7+ -Na8# -Na8+ Nab1 Nab2 Nab3 @@ -1611,22 +1243,6 @@ Nac5 Nac6 Nac7 Nac8 -Nb1# -Nb1+ -Nb2# -Nb2+ -Nb3# -Nb3+ -Nb4# -Nb4+ -Nb5# -Nb5+ -Nb6# -Nb6+ -Nb7# -Nb7+ -Nb8# -Nb8+ Nba1 Nba2 Nba3 @@ -1651,22 +1267,6 @@ Nbd5 Nbd6 Nbd7 Nbd8 -Nc1# -Nc1+ -Nc2# -Nc2+ -Nc3# -Nc3+ -Nc4# -Nc4+ -Nc5# -Nc5+ -Nc6# -Nc6+ -Nc7# -Nc7+ -Nc8# -Nc8+ Nca1 Nca2 Nca3 @@ -1699,22 +1299,6 @@ Nce5 Nce6 Nce7 Nce8 -Nd1# -Nd1+ -Nd2# -Nd2+ -Nd3# -Nd3+ -Nd4# -Nd4+ -Nd5# -Nd5+ -Nd6# -Nd6+ -Nd7# -Nd7+ -Nd8# -Nd8+ Ndb1 Ndb2 Ndb3 @@ -1747,22 +1331,6 @@ Ndf5 Ndf6 Ndf7 Ndf8 -Ne1# -Ne1+ -Ne2# -Ne2+ -Ne3# -Ne3+ -Ne4# -Ne4+ -Ne5# -Ne5+ -Ne6# -Ne6+ -Ne7# -Ne7+ -Ne8# -Ne8+ Nec1 Nec2 Nec3 @@ -1795,22 +1363,6 @@ Neg5 Neg6 Neg7 Neg8 -Nf1# -Nf1+ -Nf2# -Nf2+ -Nf3# -Nf3+ -Nf4# -Nf4+ -Nf5# -Nf5+ -Nf6# -Nf6+ -Nf7# -Nf7+ -Nf8# -Nf8+ Nfd1 Nfd2 Nfd3 @@ -1843,22 +1395,6 @@ Nfh5 Nfh6 Nfh7 Nfh8 -Ng1# -Ng1+ -Ng2# -Ng2+ -Ng3# -Ng3+ -Ng4# -Ng4+ -Ng5# -Ng5+ -Ng6# -Ng6+ -Ng7# -Ng7+ -Ng8# -Ng8+ Nge1 Nge2 Nge3 @@ -1883,22 +1419,6 @@ Ngh5 Ngh6 Ngh7 Ngh8 -Nh1# -Nh1+ -Nh2# -Nh2+ -Nh3# -Nh3+ -Nh4# -Nh4+ -Nh5# -Nh5+ -Nh6# -Nh6+ -Nh7# -Nh7+ -Nh8# -Nh8+ Nhf1 Nhf2 Nhf3 @@ -1979,8 +1499,6 @@ Nxh5 Nxh6 Nxh7 Nxh8 -O-O# -O-O+ Q1a1 Q1a2 Q1a3 @@ -2469,22 +1987,6 @@ Q8h5 Q8h6 Q8h7 Q8h8 -Qa1# -Qa1+ -Qa2# -Qa2+ -Qa3# -Qa3+ -Qa4# -Qa4+ -Qa5# -Qa5+ -Qa6# -Qa6+ -Qa7# -Qa7+ -Qa8# -Qa8+ Qaa1 Qaa2 Qaa3 @@ -2549,22 +2051,6 @@ Qah5 Qah6 Qah7 Qah8 -Qb1# -Qb1+ -Qb2# -Qb2+ -Qb3# -Qb3+ -Qb4# -Qb4+ -Qb5# -Qb5+ -Qb6# -Qb6+ -Qb7# -Qb7+ -Qb8# -Qb8+ Qba1 Qba2 Qba3 @@ -2629,22 +2115,6 @@ Qbh5 Qbh6 Qbh7 Qbh8 -Qc1# -Qc1+ -Qc2# -Qc2+ -Qc3# -Qc3+ -Qc4# -Qc4+ -Qc5# -Qc5+ -Qc6# -Qc6+ -Qc7# -Qc7+ -Qc8# -Qc8+ Qca1 Qca2 Qca3 @@ -2709,22 +2179,6 @@ Qch5 Qch6 Qch7 Qch8 -Qd1# -Qd1+ -Qd2# -Qd2+ -Qd3# -Qd3+ -Qd4# -Qd4+ -Qd5# -Qd5+ -Qd6# -Qd6+ -Qd7# -Qd7+ -Qd8# -Qd8+ Qda1 Qda2 Qda3 @@ -2789,22 +2243,6 @@ Qdh5 Qdh6 Qdh7 Qdh8 -Qe1# -Qe1+ -Qe2# -Qe2+ -Qe3# -Qe3+ -Qe4# -Qe4+ -Qe5# -Qe5+ -Qe6# -Qe6+ -Qe7# -Qe7+ -Qe8# -Qe8+ Qea1 Qea2 Qea3 @@ -2869,22 +2307,6 @@ Qeh5 Qeh6 Qeh7 Qeh8 -Qf1# -Qf1+ -Qf2# -Qf2+ -Qf3# -Qf3+ -Qf4# -Qf4+ -Qf5# -Qf5+ -Qf6# -Qf6+ -Qf7# -Qf7+ -Qf8# -Qf8+ Qfa1 Qfa2 Qfa3 @@ -2949,22 +2371,6 @@ Qfh5 Qfh6 Qfh7 Qfh8 -Qg1# -Qg1+ -Qg2# -Qg2+ -Qg3# -Qg3+ -Qg4# -Qg4+ -Qg5# -Qg5+ -Qg6# -Qg6+ -Qg7# -Qg7+ -Qg8# -Qg8+ Qga1 Qga2 Qga3 @@ -3029,22 +2435,6 @@ Qgh5 Qgh6 Qgh7 Qgh8 -Qh1# -Qh1+ -Qh2# -Qh2+ -Qh3# -Qh3+ -Qh4# -Qh4+ -Qh5# -Qh5+ -Qh6# -Qh6+ -Qh7# -Qh7+ -Qh8# -Qh8+ Qha1 Qha2 Qha3 @@ -3509,22 +2899,6 @@ R8h4 R8h5 R8h6 R8h7 -Ra1# -Ra1+ -Ra2# -Ra2+ -Ra3# -Ra3+ -Ra4# -Ra4+ -Ra5# -Ra5+ -Ra6# -Ra6+ -Ra7# -Ra7+ -Ra8# -Ra8+ Raa1 Raa2 Raa3 @@ -3589,22 +2963,6 @@ Rah5 Rah6 Rah7 Rah8 -Rb1# -Rb1+ -Rb2# -Rb2+ -Rb3# -Rb3+ -Rb4# -Rb4+ -Rb5# -Rb5+ -Rb6# -Rb6+ -Rb7# -Rb7+ -Rb8# -Rb8+ Rba1 Rba2 Rba3 @@ -3669,22 +3027,6 @@ Rbh5 Rbh6 Rbh7 Rbh8 -Rc1# -Rc1+ -Rc2# -Rc2+ -Rc3# -Rc3+ -Rc4# -Rc4+ -Rc5# -Rc5+ -Rc6# -Rc6+ -Rc7# -Rc7+ -Rc8# -Rc8+ Rca1 Rca2 Rca3 @@ -3749,22 +3091,6 @@ Rch5 Rch6 Rch7 Rch8 -Rd1# -Rd1+ -Rd2# -Rd2+ -Rd3# -Rd3+ -Rd4# -Rd4+ -Rd5# -Rd5+ -Rd6# -Rd6+ -Rd7# -Rd7+ -Rd8# -Rd8+ Rda1 Rda2 Rda3 @@ -3829,22 +3155,6 @@ Rdh5 Rdh6 Rdh7 Rdh8 -Re1# -Re1+ -Re2# -Re2+ -Re3# -Re3+ -Re4# -Re4+ -Re5# -Re5+ -Re6# -Re6+ -Re7# -Re7+ -Re8# -Re8+ Rea1 Rea2 Rea3 @@ -3909,22 +3219,6 @@ Reh5 Reh6 Reh7 Reh8 -Rf1# -Rf1+ -Rf2# -Rf2+ -Rf3# -Rf3+ -Rf4# -Rf4+ -Rf5# -Rf5+ -Rf6# -Rf6+ -Rf7# -Rf7+ -Rf8# -Rf8+ Rfa1 Rfa2 Rfa3 @@ -3989,22 +3283,6 @@ Rfh5 Rfh6 Rfh7 Rfh8 -Rg1# -Rg1+ -Rg2# -Rg2+ -Rg3# -Rg3+ -Rg4# -Rg4+ -Rg5# -Rg5+ -Rg6# -Rg6+ -Rg7# -Rg7+ -Rg8# -Rg8+ Rga1 Rga2 Rga3 @@ -4069,22 +3347,6 @@ Rgh5 Rgh6 Rgh7 Rgh8 -Rh1# -Rh1+ -Rh2# -Rh2+ -Rh3# -Rh3+ -Rh4# -Rh4+ -Rh5# -Rh5+ -Rh6# -Rh6+ -Rh7# -Rh7+ -Rh8# -Rh8+ Rha1 Rha2 Rha3 @@ -4361,54 +3623,6 @@ hxg4 hxg5 hxg6 hxg7 -B1a2# -B1a2+ -B1a3# -B1a3+ -B1a4# -B1a4+ -B1b2# -B1b2+ -B1b3# -B1b3+ -B1b4# -B1b4+ -B1c2# -B1c2+ -B1c3# -B1c3+ -B1c4# -B1c4+ -B1d2# -B1d2+ -B1d3# -B1d3+ -B1d4# -B1d4+ -B1e2# -B1e2+ -B1e3# -B1e3+ -B1e4# -B1e4+ -B1f2# -B1f2+ -B1f3# -B1f3+ -B1f4# -B1f4+ -B1g2# -B1g2+ -B1g3# -B1g3+ -B1g4# -B1g4+ -B1h2# -B1h2+ -B1h3# -B1h3+ -B1h4# -B1h4+ B1xa2 B1xa3 B1xa4 @@ -4433,54 +3647,6 @@ B1xg4 B1xh2 B1xh3 B1xh4 -B2a3# -B2a3+ -B2a4# -B2a4+ -B2a5# -B2a5+ -B2b3# -B2b3+ -B2b4# -B2b4+ -B2b5# -B2b5+ -B2c3# -B2c3+ -B2c4# -B2c4+ -B2c5# -B2c5+ -B2d3# -B2d3+ -B2d4# -B2d4+ -B2d5# -B2d5+ -B2e3# -B2e3+ -B2e4# -B2e4+ -B2e5# -B2e5+ -B2f3# -B2f3+ -B2f4# -B2f4+ -B2f5# -B2f5+ -B2g3# -B2g3+ -B2g4# -B2g4+ -B2g5# -B2g5+ -B2h3# -B2h3+ -B2h4# -B2h4+ -B2h5# -B2h5+ B2xa3 B2xa4 B2xa5 @@ -4505,54 +3671,6 @@ B2xg5 B2xh3 B2xh4 B2xh5 -B3a2# -B3a2+ -B3a4# -B3a4+ -B3a5# -B3a5+ -B3b2# -B3b2+ -B3b4# -B3b4+ -B3b5# -B3b5+ -B3c2# -B3c2+ -B3c4# -B3c4+ -B3c5# -B3c5+ -B3d2# -B3d2+ -B3d4# -B3d4+ -B3d5# -B3d5+ -B3e2# -B3e2+ -B3e4# -B3e4+ -B3e5# -B3e5+ -B3f2# -B3f2+ -B3f4# -B3f4+ -B3f5# -B3f5+ -B3g2# -B3g2+ -B3g4# -B3g4+ -B3g5# -B3g5+ -B3h2# -B3h2+ -B3h4# -B3h4+ -B3h5# -B3h5+ B3xa2 B3xa4 B3xa5 @@ -4577,54 +3695,6 @@ B3xg5 B3xh2 B3xh4 B3xh5 -B4a3# -B4a3+ -B4a5# -B4a5+ -B4a6# -B4a6+ -B4b3# -B4b3+ -B4b5# -B4b5+ -B4b6# -B4b6+ -B4c3# -B4c3+ -B4c5# -B4c5+ -B4c6# -B4c6+ -B4d3# -B4d3+ -B4d5# -B4d5+ -B4d6# -B4d6+ -B4e3# -B4e3+ -B4e5# -B4e5+ -B4e6# -B4e6+ -B4f3# -B4f3+ -B4f5# -B4f5+ -B4f6# -B4f6+ -B4g3# -B4g3+ -B4g5# -B4g5+ -B4g6# -B4g6+ -B4h3# -B4h3+ -B4h5# -B4h5+ -B4h6# -B4h6+ B4xa3 B4xa5 B4xa6 @@ -4649,54 +3719,6 @@ B4xg6 B4xh3 B4xh5 B4xh6 -B5a3# -B5a3+ -B5a4# -B5a4+ -B5a6# -B5a6+ -B5b3# -B5b3+ -B5b4# -B5b4+ -B5b6# -B5b6+ -B5c3# -B5c3+ -B5c4# -B5c4+ -B5c6# -B5c6+ -B5d3# -B5d3+ -B5d4# -B5d4+ -B5d6# -B5d6+ -B5e3# -B5e3+ -B5e4# -B5e4+ -B5e6# -B5e6+ -B5f3# -B5f3+ -B5f4# -B5f4+ -B5f6# -B5f6+ -B5g3# -B5g3+ -B5g4# -B5g4+ -B5g6# -B5g6+ -B5h3# -B5h3+ -B5h4# -B5h4+ -B5h6# -B5h6+ B5xa3 B5xa4 B5xa6 @@ -4721,54 +3743,6 @@ B5xg6 B5xh3 B5xh4 B5xh6 -B6a4# -B6a4+ -B6a5# -B6a5+ -B6a7# -B6a7+ -B6b4# -B6b4+ -B6b5# -B6b5+ -B6b7# -B6b7+ -B6c4# -B6c4+ -B6c5# -B6c5+ -B6c7# -B6c7+ -B6d4# -B6d4+ -B6d5# -B6d5+ -B6d7# -B6d7+ -B6e4# -B6e4+ -B6e5# -B6e5+ -B6e7# -B6e7+ -B6f4# -B6f4+ -B6f5# -B6f5+ -B6f7# -B6f7+ -B6g4# -B6g4+ -B6g5# -B6g5+ -B6g7# -B6g7+ -B6h4# -B6h4+ -B6h5# -B6h5+ -B6h7# -B6h7+ B6xa4 B6xa5 B6xa7 @@ -4793,54 +3767,6 @@ B6xg7 B6xh4 B6xh5 B6xh7 -B7a4# -B7a4+ -B7a5# -B7a5+ -B7a6# -B7a6+ -B7b4# -B7b4+ -B7b5# -B7b5+ -B7b6# -B7b6+ -B7c4# -B7c4+ -B7c5# -B7c5+ -B7c6# -B7c6+ -B7d4# -B7d4+ -B7d5# -B7d5+ -B7d6# -B7d6+ -B7e4# -B7e4+ -B7e5# -B7e5+ -B7e6# -B7e6+ -B7f4# -B7f4+ -B7f5# -B7f5+ -B7f6# -B7f6+ -B7g4# -B7g4+ -B7g5# -B7g5+ -B7g6# -B7g6+ -B7h4# -B7h4+ -B7h5# -B7h5+ -B7h6# -B7h6+ B7xa4 B7xa5 B7xa6 @@ -4865,54 +3791,6 @@ B7xg6 B7xh4 B7xh5 B7xh6 -B8a5# -B8a5+ -B8a6# -B8a6+ -B8a7# -B8a7+ -B8b5# -B8b5+ -B8b6# -B8b6+ -B8b7# -B8b7+ -B8c5# -B8c5+ -B8c6# -B8c6+ -B8c7# -B8c7+ -B8d5# -B8d5+ -B8d6# -B8d6+ -B8d7# -B8d7+ -B8e5# -B8e5+ -B8e6# -B8e6+ -B8e7# -B8e7+ -B8f5# -B8f5+ -B8f6# -B8f6+ -B8f7# -B8f7+ -B8g5# -B8g5+ -B8g6# -B8g6+ -B8g7# -B8g7+ -B8h5# -B8h5+ -B8h6# -B8h6+ -B8h7# -B8h7+ B8xa5 B8xa6 B8xa7 @@ -4961,90 +3839,6 @@ Ba7d4 Ba8b7 Ba8c6 Ba8d5 -Bab1# -Bab1+ -Bab2# -Bab2+ -Bab3# -Bab3+ -Bab4# -Bab4+ -Bab5# -Bab5+ -Bab6# -Bab6+ -Bab7# -Bab7+ -Bab8# -Bab8+ -Bac1# -Bac1+ -Bac2# -Bac2+ -Bac3# -Bac3+ -Bac4# -Bac4+ -Bac5# -Bac5+ -Bac6# -Bac6+ -Bac7# -Bac7+ -Bac8# -Bac8+ -Bad1# -Bad1+ -Bad2# -Bad2+ -Bad3# -Bad3+ -Bad4# -Bad4+ -Bad5# -Bad5+ -Bad6# -Bad6+ -Bad7# -Bad7+ -Bad8# -Bad8+ -Bae1# -Bae1+ -Bae2# -Bae2+ -Bae3# -Bae3+ -Bae4# -Bae4+ -Bae5# -Bae5+ -Bae6# -Bae6+ -Bae7# -Bae7+ -Bae8# -Bae8+ -Baf1# -Baf1+ -Baf2# -Baf2+ -Baf3# -Baf3+ -Baf6# -Baf6+ -Baf7# -Baf7+ -Baf8# -Baf8+ -Bag1# -Bag1+ -Bag2# -Bag2+ -Bag7# -Bag7+ -Bag8# -Bag8+ Baxb1 Baxb2 Baxb3 @@ -5111,98 +3905,6 @@ Bb7e4 Bb8c7 Bb8d6 Bb8e5 -Bba2# -Bba2+ -Bba3# -Bba3+ -Bba4# -Bba4+ -Bba5# -Bba5+ -Bba6# -Bba6+ -Bba7# -Bba7+ -Bbc1# -Bbc1+ -Bbc2# -Bbc2+ -Bbc3# -Bbc3+ -Bbc4# -Bbc4+ -Bbc5# -Bbc5+ -Bbc6# -Bbc6+ -Bbc7# -Bbc7+ -Bbc8# -Bbc8+ -Bbd1# -Bbd1+ -Bbd2# -Bbd2+ -Bbd3# -Bbd3+ -Bbd4# -Bbd4+ -Bbd5# -Bbd5+ -Bbd6# -Bbd6+ -Bbd7# -Bbd7+ -Bbd8# -Bbd8+ -Bbe1# -Bbe1+ -Bbe2# -Bbe2+ -Bbe3# -Bbe3+ -Bbe4# -Bbe4+ -Bbe5# -Bbe5+ -Bbe6# -Bbe6+ -Bbe7# -Bbe7+ -Bbe8# -Bbe8+ -Bbf1# -Bbf1+ -Bbf2# -Bbf2+ -Bbf3# -Bbf3+ -Bbf4# -Bbf4+ -Bbf5# -Bbf5+ -Bbf6# -Bbf6+ -Bbf7# -Bbf7+ -Bbf8# -Bbf8+ -Bbg1# -Bbg1+ -Bbg2# -Bbg2+ -Bbg3# -Bbg3+ -Bbg6# -Bbg6+ -Bbg7# -Bbg7+ -Bbg8# -Bbg8+ -Bbh2# -Bbh2+ -Bbh7# -Bbh7+ Bbxa2 Bbxa3 Bbxa4 @@ -5281,106 +3983,6 @@ Bc7e5 Bc8b7 Bc8d7 Bc8e6 -Bca2# -Bca2+ -Bca3# -Bca3+ -Bca4# -Bca4+ -Bca5# -Bca5+ -Bca6# -Bca6+ -Bca7# -Bca7+ -Bcb1# -Bcb1+ -Bcb2# -Bcb2+ -Bcb3# -Bcb3+ -Bcb4# -Bcb4+ -Bcb5# -Bcb5+ -Bcb6# -Bcb6+ -Bcb7# -Bcb7+ -Bcb8# -Bcb8+ -Bcd1# -Bcd1+ -Bcd2# -Bcd2+ -Bcd3# -Bcd3+ -Bcd4# -Bcd4+ -Bcd5# -Bcd5+ -Bcd6# -Bcd6+ -Bcd7# -Bcd7+ -Bcd8# -Bcd8+ -Bce1# -Bce1+ -Bce2# -Bce2+ -Bce3# -Bce3+ -Bce4# -Bce4+ -Bce5# -Bce5+ -Bce6# -Bce6+ -Bce7# -Bce7+ -Bce8# -Bce8+ -Bcf1# -Bcf1+ -Bcf2# -Bcf2+ -Bcf3# -Bcf3+ -Bcf4# -Bcf4+ -Bcf5# -Bcf5+ -Bcf6# -Bcf6+ -Bcf7# -Bcf7+ -Bcf8# -Bcf8+ -Bcg1# -Bcg1+ -Bcg2# -Bcg2+ -Bcg3# -Bcg3+ -Bcg4# -Bcg4+ -Bcg5# -Bcg5+ -Bcg6# -Bcg6+ -Bcg7# -Bcg7+ -Bcg8# -Bcg8+ -Bch2# -Bch2+ -Bch3# -Bch3+ -Bch6# -Bch6+ -Bch7# -Bch7+ Bcxa2 Bcxa3 Bcxa4 @@ -5463,110 +4065,6 @@ Bd7f5 Bd8c7 Bd8e7 Bd8f6 -Bda2# -Bda2+ -Bda3# -Bda3+ -Bda4# -Bda4+ -Bda5# -Bda5+ -Bda6# -Bda6+ -Bda7# -Bda7+ -Bdb1# -Bdb1+ -Bdb2# -Bdb2+ -Bdb3# -Bdb3+ -Bdb4# -Bdb4+ -Bdb5# -Bdb5+ -Bdb6# -Bdb6+ -Bdb7# -Bdb7+ -Bdb8# -Bdb8+ -Bdc1# -Bdc1+ -Bdc2# -Bdc2+ -Bdc3# -Bdc3+ -Bdc4# -Bdc4+ -Bdc5# -Bdc5+ -Bdc6# -Bdc6+ -Bdc7# -Bdc7+ -Bdc8# -Bdc8+ -Bde1# -Bde1+ -Bde2# -Bde2+ -Bde3# -Bde3+ -Bde4# -Bde4+ -Bde5# -Bde5+ -Bde6# -Bde6+ -Bde7# -Bde7+ -Bde8# -Bde8+ -Bdf1# -Bdf1+ -Bdf2# -Bdf2+ -Bdf3# -Bdf3+ -Bdf4# -Bdf4+ -Bdf5# -Bdf5+ -Bdf6# -Bdf6+ -Bdf7# -Bdf7+ -Bdf8# -Bdf8+ -Bdg1# -Bdg1+ -Bdg2# -Bdg2+ -Bdg3# -Bdg3+ -Bdg4# -Bdg4+ -Bdg5# -Bdg5+ -Bdg6# -Bdg6+ -Bdg7# -Bdg7+ -Bdg8# -Bdg8+ -Bdh2# -Bdh2+ -Bdh3# -Bdh3+ -Bdh4# -Bdh4+ -Bdh5# -Bdh5+ -Bdh6# -Bdh6+ -Bdh7# -Bdh7+ Bdxa2 Bdxa3 Bdxa4 @@ -5651,110 +4149,6 @@ Be7f6 Be8c6 Be8d7 Be8f7 -Bea2# -Bea2+ -Bea3# -Bea3+ -Bea4# -Bea4+ -Bea5# -Bea5+ -Bea6# -Bea6+ -Bea7# -Bea7+ -Beb1# -Beb1+ -Beb2# -Beb2+ -Beb3# -Beb3+ -Beb4# -Beb4+ -Beb5# -Beb5+ -Beb6# -Beb6+ -Beb7# -Beb7+ -Beb8# -Beb8+ -Bec1# -Bec1+ -Bec2# -Bec2+ -Bec3# -Bec3+ -Bec4# -Bec4+ -Bec5# -Bec5+ -Bec6# -Bec6+ -Bec7# -Bec7+ -Bec8# -Bec8+ -Bed1# -Bed1+ -Bed2# -Bed2+ -Bed3# -Bed3+ -Bed4# -Bed4+ -Bed5# -Bed5+ -Bed6# -Bed6+ -Bed7# -Bed7+ -Bed8# -Bed8+ -Bef1# -Bef1+ -Bef2# -Bef2+ -Bef3# -Bef3+ -Bef4# -Bef4+ -Bef5# -Bef5+ -Bef6# -Bef6+ -Bef7# -Bef7+ -Bef8# -Bef8+ -Beg1# -Beg1+ -Beg2# -Beg2+ -Beg3# -Beg3+ -Beg4# -Beg4+ -Beg5# -Beg5+ -Beg6# -Beg6+ -Beg7# -Beg7+ -Beg8# -Beg8+ -Beh2# -Beh2+ -Beh3# -Beh3+ -Beh4# -Beh4+ -Beh5# -Beh5+ -Beh6# -Beh6+ -Beh7# -Beh7+ Bexa2 Bexa3 Bexa4 @@ -5839,106 +4233,6 @@ Bf7g6 Bf8d6 Bf8e7 Bf8g7 -Bfa2# -Bfa2+ -Bfa3# -Bfa3+ -Bfa6# -Bfa6+ -Bfa7# -Bfa7+ -Bfb1# -Bfb1+ -Bfb2# -Bfb2+ -Bfb3# -Bfb3+ -Bfb4# -Bfb4+ -Bfb5# -Bfb5+ -Bfb6# -Bfb6+ -Bfb7# -Bfb7+ -Bfb8# -Bfb8+ -Bfc1# -Bfc1+ -Bfc2# -Bfc2+ -Bfc3# -Bfc3+ -Bfc4# -Bfc4+ -Bfc5# -Bfc5+ -Bfc6# -Bfc6+ -Bfc7# -Bfc7+ -Bfc8# -Bfc8+ -Bfd1# -Bfd1+ -Bfd2# -Bfd2+ -Bfd3# -Bfd3+ -Bfd4# -Bfd4+ -Bfd5# -Bfd5+ -Bfd6# -Bfd6+ -Bfd7# -Bfd7+ -Bfd8# -Bfd8+ -Bfe1# -Bfe1+ -Bfe2# -Bfe2+ -Bfe3# -Bfe3+ -Bfe4# -Bfe4+ -Bfe5# -Bfe5+ -Bfe6# -Bfe6+ -Bfe7# -Bfe7+ -Bfe8# -Bfe8+ -Bfg1# -Bfg1+ -Bfg2# -Bfg2+ -Bfg3# -Bfg3+ -Bfg4# -Bfg4+ -Bfg5# -Bfg5+ -Bfg6# -Bfg6+ -Bfg7# -Bfg7+ -Bfg8# -Bfg8+ -Bfh2# -Bfh2+ -Bfh3# -Bfh3+ -Bfh4# -Bfh4+ -Bfh5# -Bfh5+ -Bfh6# -Bfh6+ -Bfh7# -Bfh7+ Bfxa2 Bfxa3 Bfxa6 @@ -6013,98 +4307,6 @@ Bg7f6 Bg8d5 Bg8e6 Bg8f7 -Bga2# -Bga2+ -Bga7# -Bga7+ -Bgb1# -Bgb1+ -Bgb2# -Bgb2+ -Bgb3# -Bgb3+ -Bgb6# -Bgb6+ -Bgb7# -Bgb7+ -Bgb8# -Bgb8+ -Bgc1# -Bgc1+ -Bgc2# -Bgc2+ -Bgc3# -Bgc3+ -Bgc4# -Bgc4+ -Bgc5# -Bgc5+ -Bgc6# -Bgc6+ -Bgc7# -Bgc7+ -Bgc8# -Bgc8+ -Bgd1# -Bgd1+ -Bgd2# -Bgd2+ -Bgd3# -Bgd3+ -Bgd4# -Bgd4+ -Bgd5# -Bgd5+ -Bgd6# -Bgd6+ -Bgd7# -Bgd7+ -Bgd8# -Bgd8+ -Bge1# -Bge1+ -Bge2# -Bge2+ -Bge3# -Bge3+ -Bge4# -Bge4+ -Bge5# -Bge5+ -Bge6# -Bge6+ -Bge7# -Bge7+ -Bge8# -Bge8+ -Bgf1# -Bgf1+ -Bgf2# -Bgf2+ -Bgf3# -Bgf3+ -Bgf4# -Bgf4+ -Bgf5# -Bgf5+ -Bgf6# -Bgf6+ -Bgf7# -Bgf7+ -Bgf8# -Bgf8+ -Bgh2# -Bgh2+ -Bgh3# -Bgh3+ -Bgh4# -Bgh4+ -Bgh5# -Bgh5+ -Bgh6# -Bgh6+ -Bgh7# -Bgh7+ Bgxa2 Bgxa7 Bgxb1 @@ -6175,90 +4377,6 @@ Bh7g6 Bh8e5 Bh8f6 Bh8g7 -Bhb1# -Bhb1+ -Bhb2# -Bhb2+ -Bhb7# -Bhb7+ -Bhb8# -Bhb8+ -Bhc1# -Bhc1+ -Bhc2# -Bhc2+ -Bhc3# -Bhc3+ -Bhc6# -Bhc6+ -Bhc7# -Bhc7+ -Bhc8# -Bhc8+ -Bhd1# -Bhd1+ -Bhd2# -Bhd2+ -Bhd3# -Bhd3+ -Bhd4# -Bhd4+ -Bhd5# -Bhd5+ -Bhd6# -Bhd6+ -Bhd7# -Bhd7+ -Bhd8# -Bhd8+ -Bhe1# -Bhe1+ -Bhe2# -Bhe2+ -Bhe3# -Bhe3+ -Bhe4# -Bhe4+ -Bhe5# -Bhe5+ -Bhe6# -Bhe6+ -Bhe7# -Bhe7+ -Bhe8# -Bhe8+ -Bhf1# -Bhf1+ -Bhf2# -Bhf2+ -Bhf3# -Bhf3+ -Bhf4# -Bhf4+ -Bhf5# -Bhf5+ -Bhf6# -Bhf6+ -Bhf7# -Bhf7+ -Bhf8# -Bhf8+ -Bhg1# -Bhg1+ -Bhg2# -Bhg2+ -Bhg3# -Bhg3+ -Bhg4# -Bhg4+ -Bhg5# -Bhg5+ -Bhg6# -Bhg6+ -Bhg7# -Bhg7+ -Bhg8# -Bhg8+ Bhxb1 Bhxb2 Bhxb7 @@ -6301,294 +4419,6 @@ Bhxg5 Bhxg6 Bhxg7 Bhxg8 -Bxa1# -Bxa1+ -Bxa2# -Bxa2+ -Bxa3# -Bxa3+ -Bxa4# -Bxa4+ -Bxa5# -Bxa5+ -Bxa6# -Bxa6+ -Bxa7# -Bxa7+ -Bxa8# -Bxa8+ -Bxb1# -Bxb1+ -Bxb2# -Bxb2+ -Bxb3# -Bxb3+ -Bxb4# -Bxb4+ -Bxb5# -Bxb5+ -Bxb6# -Bxb6+ -Bxb7# -Bxb7+ -Bxb8# -Bxb8+ -Bxc1# -Bxc1+ -Bxc2# -Bxc2+ -Bxc3# -Bxc3+ -Bxc4# -Bxc4+ -Bxc5# -Bxc5+ -Bxc6# -Bxc6+ -Bxc7# -Bxc7+ -Bxc8# -Bxc8+ -Bxd1# -Bxd1+ -Bxd2# -Bxd2+ -Bxd3# -Bxd3+ -Bxd4# -Bxd4+ -Bxd5# -Bxd5+ -Bxd6# -Bxd6+ -Bxd7# -Bxd7+ -Bxd8# -Bxd8+ -Bxe1# -Bxe1+ -Bxe2# -Bxe2+ -Bxe3# -Bxe3+ -Bxe4# -Bxe4+ -Bxe5# -Bxe5+ -Bxe6# -Bxe6+ -Bxe7# -Bxe7+ -Bxe8# -Bxe8+ -Bxf1# -Bxf1+ -Bxf2# -Bxf2+ -Bxf3# -Bxf3+ -Bxf4# -Bxf4+ -Bxf5# -Bxf5+ -Bxf6# -Bxf6+ -Bxf7# -Bxf7+ -Bxf8# -Bxf8+ -Bxg1# -Bxg1+ -Bxg2# -Bxg2+ -Bxg3# -Bxg3+ -Bxg4# -Bxg4+ -Bxg5# -Bxg5+ -Bxg6# -Bxg6+ -Bxg7# -Bxg7+ -Bxg8# -Bxg8+ -Bxh1# -Bxh1+ -Bxh2# -Bxh2+ -Bxh3# -Bxh3+ -Bxh4# -Bxh4+ -Bxh5# -Bxh5+ -Bxh6# -Bxh6+ -Bxh7# -Bxh7+ -Bxh8# -Bxh8+ -Kxa1# -Kxa1+ -Kxa2# -Kxa2+ -Kxa3# -Kxa3+ -Kxa4# -Kxa4+ -Kxa5# -Kxa5+ -Kxa6# -Kxa6+ -Kxa7# -Kxa7+ -Kxa8# -Kxa8+ -Kxb1# -Kxb1+ -Kxb2# -Kxb2+ -Kxb3# -Kxb3+ -Kxb4# -Kxb4+ -Kxb5# -Kxb5+ -Kxb6# -Kxb6+ -Kxb7# -Kxb7+ -Kxb8# -Kxb8+ -Kxc1# -Kxc1+ -Kxc2# -Kxc2+ -Kxc3# -Kxc3+ -Kxc4# -Kxc4+ -Kxc5# -Kxc5+ -Kxc6# -Kxc6+ -Kxc7# -Kxc7+ -Kxc8# -Kxc8+ -Kxd1# -Kxd1+ -Kxd2# -Kxd2+ -Kxd3# -Kxd3+ -Kxd4# -Kxd4+ -Kxd5# -Kxd5+ -Kxd6# -Kxd6+ -Kxd7# -Kxd7+ -Kxd8# -Kxd8+ -Kxe1# -Kxe1+ -Kxe2# -Kxe2+ -Kxe3# -Kxe3+ -Kxe4# -Kxe4+ -Kxe5# -Kxe5+ -Kxe6# -Kxe6+ -Kxe7# -Kxe7+ -Kxe8# -Kxe8+ -Kxf1# -Kxf1+ -Kxf2# -Kxf2+ -Kxf3# -Kxf3+ -Kxf4# -Kxf4+ -Kxf5# -Kxf5+ -Kxf6# -Kxf6+ -Kxf7# -Kxf7+ -Kxf8# -Kxf8+ -Kxg1# -Kxg1+ -Kxg2# -Kxg2+ -Kxg3# -Kxg3+ -Kxg4# -Kxg4+ -Kxg5# -Kxg5+ -Kxg6# -Kxg6+ -Kxg7# -Kxg7+ -Kxg8# -Kxg8+ -Kxh1# -Kxh1+ -Kxh2# -Kxh2+ -Kxh3# -Kxh3+ -Kxh4# -Kxh4+ -Kxh5# -Kxh5+ -Kxh6# -Kxh6+ -Kxh7# -Kxh7+ -Kxh8# -Kxh8+ -N1a2# -N1a2+ -N1a3# -N1a3+ -N1b2# -N1b2+ -N1b3# -N1b3+ -N1c2# -N1c2+ -N1c3# -N1c3+ -N1d2# -N1d2+ -N1d3# -N1d3+ -N1e2# -N1e2+ -N1e3# -N1e3+ -N1f2# -N1f2+ -N1f3# -N1f3+ -N1g2# -N1g2+ -N1g3# -N1g3+ -N1h2# -N1h2+ -N1h3# -N1h3+ N1xa2 N1xa3 N1xb2 @@ -6605,38 +4435,6 @@ N1xg2 N1xg3 N1xh2 N1xh3 -N2a3# -N2a3+ -N2a4# -N2a4+ -N2b3# -N2b3+ -N2b4# -N2b4+ -N2c3# -N2c3+ -N2c4# -N2c4+ -N2d3# -N2d3+ -N2d4# -N2d4+ -N2e3# -N2e3+ -N2e4# -N2e4+ -N2f3# -N2f3+ -N2f4# -N2f4+ -N2g3# -N2g3+ -N2g4# -N2g4+ -N2h3# -N2h3+ -N2h4# -N2h4+ N2xa3 N2xa4 N2xb3 @@ -6653,54 +4451,6 @@ N2xg3 N2xg4 N2xh3 N2xh4 -N3a2# -N3a2+ -N3a4# -N3a4+ -N3a5# -N3a5+ -N3b2# -N3b2+ -N3b4# -N3b4+ -N3b5# -N3b5+ -N3c2# -N3c2+ -N3c4# -N3c4+ -N3c5# -N3c5+ -N3d2# -N3d2+ -N3d4# -N3d4+ -N3d5# -N3d5+ -N3e2# -N3e2+ -N3e4# -N3e4+ -N3e5# -N3e5+ -N3f2# -N3f2+ -N3f4# -N3f4+ -N3f5# -N3f5+ -N3g2# -N3g2+ -N3g4# -N3g4+ -N3g5# -N3g5+ -N3h2# -N3h2+ -N3h4# -N3h4+ -N3h5# -N3h5+ N3xa2 N3xa4 N3xa5 @@ -6725,54 +4475,6 @@ N3xg5 N3xh2 N3xh4 N3xh5 -N4a3# -N4a3+ -N4a5# -N4a5+ -N4a6# -N4a6+ -N4b3# -N4b3+ -N4b5# -N4b5+ -N4b6# -N4b6+ -N4c3# -N4c3+ -N4c5# -N4c5+ -N4c6# -N4c6+ -N4d3# -N4d3+ -N4d5# -N4d5+ -N4d6# -N4d6+ -N4e3# -N4e3+ -N4e5# -N4e5+ -N4e6# -N4e6+ -N4f3# -N4f3+ -N4f5# -N4f5+ -N4f6# -N4f6+ -N4g3# -N4g3+ -N4g5# -N4g5+ -N4g6# -N4g6+ -N4h3# -N4h3+ -N4h5# -N4h5+ -N4h6# -N4h6+ N4xa3 N4xa5 N4xa6 @@ -6797,54 +4499,6 @@ N4xg6 N4xh3 N4xh5 N4xh6 -N5a3# -N5a3+ -N5a4# -N5a4+ -N5a6# -N5a6+ -N5b3# -N5b3+ -N5b4# -N5b4+ -N5b6# -N5b6+ -N5c3# -N5c3+ -N5c4# -N5c4+ -N5c6# -N5c6+ -N5d3# -N5d3+ -N5d4# -N5d4+ -N5d6# -N5d6+ -N5e3# -N5e3+ -N5e4# -N5e4+ -N5e6# -N5e6+ -N5f3# -N5f3+ -N5f4# -N5f4+ -N5f6# -N5f6+ -N5g3# -N5g3+ -N5g4# -N5g4+ -N5g6# -N5g6+ -N5h3# -N5h3+ -N5h4# -N5h4+ -N5h6# -N5h6+ N5xa3 N5xa4 N5xa6 @@ -6869,54 +4523,6 @@ N5xg6 N5xh3 N5xh4 N5xh6 -N6a4# -N6a4+ -N6a5# -N6a5+ -N6a7# -N6a7+ -N6b4# -N6b4+ -N6b5# -N6b5+ -N6b7# -N6b7+ -N6c4# -N6c4+ -N6c5# -N6c5+ -N6c7# -N6c7+ -N6d4# -N6d4+ -N6d5# -N6d5+ -N6d7# -N6d7+ -N6e4# -N6e4+ -N6e5# -N6e5+ -N6e7# -N6e7+ -N6f4# -N6f4+ -N6f5# -N6f5+ -N6f7# -N6f7+ -N6g4# -N6g4+ -N6g5# -N6g5+ -N6g7# -N6g7+ -N6h4# -N6h4+ -N6h5# -N6h5+ -N6h7# -N6h7+ N6xa4 N6xa5 N6xa7 @@ -6941,38 +4547,6 @@ N6xg7 N6xh4 N6xh5 N6xh7 -N7a5# -N7a5+ -N7a6# -N7a6+ -N7b5# -N7b5+ -N7b6# -N7b6+ -N7c5# -N7c5+ -N7c6# -N7c6+ -N7d5# -N7d5+ -N7d6# -N7d6+ -N7e5# -N7e5+ -N7e6# -N7e6+ -N7f5# -N7f5+ -N7f6# -N7f6+ -N7g5# -N7g5+ -N7g6# -N7g6+ -N7h5# -N7h5+ -N7h6# -N7h6+ N7xa5 N7xa6 N7xb5 @@ -6989,38 +4563,6 @@ N7xg5 N7xg6 N7xh5 N7xh6 -N8a6# -N8a6+ -N8a7# -N8a7+ -N8b6# -N8b6+ -N8b7# -N8b7+ -N8c6# -N8c6+ -N8c7# -N8c7+ -N8d6# -N8d6+ -N8d7# -N8d7+ -N8e6# -N8e6+ -N8e7# -N8e7+ -N8f6# -N8f6+ -N8f7# -N8f7+ -N8g6# -N8g6+ -N8g7# -N8g7+ -N8h6# -N8h6+ -N8h7# -N8h7+ N8xa6 N8xa7 N8xb6 @@ -7057,38 +4599,6 @@ Na7b5 Na7c6 Na8b6 Na8c7 -Nab1# -Nab1+ -Nab2# -Nab2+ -Nab3# -Nab3+ -Nab4# -Nab4+ -Nab5# -Nab5+ -Nab6# -Nab6+ -Nab7# -Nab7+ -Nab8# -Nab8+ -Nac1# -Nac1+ -Nac2# -Nac2+ -Nac3# -Nac3+ -Nac4# -Nac4+ -Nac5# -Nac5+ -Nac6# -Nac6+ -Nac7# -Nac7+ -Nac8# -Nac8+ Naxb1 Naxb2 Naxb3 @@ -7125,54 +4635,6 @@ Nb7c5 Nb7d6 Nb8c6 Nb8d7 -Nba1# -Nba1+ -Nba2# -Nba2+ -Nba3# -Nba3+ -Nba4# -Nba4+ -Nba5# -Nba5+ -Nba6# -Nba6+ -Nba7# -Nba7+ -Nba8# -Nba8+ -Nbc1# -Nbc1+ -Nbc2# -Nbc2+ -Nbc3# -Nbc3+ -Nbc4# -Nbc4+ -Nbc5# -Nbc5+ -Nbc6# -Nbc6+ -Nbc7# -Nbc7+ -Nbc8# -Nbc8+ -Nbd1# -Nbd1+ -Nbd2# -Nbd2+ -Nbd3# -Nbd3+ -Nbd4# -Nbd4+ -Nbd5# -Nbd5+ -Nbd6# -Nbd6+ -Nbd7# -Nbd7+ -Nbd8# -Nbd8+ Nbxa1 Nbxa2 Nbxa3 @@ -7225,70 +4687,6 @@ Nc7e6 Nc8b6 Nc8d6 Nc8e7 -Nca1# -Nca1+ -Nca2# -Nca2+ -Nca3# -Nca3+ -Nca4# -Nca4+ -Nca5# -Nca5+ -Nca6# -Nca6+ -Nca7# -Nca7+ -Nca8# -Nca8+ -Ncb1# -Ncb1+ -Ncb2# -Ncb2+ -Ncb3# -Ncb3+ -Ncb4# -Ncb4+ -Ncb5# -Ncb5+ -Ncb6# -Ncb6+ -Ncb7# -Ncb7+ -Ncb8# -Ncb8+ -Ncd1# -Ncd1+ -Ncd2# -Ncd2+ -Ncd3# -Ncd3+ -Ncd4# -Ncd4+ -Ncd5# -Ncd5+ -Ncd6# -Ncd6+ -Ncd7# -Ncd7+ -Ncd8# -Ncd8+ -Nce1# -Nce1+ -Nce2# -Nce2+ -Nce3# -Nce3+ -Nce4# -Nce4+ -Nce5# -Nce5+ -Nce6# -Nce6+ -Nce7# -Nce7+ -Nce8# -Nce8+ Ncxa1 Ncxa2 Ncxa3 @@ -7349,70 +4747,6 @@ Nd7f6 Nd8c6 Nd8e6 Nd8f7 -Ndb1# -Ndb1+ -Ndb2# -Ndb2+ -Ndb3# -Ndb3+ -Ndb4# -Ndb4+ -Ndb5# -Ndb5+ -Ndb6# -Ndb6+ -Ndb7# -Ndb7+ -Ndb8# -Ndb8+ -Ndc1# -Ndc1+ -Ndc2# -Ndc2+ -Ndc3# -Ndc3+ -Ndc4# -Ndc4+ -Ndc5# -Ndc5+ -Ndc6# -Ndc6+ -Ndc7# -Ndc7+ -Ndc8# -Ndc8+ -Nde1# -Nde1+ -Nde2# -Nde2+ -Nde3# -Nde3+ -Nde4# -Nde4+ -Nde5# -Nde5+ -Nde6# -Nde6+ -Nde7# -Nde7+ -Nde8# -Nde8+ -Ndf1# -Ndf1+ -Ndf2# -Ndf2+ -Ndf3# -Ndf3+ -Ndf4# -Ndf4+ -Ndf5# -Ndf5+ -Ndf6# -Ndf6+ -Ndf7# -Ndf7+ -Ndf8# -Ndf8+ Ndxb1 Ndxb2 Ndxb3 @@ -7473,70 +4807,6 @@ Ne7f5 Ne8c7 Ne8d6 Ne8f6 -Nec1# -Nec1+ -Nec2# -Nec2+ -Nec3# -Nec3+ -Nec4# -Nec4+ -Nec5# -Nec5+ -Nec6# -Nec6+ -Nec7# -Nec7+ -Nec8# -Nec8+ -Ned1# -Ned1+ -Ned2# -Ned2+ -Ned3# -Ned3+ -Ned4# -Ned4+ -Ned5# -Ned5+ -Ned6# -Ned6+ -Ned7# -Ned7+ -Ned8# -Ned8+ -Nef1# -Nef1+ -Nef2# -Nef2+ -Nef3# -Nef3+ -Nef4# -Nef4+ -Nef5# -Nef5+ -Nef6# -Nef6+ -Nef7# -Nef7+ -Nef8# -Nef8+ -Neg1# -Neg1+ -Neg2# -Neg2+ -Neg3# -Neg3+ -Neg4# -Neg4+ -Neg5# -Neg5+ -Neg6# -Neg6+ -Neg7# -Neg7+ -Neg8# -Neg8+ Nexc1 Nexc2 Nexc3 @@ -7597,70 +4867,6 @@ Nf7g5 Nf8d7 Nf8e6 Nf8g6 -Nfd1# -Nfd1+ -Nfd2# -Nfd2+ -Nfd3# -Nfd3+ -Nfd4# -Nfd4+ -Nfd5# -Nfd5+ -Nfd6# -Nfd6+ -Nfd7# -Nfd7+ -Nfd8# -Nfd8+ -Nfe1# -Nfe1+ -Nfe2# -Nfe2+ -Nfe3# -Nfe3+ -Nfe4# -Nfe4+ -Nfe5# -Nfe5+ -Nfe6# -Nfe6+ -Nfe7# -Nfe7+ -Nfe8# -Nfe8+ -Nfg1# -Nfg1+ -Nfg2# -Nfg2+ -Nfg3# -Nfg3+ -Nfg4# -Nfg4+ -Nfg5# -Nfg5+ -Nfg6# -Nfg6+ -Nfg7# -Nfg7+ -Nfg8# -Nfg8+ -Nfh1# -Nfh1+ -Nfh2# -Nfh2+ -Nfh3# -Nfh3+ -Nfh4# -Nfh4+ -Nfh5# -Nfh5+ -Nfh6# -Nfh6+ -Nfh7# -Nfh7+ -Nfh8# -Nfh8+ Nfxd1 Nfxd2 Nfxd3 @@ -7713,54 +4919,6 @@ Ng7e6 Ng7f5 Ng8e7 Ng8f6 -Nge1# -Nge1+ -Nge2# -Nge2+ -Nge3# -Nge3+ -Nge4# -Nge4+ -Nge5# -Nge5+ -Nge6# -Nge6+ -Nge7# -Nge7+ -Nge8# -Nge8+ -Ngf1# -Ngf1+ -Ngf2# -Ngf2+ -Ngf3# -Ngf3+ -Ngf4# -Ngf4+ -Ngf5# -Ngf5+ -Ngf6# -Ngf6+ -Ngf7# -Ngf7+ -Ngf8# -Ngf8+ -Ngh1# -Ngh1+ -Ngh2# -Ngh2+ -Ngh3# -Ngh3+ -Ngh4# -Ngh4+ -Ngh5# -Ngh5+ -Ngh6# -Ngh6+ -Ngh7# -Ngh7+ -Ngh8# -Ngh8+ Ngxe1 Ngxe2 Ngxe3 @@ -7805,38 +4963,6 @@ Nh7f6 Nh7g5 Nh8f7 Nh8g6 -Nhf1# -Nhf1+ -Nhf2# -Nhf2+ -Nhf3# -Nhf3+ -Nhf4# -Nhf4+ -Nhf5# -Nhf5+ -Nhf6# -Nhf6+ -Nhf7# -Nhf7+ -Nhf8# -Nhf8+ -Nhg1# -Nhg1+ -Nhg2# -Nhg2+ -Nhg3# -Nhg3+ -Nhg4# -Nhg4+ -Nhg5# -Nhg5+ -Nhg6# -Nhg6+ -Nhg7# -Nhg7+ -Nhg8# -Nhg8+ Nhxf1 Nhxf2 Nhxf3 @@ -7853,251 +4979,7 @@ Nhxg5 Nhxg6 Nhxg7 Nhxg8 -Nxa1# -Nxa1+ -Nxa2# -Nxa2+ -Nxa3# -Nxa3+ -Nxa4# -Nxa4+ -Nxa5# -Nxa5+ -Nxa6# -Nxa6+ -Nxa7# -Nxa7+ -Nxa8# -Nxa8+ -Nxb1# -Nxb1+ -Nxb2# -Nxb2+ -Nxb3# -Nxb3+ -Nxb4# -Nxb4+ -Nxb5# -Nxb5+ -Nxb6# -Nxb6+ -Nxb7# -Nxb7+ -Nxb8# -Nxb8+ -Nxc1# -Nxc1+ -Nxc2# -Nxc2+ -Nxc3# -Nxc3+ -Nxc4# -Nxc4+ -Nxc5# -Nxc5+ -Nxc6# -Nxc6+ -Nxc7# -Nxc7+ -Nxc8# -Nxc8+ -Nxd1# -Nxd1+ -Nxd2# -Nxd2+ -Nxd3# -Nxd3+ -Nxd4# -Nxd4+ -Nxd5# -Nxd5+ -Nxd6# -Nxd6+ -Nxd7# -Nxd7+ -Nxd8# -Nxd8+ -Nxe1# -Nxe1+ -Nxe2# -Nxe2+ -Nxe3# -Nxe3+ -Nxe4# -Nxe4+ -Nxe5# -Nxe5+ -Nxe6# -Nxe6+ -Nxe7# -Nxe7+ -Nxe8# -Nxe8+ -Nxf1# -Nxf1+ -Nxf2# -Nxf2+ -Nxf3# -Nxf3+ -Nxf4# -Nxf4+ -Nxf5# -Nxf5+ -Nxf6# -Nxf6+ -Nxf7# -Nxf7+ -Nxf8# -Nxf8+ -Nxg1# -Nxg1+ -Nxg2# -Nxg2+ -Nxg3# -Nxg3+ -Nxg4# -Nxg4+ -Nxg5# -Nxg5+ -Nxg6# -Nxg6+ -Nxg7# -Nxg7+ -Nxg8# -Nxg8+ -Nxh1# -Nxh1+ -Nxh2# -Nxh2+ -Nxh3# -Nxh3+ -Nxh4# -Nxh4+ -Nxh5# -Nxh5+ -Nxh6# -Nxh6+ -Nxh7# -Nxh7+ -Nxh8# -Nxh8+ O-O-O -Q1a1# -Q1a1+ -Q1a2# -Q1a2+ -Q1a3# -Q1a3+ -Q1a4# -Q1a4+ -Q1a5# -Q1a5+ -Q1a6# -Q1a6+ -Q1a7# -Q1a7+ -Q1a8# -Q1a8+ -Q1b1# -Q1b1+ -Q1b2# -Q1b2+ -Q1b3# -Q1b3+ -Q1b4# -Q1b4+ -Q1b5# -Q1b5+ -Q1b6# -Q1b6+ -Q1b7# -Q1b7+ -Q1c1# -Q1c1+ -Q1c2# -Q1c2+ -Q1c3# -Q1c3+ -Q1c4# -Q1c4+ -Q1c5# -Q1c5+ -Q1c6# -Q1c6+ -Q1c7# -Q1c7+ -Q1d1# -Q1d1+ -Q1d2# -Q1d2+ -Q1d3# -Q1d3+ -Q1d4# -Q1d4+ -Q1d5# -Q1d5+ -Q1d6# -Q1d6+ -Q1d7# -Q1d7+ -Q1e1# 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-Q3f8+ -Q3g1# -Q3g1+ -Q3g2# -Q3g2+ -Q3g3# -Q3g3+ -Q3g4# -Q3g4+ -Q3g5# -Q3g5+ -Q3g6# -Q3g6+ -Q3g7# -Q3g7+ -Q3g8# -Q3g8+ -Q3h1# -Q3h1+ -Q3h2# -Q3h2+ -Q3h3# -Q3h3+ -Q3h4# -Q3h4+ -Q3h5# -Q3h5+ -Q3h6# -Q3h6+ -Q3h7# -Q3h7+ -Q3h8# -Q3h8+ Q3xa1 Q3xa2 Q3xa3 @@ -8520,134 +5160,6 @@ Q3xh5 Q3xh6 Q3xh7 Q3xh8 -Q4a1# -Q4a1+ -Q4a2# -Q4a2+ -Q4a3# -Q4a3+ -Q4a4# -Q4a4+ -Q4a5# -Q4a5+ -Q4a6# -Q4a6+ -Q4a7# -Q4a7+ -Q4a8# -Q4a8+ -Q4b1# -Q4b1+ -Q4b2# -Q4b2+ -Q4b3# -Q4b3+ -Q4b4# -Q4b4+ -Q4b5# -Q4b5+ -Q4b6# -Q4b6+ -Q4b7# -Q4b7+ -Q4b8# -Q4b8+ -Q4c1# -Q4c1+ -Q4c2# -Q4c2+ -Q4c3# -Q4c3+ -Q4c4# -Q4c4+ -Q4c5# -Q4c5+ -Q4c6# -Q4c6+ -Q4c7# -Q4c7+ -Q4c8# -Q4c8+ -Q4d1# -Q4d1+ -Q4d2# -Q4d2+ -Q4d3# -Q4d3+ -Q4d4# -Q4d4+ -Q4d5# -Q4d5+ -Q4d6# -Q4d6+ -Q4d7# -Q4d7+ -Q4d8# -Q4d8+ -Q4e1# -Q4e1+ -Q4e2# -Q4e2+ -Q4e3# -Q4e3+ -Q4e4# -Q4e4+ -Q4e5# -Q4e5+ -Q4e6# -Q4e6+ -Q4e7# -Q4e7+ -Q4e8# -Q4e8+ -Q4f1# -Q4f1+ -Q4f2# -Q4f2+ -Q4f3# -Q4f3+ -Q4f4# -Q4f4+ -Q4f5# -Q4f5+ -Q4f6# -Q4f6+ -Q4f7# -Q4f7+ -Q4f8# -Q4f8+ -Q4g1# -Q4g1+ -Q4g2# -Q4g2+ -Q4g3# -Q4g3+ -Q4g4# -Q4g4+ -Q4g5# -Q4g5+ -Q4g6# -Q4g6+ -Q4g7# -Q4g7+ -Q4g8# -Q4g8+ -Q4h1# -Q4h1+ -Q4h2# -Q4h2+ -Q4h3# -Q4h3+ -Q4h4# -Q4h4+ -Q4h5# -Q4h5+ -Q4h6# -Q4h6+ -Q4h7# -Q4h7+ -Q4h8# -Q4h8+ Q4xa1 Q4xa2 Q4xa3 @@ -8712,134 +5224,6 @@ Q4xh5 Q4xh6 Q4xh7 Q4xh8 -Q5a1# -Q5a1+ -Q5a2# -Q5a2+ -Q5a3# -Q5a3+ -Q5a4# -Q5a4+ -Q5a5# -Q5a5+ -Q5a6# -Q5a6+ -Q5a7# -Q5a7+ -Q5a8# -Q5a8+ -Q5b1# -Q5b1+ -Q5b2# -Q5b2+ -Q5b3# -Q5b3+ -Q5b4# -Q5b4+ -Q5b5# -Q5b5+ -Q5b6# -Q5b6+ -Q5b7# -Q5b7+ -Q5b8# -Q5b8+ -Q5c1# -Q5c1+ -Q5c2# -Q5c2+ -Q5c3# -Q5c3+ -Q5c4# -Q5c4+ -Q5c5# -Q5c5+ -Q5c6# -Q5c6+ -Q5c7# -Q5c7+ -Q5c8# -Q5c8+ -Q5d1# -Q5d1+ -Q5d2# -Q5d2+ -Q5d3# -Q5d3+ -Q5d4# -Q5d4+ -Q5d5# -Q5d5+ -Q5d6# -Q5d6+ -Q5d7# -Q5d7+ -Q5d8# -Q5d8+ -Q5e1# -Q5e1+ -Q5e2# -Q5e2+ -Q5e3# -Q5e3+ -Q5e4# -Q5e4+ -Q5e5# -Q5e5+ -Q5e6# -Q5e6+ -Q5e7# -Q5e7+ -Q5e8# -Q5e8+ -Q5f1# -Q5f1+ -Q5f2# -Q5f2+ -Q5f3# -Q5f3+ -Q5f4# -Q5f4+ -Q5f5# -Q5f5+ -Q5f6# -Q5f6+ -Q5f7# -Q5f7+ -Q5f8# -Q5f8+ -Q5g1# -Q5g1+ -Q5g2# -Q5g2+ -Q5g3# -Q5g3+ -Q5g4# -Q5g4+ -Q5g5# 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R7xa2 R7xa3 R7xa4 @@ -13172,102 +7468,6 @@ R7xh3 R7xh4 R7xh5 R7xh6 -R8a2# -R8a2+ -R8a3# -R8a3+ -R8a4# -R8a4+ -R8a5# -R8a5+ -R8a6# -R8a6+ -R8a7# -R8a7+ -R8b2# -R8b2+ -R8b3# -R8b3+ -R8b4# -R8b4+ -R8b5# -R8b5+ -R8b6# -R8b6+ -R8b7# -R8b7+ -R8c2# -R8c2+ -R8c3# -R8c3+ -R8c4# -R8c4+ -R8c5# -R8c5+ -R8c6# -R8c6+ -R8c7# -R8c7+ -R8d2# -R8d2+ -R8d3# -R8d3+ -R8d4# -R8d4+ -R8d5# -R8d5+ -R8d6# -R8d6+ -R8d7# -R8d7+ -R8e2# -R8e2+ -R8e3# -R8e3+ -R8e4# -R8e4+ -R8e5# -R8e5+ -R8e6# -R8e6+ -R8e7# -R8e7+ -R8f2# -R8f2+ -R8f3# -R8f3+ -R8f4# -R8f4+ -R8f5# -R8f5+ -R8f6# -R8f6+ -R8f7# -R8f7+ -R8g2# -R8g2+ -R8g3# -R8g3+ -R8g4# -R8g4+ -R8g5# -R8g5+ -R8g6# -R8g6+ -R8g7# -R8g7+ -R8h2# -R8h2+ -R8h3# -R8h3+ -R8h4# -R8h4+ -R8h5# -R8h5+ -R8h6# -R8h6+ -R8h7# -R8h7+ R8xa2 R8xa3 R8xa4 @@ -13316,134 +7516,6 @@ R8xh4 R8xh5 R8xh6 R8xh7 -Raa1# -Raa1+ -Raa2# -Raa2+ -Raa3# -Raa3+ -Raa4# -Raa4+ -Raa5# -Raa5+ -Raa6# -Raa6+ -Raa7# -Raa7+ -Raa8# -Raa8+ -Rab1# -Rab1+ -Rab2# -Rab2+ -Rab3# -Rab3+ -Rab4# -Rab4+ -Rab5# -Rab5+ -Rab6# -Rab6+ -Rab7# -Rab7+ -Rab8# -Rab8+ -Rac1# -Rac1+ -Rac2# -Rac2+ -Rac3# -Rac3+ -Rac4# -Rac4+ -Rac5# -Rac5+ -Rac6# -Rac6+ -Rac7# -Rac7+ -Rac8# -Rac8+ -Rad1# -Rad1+ -Rad2# -Rad2+ -Rad3# -Rad3+ -Rad4# -Rad4+ -Rad5# -Rad5+ -Rad6# -Rad6+ -Rad7# -Rad7+ -Rad8# -Rad8+ -Rae1# -Rae1+ -Rae2# -Rae2+ -Rae3# -Rae3+ -Rae4# -Rae4+ -Rae5# -Rae5+ -Rae6# -Rae6+ -Rae7# -Rae7+ -Rae8# -Rae8+ -Raf1# -Raf1+ -Raf2# -Raf2+ -Raf3# -Raf3+ -Raf4# -Raf4+ -Raf5# -Raf5+ -Raf6# -Raf6+ -Raf7# -Raf7+ -Raf8# -Raf8+ -Rag1# -Rag1+ -Rag2# -Rag2+ -Rag3# -Rag3+ -Rag4# -Rag4+ -Rag5# -Rag5+ -Rag6# -Rag6+ -Rag7# -Rag7+ -Rag8# -Rag8+ -Rah1# -Rah1+ -Rah2# -Rah2+ -Rah3# -Rah3+ -Rah4# -Rah4+ -Rah5# -Rah5+ -Rah6# -Rah6+ -Rah7# -Rah7+ -Rah8# -Rah8+ Raxa1 Raxa2 Raxa3 @@ -13508,134 +7580,6 @@ Raxh5 Raxh6 Raxh7 Raxh8 -Rba1# -Rba1+ -Rba2# -Rba2+ -Rba3# -Rba3+ -Rba4# -Rba4+ -Rba5# -Rba5+ -Rba6# -Rba6+ -Rba7# -Rba7+ -Rba8# -Rba8+ -Rbb1# -Rbb1+ -Rbb2# -Rbb2+ -Rbb3# -Rbb3+ -Rbb4# -Rbb4+ -Rbb5# -Rbb5+ -Rbb6# -Rbb6+ -Rbb7# -Rbb7+ -Rbb8# -Rbb8+ -Rbc1# -Rbc1+ -Rbc2# -Rbc2+ -Rbc3# -Rbc3+ -Rbc4# -Rbc4+ -Rbc5# -Rbc5+ -Rbc6# -Rbc6+ -Rbc7# -Rbc7+ -Rbc8# -Rbc8+ -Rbd1# -Rbd1+ -Rbd2# -Rbd2+ -Rbd3# -Rbd3+ -Rbd4# -Rbd4+ -Rbd5# -Rbd5+ -Rbd6# -Rbd6+ -Rbd7# -Rbd7+ -Rbd8# -Rbd8+ -Rbe1# -Rbe1+ -Rbe2# -Rbe2+ -Rbe3# -Rbe3+ -Rbe4# -Rbe4+ -Rbe5# -Rbe5+ -Rbe6# -Rbe6+ -Rbe7# -Rbe7+ -Rbe8# -Rbe8+ -Rbf1# -Rbf1+ -Rbf2# -Rbf2+ -Rbf3# -Rbf3+ -Rbf4# -Rbf4+ -Rbf5# -Rbf5+ -Rbf6# -Rbf6+ -Rbf7# -Rbf7+ -Rbf8# -Rbf8+ -Rbg1# -Rbg1+ -Rbg2# -Rbg2+ -Rbg3# -Rbg3+ -Rbg4# -Rbg4+ -Rbg5# -Rbg5+ -Rbg6# -Rbg6+ -Rbg7# -Rbg7+ -Rbg8# -Rbg8+ -Rbh1# -Rbh1+ -Rbh2# -Rbh2+ -Rbh3# -Rbh3+ -Rbh4# -Rbh4+ -Rbh5# -Rbh5+ -Rbh6# -Rbh6+ -Rbh7# -Rbh7+ -Rbh8# -Rbh8+ Rbxa1 Rbxa2 Rbxa3 @@ -13700,134 +7644,6 @@ Rbxh5 Rbxh6 Rbxh7 Rbxh8 -Rca1# -Rca1+ -Rca2# -Rca2+ -Rca3# -Rca3+ -Rca4# -Rca4+ -Rca5# -Rca5+ -Rca6# -Rca6+ -Rca7# -Rca7+ -Rca8# -Rca8+ -Rcb1# -Rcb1+ -Rcb2# -Rcb2+ -Rcb3# -Rcb3+ -Rcb4# -Rcb4+ -Rcb5# -Rcb5+ -Rcb6# -Rcb6+ -Rcb7# -Rcb7+ -Rcb8# -Rcb8+ -Rcc1# -Rcc1+ -Rcc2# -Rcc2+ -Rcc3# -Rcc3+ -Rcc4# -Rcc4+ -Rcc5# -Rcc5+ -Rcc6# -Rcc6+ -Rcc7# -Rcc7+ -Rcc8# -Rcc8+ -Rcd1# -Rcd1+ -Rcd2# -Rcd2+ -Rcd3# -Rcd3+ -Rcd4# -Rcd4+ -Rcd5# -Rcd5+ -Rcd6# -Rcd6+ -Rcd7# -Rcd7+ -Rcd8# -Rcd8+ -Rce1# -Rce1+ -Rce2# -Rce2+ -Rce3# -Rce3+ -Rce4# -Rce4+ -Rce5# -Rce5+ -Rce6# -Rce6+ -Rce7# -Rce7+ -Rce8# -Rce8+ -Rcf1# -Rcf1+ -Rcf2# -Rcf2+ -Rcf3# -Rcf3+ -Rcf4# -Rcf4+ -Rcf5# -Rcf5+ -Rcf6# -Rcf6+ -Rcf7# -Rcf7+ -Rcf8# -Rcf8+ -Rcg1# -Rcg1+ -Rcg2# -Rcg2+ -Rcg3# -Rcg3+ -Rcg4# -Rcg4+ -Rcg5# -Rcg5+ -Rcg6# -Rcg6+ -Rcg7# -Rcg7+ -Rcg8# -Rcg8+ -Rch1# -Rch1+ -Rch2# -Rch2+ -Rch3# -Rch3+ -Rch4# -Rch4+ -Rch5# -Rch5+ -Rch6# -Rch6+ -Rch7# -Rch7+ -Rch8# -Rch8+ Rcxa1 Rcxa2 Rcxa3 @@ -13892,134 +7708,6 @@ Rcxh5 Rcxh6 Rcxh7 Rcxh8 -Rda1# -Rda1+ -Rda2# -Rda2+ -Rda3# -Rda3+ -Rda4# -Rda4+ -Rda5# -Rda5+ -Rda6# -Rda6+ -Rda7# -Rda7+ -Rda8# -Rda8+ -Rdb1# -Rdb1+ -Rdb2# -Rdb2+ -Rdb3# -Rdb3+ -Rdb4# -Rdb4+ -Rdb5# -Rdb5+ -Rdb6# -Rdb6+ -Rdb7# -Rdb7+ -Rdb8# -Rdb8+ -Rdc1# -Rdc1+ -Rdc2# -Rdc2+ -Rdc3# -Rdc3+ -Rdc4# -Rdc4+ -Rdc5# -Rdc5+ -Rdc6# -Rdc6+ -Rdc7# -Rdc7+ -Rdc8# -Rdc8+ -Rdd1# -Rdd1+ -Rdd2# -Rdd2+ -Rdd3# -Rdd3+ -Rdd4# -Rdd4+ -Rdd5# -Rdd5+ -Rdd6# -Rdd6+ -Rdd7# -Rdd7+ -Rdd8# -Rdd8+ -Rde1# -Rde1+ -Rde2# -Rde2+ -Rde3# -Rde3+ -Rde4# -Rde4+ -Rde5# -Rde5+ -Rde6# -Rde6+ -Rde7# -Rde7+ -Rde8# -Rde8+ -Rdf1# -Rdf1+ -Rdf2# -Rdf2+ -Rdf3# -Rdf3+ -Rdf4# -Rdf4+ -Rdf5# -Rdf5+ -Rdf6# -Rdf6+ -Rdf7# -Rdf7+ -Rdf8# -Rdf8+ -Rdg1# -Rdg1+ -Rdg2# -Rdg2+ -Rdg3# -Rdg3+ -Rdg4# -Rdg4+ -Rdg5# -Rdg5+ -Rdg6# -Rdg6+ -Rdg7# -Rdg7+ -Rdg8# -Rdg8+ -Rdh1# -Rdh1+ -Rdh2# -Rdh2+ -Rdh3# -Rdh3+ -Rdh4# -Rdh4+ -Rdh5# -Rdh5+ -Rdh6# -Rdh6+ -Rdh7# -Rdh7+ -Rdh8# -Rdh8+ Rdxa1 Rdxa2 Rdxa3 @@ -14084,134 +7772,6 @@ Rdxh5 Rdxh6 Rdxh7 Rdxh8 -Rea1# -Rea1+ -Rea2# -Rea2+ -Rea3# -Rea3+ -Rea4# -Rea4+ -Rea5# -Rea5+ -Rea6# -Rea6+ -Rea7# -Rea7+ -Rea8# -Rea8+ -Reb1# -Reb1+ -Reb2# -Reb2+ -Reb3# -Reb3+ -Reb4# -Reb4+ -Reb5# -Reb5+ -Reb6# -Reb6+ -Reb7# -Reb7+ -Reb8# -Reb8+ -Rec1# -Rec1+ -Rec2# -Rec2+ -Rec3# -Rec3+ -Rec4# -Rec4+ -Rec5# -Rec5+ -Rec6# -Rec6+ -Rec7# -Rec7+ -Rec8# -Rec8+ -Red1# -Red1+ -Red2# -Red2+ -Red3# -Red3+ -Red4# -Red4+ -Red5# -Red5+ -Red6# -Red6+ -Red7# -Red7+ -Red8# -Red8+ -Ree1# -Ree1+ -Ree2# -Ree2+ -Ree3# -Ree3+ -Ree4# -Ree4+ -Ree5# -Ree5+ -Ree6# -Ree6+ -Ree7# -Ree7+ -Ree8# -Ree8+ -Ref1# -Ref1+ -Ref2# -Ref2+ -Ref3# -Ref3+ -Ref4# -Ref4+ -Ref5# -Ref5+ -Ref6# -Ref6+ -Ref7# -Ref7+ -Ref8# -Ref8+ -Reg1# -Reg1+ -Reg2# -Reg2+ -Reg3# -Reg3+ -Reg4# -Reg4+ -Reg5# -Reg5+ -Reg6# -Reg6+ -Reg7# -Reg7+ -Reg8# -Reg8+ -Reh1# -Reh1+ -Reh2# -Reh2+ -Reh3# -Reh3+ -Reh4# -Reh4+ -Reh5# -Reh5+ -Reh6# -Reh6+ -Reh7# -Reh7+ -Reh8# -Reh8+ Rexa1 Rexa2 Rexa3 @@ -14276,134 +7836,6 @@ Rexh5 Rexh6 Rexh7 Rexh8 -Rfa1# -Rfa1+ -Rfa2# -Rfa2+ -Rfa3# -Rfa3+ -Rfa4# -Rfa4+ -Rfa5# -Rfa5+ -Rfa6# -Rfa6+ -Rfa7# -Rfa7+ -Rfa8# -Rfa8+ -Rfb1# -Rfb1+ -Rfb2# -Rfb2+ -Rfb3# -Rfb3+ -Rfb4# -Rfb4+ -Rfb5# -Rfb5+ -Rfb6# -Rfb6+ -Rfb7# -Rfb7+ -Rfb8# -Rfb8+ -Rfc1# -Rfc1+ -Rfc2# -Rfc2+ -Rfc3# -Rfc3+ -Rfc4# -Rfc4+ -Rfc5# -Rfc5+ -Rfc6# -Rfc6+ -Rfc7# -Rfc7+ -Rfc8# -Rfc8+ -Rfd1# -Rfd1+ -Rfd2# -Rfd2+ -Rfd3# -Rfd3+ -Rfd4# -Rfd4+ -Rfd5# -Rfd5+ -Rfd6# -Rfd6+ -Rfd7# -Rfd7+ -Rfd8# -Rfd8+ -Rfe1# -Rfe1+ -Rfe2# -Rfe2+ -Rfe3# -Rfe3+ -Rfe4# -Rfe4+ -Rfe5# -Rfe5+ -Rfe6# -Rfe6+ -Rfe7# -Rfe7+ -Rfe8# -Rfe8+ -Rff1# -Rff1+ -Rff2# -Rff2+ -Rff3# -Rff3+ -Rff4# -Rff4+ -Rff5# -Rff5+ -Rff6# -Rff6+ -Rff7# -Rff7+ -Rff8# -Rff8+ -Rfg1# -Rfg1+ -Rfg2# -Rfg2+ -Rfg3# -Rfg3+ -Rfg4# -Rfg4+ -Rfg5# -Rfg5+ -Rfg6# -Rfg6+ -Rfg7# -Rfg7+ -Rfg8# -Rfg8+ -Rfh1# -Rfh1+ -Rfh2# -Rfh2+ -Rfh3# -Rfh3+ -Rfh4# -Rfh4+ -Rfh5# -Rfh5+ -Rfh6# -Rfh6+ -Rfh7# -Rfh7+ -Rfh8# -Rfh8+ Rfxa1 Rfxa2 Rfxa3 @@ -14468,134 +7900,6 @@ Rfxh5 Rfxh6 Rfxh7 Rfxh8 -Rga1# -Rga1+ -Rga2# -Rga2+ -Rga3# -Rga3+ -Rga4# -Rga4+ -Rga5# -Rga5+ -Rga6# -Rga6+ -Rga7# -Rga7+ -Rga8# -Rga8+ -Rgb1# -Rgb1+ -Rgb2# -Rgb2+ -Rgb3# -Rgb3+ -Rgb4# -Rgb4+ -Rgb5# -Rgb5+ -Rgb6# -Rgb6+ -Rgb7# -Rgb7+ -Rgb8# -Rgb8+ -Rgc1# -Rgc1+ -Rgc2# -Rgc2+ -Rgc3# -Rgc3+ -Rgc4# -Rgc4+ -Rgc5# -Rgc5+ -Rgc6# -Rgc6+ -Rgc7# -Rgc7+ -Rgc8# -Rgc8+ -Rgd1# -Rgd1+ -Rgd2# -Rgd2+ -Rgd3# -Rgd3+ -Rgd4# -Rgd4+ -Rgd5# -Rgd5+ -Rgd6# -Rgd6+ -Rgd7# -Rgd7+ -Rgd8# -Rgd8+ -Rge1# -Rge1+ -Rge2# -Rge2+ -Rge3# -Rge3+ -Rge4# -Rge4+ -Rge5# -Rge5+ -Rge6# -Rge6+ -Rge7# -Rge7+ -Rge8# -Rge8+ -Rgf1# -Rgf1+ -Rgf2# -Rgf2+ -Rgf3# -Rgf3+ -Rgf4# -Rgf4+ -Rgf5# -Rgf5+ -Rgf6# -Rgf6+ -Rgf7# -Rgf7+ -Rgf8# -Rgf8+ -Rgg1# -Rgg1+ -Rgg2# -Rgg2+ -Rgg3# -Rgg3+ -Rgg4# -Rgg4+ -Rgg5# -Rgg5+ -Rgg6# -Rgg6+ -Rgg7# -Rgg7+ -Rgg8# -Rgg8+ -Rgh1# -Rgh1+ -Rgh2# -Rgh2+ -Rgh3# -Rgh3+ -Rgh4# -Rgh4+ -Rgh5# -Rgh5+ -Rgh6# -Rgh6+ -Rgh7# -Rgh7+ -Rgh8# -Rgh8+ Rgxa1 Rgxa2 Rgxa3 @@ -14660,134 +7964,6 @@ Rgxh5 Rgxh6 Rgxh7 Rgxh8 -Rha1# -Rha1+ -Rha2# -Rha2+ -Rha3# -Rha3+ -Rha4# -Rha4+ -Rha5# -Rha5+ -Rha6# -Rha6+ -Rha7# -Rha7+ -Rha8# -Rha8+ -Rhb1# -Rhb1+ -Rhb2# -Rhb2+ -Rhb3# -Rhb3+ -Rhb4# -Rhb4+ -Rhb5# -Rhb5+ -Rhb6# -Rhb6+ -Rhb7# -Rhb7+ -Rhb8# -Rhb8+ -Rhc1# -Rhc1+ -Rhc2# -Rhc2+ -Rhc3# -Rhc3+ -Rhc4# -Rhc4+ -Rhc5# -Rhc5+ -Rhc6# -Rhc6+ -Rhc7# -Rhc7+ -Rhc8# -Rhc8+ -Rhd1# -Rhd1+ -Rhd2# -Rhd2+ -Rhd3# -Rhd3+ -Rhd4# -Rhd4+ -Rhd5# -Rhd5+ -Rhd6# -Rhd6+ -Rhd7# -Rhd7+ -Rhd8# -Rhd8+ -Rhe1# -Rhe1+ -Rhe2# -Rhe2+ -Rhe3# -Rhe3+ -Rhe4# -Rhe4+ -Rhe5# -Rhe5+ -Rhe6# -Rhe6+ -Rhe7# -Rhe7+ -Rhe8# -Rhe8+ -Rhf1# -Rhf1+ -Rhf2# -Rhf2+ -Rhf3# -Rhf3+ -Rhf4# -Rhf4+ -Rhf5# -Rhf5+ -Rhf6# -Rhf6+ -Rhf7# -Rhf7+ -Rhf8# -Rhf8+ -Rhg1# -Rhg1+ -Rhg2# -Rhg2+ -Rhg3# -Rhg3+ -Rhg4# -Rhg4+ -Rhg5# -Rhg5+ -Rhg6# -Rhg6+ -Rhg7# -Rhg7+ -Rhg8# -Rhg8+ -Rhh1# -Rhh1+ -Rhh2# -Rhh2+ -Rhh3# -Rhh3+ -Rhh4# -Rhh4+ -Rhh5# -Rhh5+ -Rhh6# -Rhh6+ -Rhh7# -Rhh7+ -Rhh8# -Rhh8+ Rhxa1 Rhxa2 Rhxa3 @@ -14852,14255 +8028,21079 @@ Rhxh5 Rhxh6 Rhxh7 Rhxh8 -Rxa1# -Rxa1+ -Rxa2# -Rxa2+ -Rxa3# -Rxa3+ -Rxa4# -Rxa4+ -Rxa5# -Rxa5+ -Rxa6# -Rxa6+ -Rxa7# -Rxa7+ -Rxa8# -Rxa8+ -Rxb1# -Rxb1+ -Rxb2# -Rxb2+ -Rxb3# -Rxb3+ -Rxb4# -Rxb4+ -Rxb5# -Rxb5+ -Rxb6# -Rxb6+ -Rxb7# -Rxb7+ -Rxb8# -Rxb8+ -Rxc1# -Rxc1+ -Rxc2# -Rxc2+ -Rxc3# -Rxc3+ -Rxc4# -Rxc4+ -Rxc5# -Rxc5+ -Rxc6# -Rxc6+ -Rxc7# -Rxc7+ -Rxc8# -Rxc8+ -Rxd1# -Rxd1+ -Rxd2# -Rxd2+ -Rxd3# -Rxd3+ -Rxd4# -Rxd4+ -Rxd5# -Rxd5+ -Rxd6# -Rxd6+ -Rxd7# -Rxd7+ -Rxd8# -Rxd8+ -Rxe1# -Rxe1+ 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-B3xh5# B3xh5+ -B4xa3# B4xa3+ -B4xa5# B4xa5+ -B4xa6# B4xa6+ -B4xb3# B4xb3+ -B4xb5# B4xb5+ -B4xb6# B4xb6+ -B4xc3# B4xc3+ -B4xc5# B4xc5+ -B4xc6# B4xc6+ -B4xd3# B4xd3+ -B4xd5# B4xd5+ -B4xd6# B4xd6+ -B4xe3# B4xe3+ -B4xe5# B4xe5+ -B4xe6# B4xe6+ -B4xf3# B4xf3+ -B4xf5# B4xf5+ -B4xf6# B4xf6+ -B4xg3# B4xg3+ -B4xg5# B4xg5+ -B4xg6# B4xg6+ -B4xh3# B4xh3+ -B4xh5# B4xh5+ -B4xh6# B4xh6+ -B5xa3# B5xa3+ -B5xa4# B5xa4+ -B5xa6# B5xa6+ -B5xb3# B5xb3+ -B5xb4# B5xb4+ -B5xb6# B5xb6+ -B5xc3# B5xc3+ -B5xc4# B5xc4+ -B5xc6# B5xc6+ -B5xd3# B5xd3+ -B5xd4# B5xd4+ -B5xd6# B5xd6+ -B5xe3# B5xe3+ -B5xe4# B5xe4+ -B5xe6# B5xe6+ -B5xf3# B5xf3+ -B5xf4# B5xf4+ -B5xf6# B5xf6+ -B5xg3# B5xg3+ -B5xg4# B5xg4+ -B5xg6# B5xg6+ -B5xh3# B5xh3+ -B5xh4# B5xh4+ -B5xh6# B5xh6+ -B6xa4# B6xa4+ -B6xa5# B6xa5+ -B6xa7# B6xa7+ -B6xb4# B6xb4+ -B6xb5# B6xb5+ -B6xb7# B6xb7+ -B6xc4# B6xc4+ -B6xc5# B6xc5+ -B6xc7# B6xc7+ -B6xd4# B6xd4+ -B6xd5# B6xd5+ -B6xd7# B6xd7+ -B6xe4# B6xe4+ -B6xe5# B6xe5+ -B6xe7# B6xe7+ -B6xf4# B6xf4+ -B6xf5# B6xf5+ -B6xf7# B6xf7+ -B6xg4# B6xg4+ -B6xg5# B6xg5+ -B6xg7# B6xg7+ -B6xh4# B6xh4+ -B6xh5# B6xh5+ -B6xh7# B6xh7+ -B7xa4# B7xa4+ -B7xa5# B7xa5+ -B7xa6# B7xa6+ -B7xb4# B7xb4+ -B7xb5# B7xb5+ -B7xb6# B7xb6+ -B7xc4# B7xc4+ -B7xc5# B7xc5+ -B7xc6# B7xc6+ -B7xd4# B7xd4+ -B7xd5# B7xd5+ -B7xd6# B7xd6+ -B7xe4# B7xe4+ -B7xe5# B7xe5+ -B7xe6# B7xe6+ -B7xf4# B7xf4+ -B7xf5# B7xf5+ -B7xf6# B7xf6+ -B7xg4# B7xg4+ -B7xg5# B7xg5+ -B7xg6# B7xg6+ -B7xh4# B7xh4+ -B7xh5# B7xh5+ -B7xh6# B7xh6+ -B8xa5# B8xa5+ -B8xa6# B8xa6+ -B8xa7# B8xa7+ -B8xb5# B8xb5+ -B8xb6# B8xb6+ -B8xb7# B8xb7+ -B8xc5# B8xc5+ -B8xc6# B8xc6+ -B8xc7# B8xc7+ -B8xd5# B8xd5+ -B8xd6# B8xd6+ -B8xd7# B8xd7+ -B8xe5# B8xe5+ -B8xe6# B8xe6+ -B8xe7# B8xe7+ -B8xf5# B8xf5+ -B8xf6# B8xf6+ -B8xf7# B8xf7+ -B8xg5# B8xg5+ -B8xg6# B8xg6+ -B8xg7# B8xg7+ -B8xh5# B8xh5+ -B8xh6# B8xh6+ -B8xh7# B8xh7+ -Ba1xb2 -Ba1xc3 -Ba1xd4 -Ba2b3# Ba2b3+ -Ba2c4# Ba2c4+ -Ba2d5# Ba2d5+ -Ba2xb3 -Ba2xc4 -Ba2xd5 -Ba3b2# Ba3b2+ -Ba3b4# Ba3b4+ -Ba3c5# Ba3c5+ -Ba3xb2 -Ba3xb4 -Ba3xc5 -Ba4b3# Ba4b3+ -Ba4b5# Ba4b5+ -Ba4c6# Ba4c6+ -Ba4xb3 -Ba4xb5 -Ba4xc6 -Ba5b4# Ba5b4+ -Ba5b6# Ba5b6+ -Ba5c3# Ba5c3+ -Ba5xb4 -Ba5xb6 -Ba5xc3 -Ba6b5# Ba6b5+ -Ba6b7# Ba6b7+ -Ba6c4# Ba6c4+ -Ba6xb5 -Ba6xb7 -Ba6xc4 -Ba7b6# Ba7b6+ -Ba7c5# Ba7c5+ -Ba7d4# Ba7d4+ -Ba7xb6 -Ba7xc5 -Ba7xd4 -Ba8b7# Ba8b7+ -Ba8c6# Ba8c6+ -Ba8d5# Ba8d5+ -Ba8xb7 -Ba8xc6 -Ba8xd5 -Baxb1# Baxb1+ -Baxb2# Baxb2+ -Baxb3# Baxb3+ -Baxb4# Baxb4+ -Baxb5# Baxb5+ -Baxb6# Baxb6+ -Baxb7# Baxb7+ -Baxb8# Baxb8+ -Baxc1# Baxc1+ -Baxc2# Baxc2+ -Baxc3# Baxc3+ -Baxc4# Baxc4+ -Baxc5# Baxc5+ -Baxc6# Baxc6+ -Baxc7# Baxc7+ -Baxc8# Baxc8+ -Baxd1# Baxd1+ -Baxd2# Baxd2+ -Baxd3# Baxd3+ -Baxd4# Baxd4+ -Baxd5# Baxd5+ -Baxd6# Baxd6+ -Baxd7# Baxd7+ -Baxd8# Baxd8+ -Baxe1# Baxe1+ -Baxe2# Baxe2+ -Baxe3# Baxe3+ -Baxe4# Baxe4+ -Baxe5# Baxe5+ -Baxe6# Baxe6+ -Baxe7# Baxe7+ -Baxe8# Baxe8+ -Baxf1# Baxf1+ -Baxf2# Baxf2+ -Baxf3# Baxf3+ -Baxf6# Baxf6+ -Baxf7# Baxf7+ -Baxf8# Baxf8+ -Baxg1# Baxg1+ -Baxg2# Baxg2+ -Baxg7# Baxg7+ -Baxg8# Baxg8+ -Bb1c2# Bb1c2+ -Bb1d3# Bb1d3+ -Bb1e4# Bb1e4+ -Bb1xc2 -Bb1xd3 -Bb1xe4 -Bb2c3# Bb2c3+ -Bb2d4# Bb2d4+ -Bb2e5# Bb2e5+ -Bb2xc3 -Bb2xd4 -Bb2xe5 -Bb3c2# Bb3c2+ -Bb3c4# Bb3c4+ -Bb3d5# Bb3d5+ -Bb3xc2 -Bb3xc4 -Bb3xd5 -Bb4c3# Bb4c3+ -Bb4c5# Bb4c5+ -Bb4d6# Bb4d6+ -Bb4xc3 -Bb4xc5 -Bb4xd6 -Bb5c4# Bb5c4+ -Bb5c6# Bb5c6+ -Bb5d3# Bb5d3+ -Bb5xc4 -Bb5xc6 -Bb5xd3 -Bb6c5# Bb6c5+ -Bb6c7# Bb6c7+ -Bb6d4# Bb6d4+ -Bb6xc5 -Bb6xc7 -Bb6xd4 -Bb7c6# Bb7c6+ -Bb7d5# Bb7d5+ -Bb7e4# Bb7e4+ -Bb7xc6 -Bb7xd5 -Bb7xe4 -Bb8c7# Bb8c7+ -Bb8d6# Bb8d6+ -Bb8e5# Bb8e5+ -Bb8xc7 -Bb8xd6 -Bb8xe5 -Bbxa2# Bbxa2+ -Bbxa3# Bbxa3+ -Bbxa4# Bbxa4+ -Bbxa5# Bbxa5+ -Bbxa6# Bbxa6+ -Bbxa7# Bbxa7+ -Bbxc1# Bbxc1+ -Bbxc2# Bbxc2+ -Bbxc3# Bbxc3+ -Bbxc4# Bbxc4+ -Bbxc5# Bbxc5+ -Bbxc6# Bbxc6+ -Bbxc7# Bbxc7+ -Bbxc8# Bbxc8+ -Bbxd1# Bbxd1+ -Bbxd2# Bbxd2+ -Bbxd3# Bbxd3+ -Bbxd4# Bbxd4+ -Bbxd5# Bbxd5+ -Bbxd6# Bbxd6+ -Bbxd7# Bbxd7+ -Bbxd8# Bbxd8+ -Bbxe1# Bbxe1+ -Bbxe2# Bbxe2+ -Bbxe3# Bbxe3+ -Bbxe4# Bbxe4+ -Bbxe5# Bbxe5+ -Bbxe6# Bbxe6+ -Bbxe7# Bbxe7+ -Bbxe8# Bbxe8+ -Bbxf1# Bbxf1+ -Bbxf2# Bbxf2+ -Bbxf3# Bbxf3+ -Bbxf4# Bbxf4+ -Bbxf5# Bbxf5+ -Bbxf6# Bbxf6+ -Bbxf7# Bbxf7+ -Bbxf8# Bbxf8+ -Bbxg1# Bbxg1+ -Bbxg2# Bbxg2+ -Bbxg3# Bbxg3+ -Bbxg6# Bbxg6+ -Bbxg7# Bbxg7+ -Bbxg8# Bbxg8+ -Bbxh2# Bbxh2+ -Bbxh7# Bbxh7+ -Bc1b2# Bc1b2+ -Bc1d2# Bc1d2+ -Bc1e3# Bc1e3+ -Bc1xb2 -Bc1xd2 -Bc1xe3 -Bc2b3# Bc2b3+ -Bc2d3# Bc2d3+ -Bc2e4# Bc2e4+ -Bc2xb3 -Bc2xd3 -Bc2xe4 -Bc3b2# Bc3b2+ -Bc3b4# -Bc3b4+ -Bc3d2# -Bc3d2+ -Bc3d4# -Bc3d4+ -Bc3e5# -Bc3e5+ -Bc3xb2 -Bc3xb4 -Bc3xd2 -Bc3xd4 -Bc3xe5 -Bc4b3# +Bc3b4+ +Bc3d2+ +Bc3d4+ +Bc3e5+ Bc4b3+ -Bc4b5# Bc4b5+ -Bc4d3# Bc4d3+ -Bc4d5# Bc4d5+ -Bc4e6# Bc4e6+ -Bc4xb3 -Bc4xb5 -Bc4xd3 -Bc4xd5 -Bc4xe6 -Bc5b4# Bc5b4+ -Bc5b6# Bc5b6+ -Bc5d4# Bc5d4+ -Bc5d6# Bc5d6+ -Bc5e3# Bc5e3+ -Bc5xb4 -Bc5xb6 -Bc5xd4 -Bc5xd6 -Bc5xe3 -Bc6b5# Bc6b5+ -Bc6b7# Bc6b7+ -Bc6d5# Bc6d5+ -Bc6d7# Bc6d7+ -Bc6e4# Bc6e4+ -Bc6xb5 -Bc6xb7 -Bc6xd5 -Bc6xd7 -Bc6xe4 -Bc7b6# Bc7b6+ -Bc7d6# Bc7d6+ -Bc7e5# Bc7e5+ -Bc7xb6 -Bc7xd6 -Bc7xe5 -Bc8b7# Bc8b7+ -Bc8d7# Bc8d7+ -Bc8e6# Bc8e6+ -Bc8xb7 -Bc8xd7 -Bc8xe6 -Bcxa2# Bcxa2+ -Bcxa3# Bcxa3+ -Bcxa4# Bcxa4+ -Bcxa5# Bcxa5+ -Bcxa6# Bcxa6+ -Bcxa7# Bcxa7+ -Bcxb1# Bcxb1+ -Bcxb2# Bcxb2+ -Bcxb3# Bcxb3+ -Bcxb4# Bcxb4+ -Bcxb5# Bcxb5+ -Bcxb6# Bcxb6+ -Bcxb7# Bcxb7+ -Bcxb8# Bcxb8+ -Bcxd1# Bcxd1+ -Bcxd2# Bcxd2+ -Bcxd3# Bcxd3+ -Bcxd4# Bcxd4+ -Bcxd5# Bcxd5+ -Bcxd6# Bcxd6+ -Bcxd7# Bcxd7+ -Bcxd8# Bcxd8+ -Bcxe1# Bcxe1+ -Bcxe2# Bcxe2+ -Bcxe3# Bcxe3+ -Bcxe4# Bcxe4+ -Bcxe5# Bcxe5+ -Bcxe6# Bcxe6+ -Bcxe7# Bcxe7+ -Bcxe8# Bcxe8+ -Bcxf1# Bcxf1+ -Bcxf2# Bcxf2+ -Bcxf3# Bcxf3+ -Bcxf4# Bcxf4+ -Bcxf5# Bcxf5+ -Bcxf6# Bcxf6+ -Bcxf7# Bcxf7+ -Bcxf8# Bcxf8+ -Bcxg1# Bcxg1+ -Bcxg2# Bcxg2+ -Bcxg3# Bcxg3+ -Bcxg4# Bcxg4+ -Bcxg5# Bcxg5+ -Bcxg6# Bcxg6+ -Bcxg7# Bcxg7+ -Bcxg8# Bcxg8+ -Bcxh2# Bcxh2+ -Bcxh3# Bcxh3+ -Bcxh6# Bcxh6+ -Bcxh7# Bcxh7+ -Bd1c2# Bd1c2+ -Bd1e2# Bd1e2+ -Bd1f3# Bd1f3+ -Bd1xc2 -Bd1xe2 -Bd1xf3 -Bd2c3# Bd2c3+ -Bd2e3# Bd2e3+ -Bd2f4# Bd2f4+ -Bd2xc3 -Bd2xe3 -Bd2xf4 -Bd3c2# Bd3c2+ -Bd3c4# Bd3c4+ -Bd3e2# Bd3e2+ -Bd3e4# Bd3e4+ -Bd3f5# Bd3f5+ -Bd3xc2 -Bd3xc4 -Bd3xe2 -Bd3xe4 -Bd3xf5 -Bd4c3# Bd4c3+ -Bd4c5# Bd4c5+ -Bd4e3# Bd4e3+ -Bd4e5# Bd4e5+ -Bd4f6# Bd4f6+ -Bd4xc3 -Bd4xc5 -Bd4xe3 -Bd4xe5 -Bd4xf6 -Bd5c4# Bd5c4+ -Bd5c6# Bd5c6+ -Bd5e4# Bd5e4+ -Bd5e6# Bd5e6+ -Bd5f3# Bd5f3+ -Bd5xc4 -Bd5xc6 -Bd5xe4 -Bd5xe6 -Bd5xf3 -Bd6c5# Bd6c5+ -Bd6c7# Bd6c7+ -Bd6e5# Bd6e5+ -Bd6e7# Bd6e7+ -Bd6f4# Bd6f4+ -Bd6xc5 -Bd6xc7 -Bd6xe5 -Bd6xe7 -Bd6xf4 -Bd7c6# Bd7c6+ -Bd7e6# Bd7e6+ -Bd7f5# Bd7f5+ -Bd7xc6 -Bd7xe6 -Bd7xf5 -Bd8c7# Bd8c7+ -Bd8e7# Bd8e7+ -Bd8f6# Bd8f6+ -Bd8xc7 -Bd8xe7 -Bd8xf6 -Bdxa2# Bdxa2+ -Bdxa3# Bdxa3+ -Bdxa4# Bdxa4+ -Bdxa5# Bdxa5+ -Bdxa6# Bdxa6+ -Bdxa7# Bdxa7+ -Bdxb1# Bdxb1+ -Bdxb2# Bdxb2+ -Bdxb3# Bdxb3+ -Bdxb4# Bdxb4+ -Bdxb5# Bdxb5+ -Bdxb6# Bdxb6+ -Bdxb7# Bdxb7+ -Bdxb8# Bdxb8+ -Bdxc1# Bdxc1+ -Bdxc2# Bdxc2+ -Bdxc3# Bdxc3+ -Bdxc4# Bdxc4+ -Bdxc5# Bdxc5+ -Bdxc6# Bdxc6+ -Bdxc7# Bdxc7+ -Bdxc8# Bdxc8+ -Bdxe1# Bdxe1+ -Bdxe2# Bdxe2+ -Bdxe3# Bdxe3+ -Bdxe4# Bdxe4+ -Bdxe5# Bdxe5+ -Bdxe6# Bdxe6+ -Bdxe7# Bdxe7+ -Bdxe8# Bdxe8+ -Bdxf1# Bdxf1+ -Bdxf2# Bdxf2+ -Bdxf3# Bdxf3+ -Bdxf4# Bdxf4+ -Bdxf5# Bdxf5+ -Bdxf6# Bdxf6+ -Bdxf7# Bdxf7+ -Bdxf8# Bdxf8+ -Bdxg1# Bdxg1+ -Bdxg2# Bdxg2+ -Bdxg3# Bdxg3+ -Bdxg4# Bdxg4+ -Bdxg5# Bdxg5+ -Bdxg6# Bdxg6+ -Bdxg7# Bdxg7+ -Bdxg8# Bdxg8+ -Bdxh2# Bdxh2+ -Bdxh3# Bdxh3+ -Bdxh4# Bdxh4+ -Bdxh5# Bdxh5+ -Bdxh6# Bdxh6+ -Bdxh7# Bdxh7+ -Be1c3# Be1c3+ -Be1d2# Be1d2+ -Be1f2# Be1f2+ -Be1xc3 -Be1xd2 -Be1xf2 -Be2c4# Be2c4+ -Be2d3# Be2d3+ -Be2f3# Be2f3+ -Be2xc4 -Be2xd3 -Be2xf3 -Be3c5# Be3c5+ -Be3d2# Be3d2+ -Be3d4# Be3d4+ -Be3f2# Be3f2+ -Be3f4# Be3f4+ -Be3xc5 -Be3xd2 -Be3xd4 -Be3xf2 -Be3xf4 -Be4c6# Be4c6+ -Be4d3# Be4d3+ -Be4d5# Be4d5+ -Be4f3# Be4f3+ -Be4f5# Be4f5+ -Be4xc6 -Be4xd3 -Be4xd5 -Be4xf3 -Be4xf5 -Be5c3# Be5c3+ -Be5d4# Be5d4+ -Be5d6# Be5d6+ -Be5f4# Be5f4+ -Be5f6# Be5f6+ -Be5xc3 -Be5xd4 -Be5xd6 -Be5xf4 -Be5xf6 -Be6c4# Be6c4+ -Be6d5# Be6d5+ -Be6d7# Be6d7+ -Be6f5# Be6f5+ -Be6f7# Be6f7+ -Be6xc4 -Be6xd5 -Be6xd7 -Be6xf5 -Be6xf7 -Be7c5# Be7c5+ -Be7d6# Be7d6+ -Be7f6# Be7f6+ -Be7xc5 -Be7xd6 -Be7xf6 -Be8c6# Be8c6+ -Be8d7# Be8d7+ -Be8f7# Be8f7+ -Be8xc6 -Be8xd7 -Be8xf7 -Bexa2# Bexa2+ -Bexa3# Bexa3+ -Bexa4# Bexa4+ -Bexa5# Bexa5+ -Bexa6# Bexa6+ -Bexa7# Bexa7+ -Bexb1# Bexb1+ -Bexb2# Bexb2+ -Bexb3# Bexb3+ -Bexb4# Bexb4+ -Bexb5# Bexb5+ -Bexb6# Bexb6+ -Bexb7# Bexb7+ -Bexb8# Bexb8+ -Bexc1# Bexc1+ -Bexc2# Bexc2+ -Bexc3# Bexc3+ -Bexc4# Bexc4+ -Bexc5# Bexc5+ -Bexc6# Bexc6+ -Bexc7# Bexc7+ -Bexc8# Bexc8+ -Bexd1# Bexd1+ -Bexd2# Bexd2+ -Bexd3# Bexd3+ -Bexd4# Bexd4+ -Bexd5# Bexd5+ -Bexd6# Bexd6+ -Bexd7# Bexd7+ -Bexd8# Bexd8+ -Bexf1# Bexf1+ -Bexf2# Bexf2+ -Bexf3# Bexf3+ -Bexf4# Bexf4+ -Bexf5# Bexf5+ -Bexf6# Bexf6+ -Bexf7# Bexf7+ -Bexf8# Bexf8+ -Bexg1# Bexg1+ -Bexg2# Bexg2+ -Bexg3# Bexg3+ -Bexg4# Bexg4+ -Bexg5# Bexg5+ -Bexg6# Bexg6+ -Bexg7# Bexg7+ -Bexg8# Bexg8+ -Bexh2# Bexh2+ -Bexh3# Bexh3+ -Bexh4# Bexh4+ -Bexh5# Bexh5+ -Bexh6# Bexh6+ -Bexh7# Bexh7+ -Bf1d3# Bf1d3+ -Bf1e2# Bf1e2+ -Bf1g2# Bf1g2+ -Bf1xd3 -Bf1xe2 -Bf1xg2 -Bf2d4# Bf2d4+ -Bf2e3# Bf2e3+ -Bf2g3# Bf2g3+ -Bf2xd4 -Bf2xe3 -Bf2xg3 -Bf3d5# Bf3d5+ -Bf3e2# Bf3e2+ -Bf3e4# Bf3e4+ -Bf3g2# Bf3g2+ -Bf3g4# Bf3g4+ -Bf3xd5 -Bf3xe2 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R1xa2+ -R1xa3# R1xa3+ -R1xa4# R1xa4+ -R1xa5# R1xa5+ -R1xa6# R1xa6+ -R1xa7# R1xa7+ -R1xb2# R1xb2+ -R1xb3# R1xb3+ -R1xb4# R1xb4+ -R1xb5# R1xb5+ -R1xb6# R1xb6+ -R1xb7# R1xb7+ -R1xc2# R1xc2+ -R1xc3# R1xc3+ -R1xc4# R1xc4+ -R1xc5# R1xc5+ -R1xc6# R1xc6+ -R1xc7# R1xc7+ -R1xd2# R1xd2+ -R1xd3# R1xd3+ -R1xd4# R1xd4+ -R1xd5# R1xd5+ -R1xd6# R1xd6+ -R1xd7# R1xd7+ -R1xe2# R1xe2+ -R1xe3# R1xe3+ -R1xe4# R1xe4+ -R1xe5# R1xe5+ -R1xe6# R1xe6+ -R1xe7# R1xe7+ -R1xf2# R1xf2+ -R1xf3# R1xf3+ -R1xf4# R1xf4+ -R1xf5# R1xf5+ -R1xf6# R1xf6+ -R1xf7# R1xf7+ -R1xg2# R1xg2+ -R1xg3# R1xg3+ -R1xg4# R1xg4+ -R1xg5# R1xg5+ -R1xg6# R1xg6+ -R1xg7# R1xg7+ -R1xh2# R1xh2+ -R1xh3# R1xh3+ -R1xh4# R1xh4+ -R1xh5# R1xh5+ -R1xh6# R1xh6+ -R1xh7# R1xh7+ -R2xa3# R2xa3+ -R2xa4# R2xa4+ -R2xa5# R2xa5+ -R2xa6# R2xa6+ -R2xa7# R2xa7+ -R2xb3# R2xb3+ -R2xb4# R2xb4+ -R2xb5# R2xb5+ -R2xb6# R2xb6+ -R2xb7# R2xb7+ -R2xc3# R2xc3+ -R2xc4# R2xc4+ -R2xc5# R2xc5+ -R2xc6# R2xc6+ -R2xc7# R2xc7+ -R2xd3# R2xd3+ -R2xd4# R2xd4+ -R2xd5# R2xd5+ -R2xd6# R2xd6+ -R2xd7# R2xd7+ -R2xe3# R2xe3+ -R2xe4# R2xe4+ -R2xe5# R2xe5+ -R2xe6# R2xe6+ -R2xe7# R2xe7+ -R2xf3# R2xf3+ -R2xf4# R2xf4+ -R2xf5# R2xf5+ -R2xf6# R2xf6+ -R2xf7# R2xf7+ -R2xg3# R2xg3+ -R2xg4# R2xg4+ -R2xg5# R2xg5+ -R2xg6# R2xg6+ -R2xg7# R2xg7+ -R2xh3# R2xh3+ -R2xh4# R2xh4+ -R2xh5# R2xh5+ -R2xh6# R2xh6+ -R2xh7# R2xh7+ -R3xa2# R3xa2+ -R3xa4# R3xa4+ -R3xa5# R3xa5+ -R3xa6# R3xa6+ -R3xa7# R3xa7+ -R3xb2# R3xb2+ -R3xb4# R3xb4+ -R3xb5# R3xb5+ -R3xb6# R3xb6+ -R3xb7# R3xb7+ -R3xc2# R3xc2+ -R3xc4# R3xc4+ -R3xc5# R3xc5+ -R3xc6# R3xc6+ -R3xc7# R3xc7+ -R3xd2# R3xd2+ -R3xd4# R3xd4+ -R3xd5# R3xd5+ -R3xd6# R3xd6+ -R3xd7# R3xd7+ -R3xe2# R3xe2+ -R3xe4# R3xe4+ -R3xe5# R3xe5+ -R3xe6# R3xe6+ -R3xe7# R3xe7+ -R3xf2# R3xf2+ -R3xf4# R3xf4+ -R3xf5# R3xf5+ -R3xf6# R3xf6+ -R3xf7# R3xf7+ -R3xg2# R3xg2+ -R3xg4# R3xg4+ -R3xg5# R3xg5+ -R3xg6# R3xg6+ -R3xg7# R3xg7+ -R3xh2# R3xh2+ -R3xh4# R3xh4+ -R3xh5# R3xh5+ -R3xh6# R3xh6+ -R3xh7# R3xh7+ -R4xa2# R4xa2+ -R4xa3# R4xa3+ -R4xa5# R4xa5+ -R4xa6# R4xa6+ -R4xa7# R4xa7+ -R4xb2# R4xb2+ -R4xb3# R4xb3+ -R4xb5# R4xb5+ -R4xb6# R4xb6+ -R4xb7# R4xb7+ -R4xc2# R4xc2+ -R4xc3# R4xc3+ -R4xc5# R4xc5+ -R4xc6# R4xc6+ -R4xc7# R4xc7+ -R4xd2# R4xd2+ -R4xd3# R4xd3+ -R4xd5# R4xd5+ -R4xd6# R4xd6+ -R4xd7# R4xd7+ -R4xe2# R4xe2+ -R4xe3# R4xe3+ -R4xe5# R4xe5+ -R4xe6# R4xe6+ -R4xe7# R4xe7+ -R4xf2# R4xf2+ -R4xf3# R4xf3+ -R4xf5# R4xf5+ -R4xf6# R4xf6+ -R4xf7# R4xf7+ -R4xg2# R4xg2+ -R4xg3# R4xg3+ -R4xg5# R4xg5+ -R4xg6# R4xg6+ -R4xg7# R4xg7+ -R4xh2# R4xh2+ -R4xh3# R4xh3+ -R4xh5# R4xh5+ -R4xh6# R4xh6+ -R4xh7# R4xh7+ -R5xa2# R5xa2+ -R5xa3# R5xa3+ -R5xa4# R5xa4+ -R5xa6# R5xa6+ -R5xa7# R5xa7+ -R5xb2# R5xb2+ -R5xb3# R5xb3+ -R5xb4# R5xb4+ -R5xb6# R5xb6+ -R5xb7# R5xb7+ -R5xc2# R5xc2+ -R5xc3# R5xc3+ -R5xc4# R5xc4+ -R5xc6# R5xc6+ -R5xc7# R5xc7+ -R5xd2# R5xd2+ -R5xd3# R5xd3+ -R5xd4# R5xd4+ -R5xd6# R5xd6+ -R5xd7# R5xd7+ -R5xe2# R5xe2+ -R5xe3# R5xe3+ -R5xe4# R5xe4+ -R5xe6# R5xe6+ -R5xe7# R5xe7+ -R5xf2# R5xf2+ -R5xf3# R5xf3+ -R5xf4# R5xf4+ -R5xf6# R5xf6+ -R5xf7# R5xf7+ -R5xg2# R5xg2+ -R5xg3# R5xg3+ -R5xg4# R5xg4+ -R5xg6# R5xg6+ -R5xg7# R5xg7+ -R5xh2# R5xh2+ -R5xh3# R5xh3+ -R5xh4# R5xh4+ -R5xh6# R5xh6+ -R5xh7# R5xh7+ -R6xa2# R6xa2+ -R6xa3# R6xa3+ -R6xa4# R6xa4+ -R6xa5# R6xa5+ -R6xa7# R6xa7+ -R6xb2# R6xb2+ -R6xb3# R6xb3+ -R6xb4# R6xb4+ -R6xb5# R6xb5+ -R6xb7# R6xb7+ -R6xc2# R6xc2+ -R6xc3# R6xc3+ -R6xc4# R6xc4+ -R6xc5# R6xc5+ -R6xc7# R6xc7+ -R6xd2# R6xd2+ -R6xd3# R6xd3+ -R6xd4# R6xd4+ -R6xd5# R6xd5+ -R6xd7# R6xd7+ -R6xe2# R6xe2+ -R6xe3# R6xe3+ -R6xe4# R6xe4+ -R6xe5# R6xe5+ -R6xe7# R6xe7+ -R6xf2# R6xf2+ -R6xf3# R6xf3+ -R6xf4# R6xf4+ -R6xf5# R6xf5+ -R6xf7# R6xf7+ -R6xg2# R6xg2+ -R6xg3# R6xg3+ -R6xg4# R6xg4+ -R6xg5# R6xg5+ -R6xg7# R6xg7+ -R6xh2# R6xh2+ -R6xh3# R6xh3+ -R6xh4# R6xh4+ -R6xh5# R6xh5+ -R6xh7# R6xh7+ -R7xa2# R7xa2+ -R7xa3# R7xa3+ -R7xa4# R7xa4+ -R7xa5# R7xa5+ -R7xa6# R7xa6+ -R7xb2# R7xb2+ -R7xb3# R7xb3+ -R7xb4# R7xb4+ -R7xb5# R7xb5+ -R7xb6# R7xb6+ -R7xc2# R7xc2+ -R7xc3# R7xc3+ -R7xc4# R7xc4+ -R7xc5# R7xc5+ -R7xc6# R7xc6+ -R7xd2# R7xd2+ -R7xd3# R7xd3+ -R7xd4# R7xd4+ -R7xd5# R7xd5+ -R7xd6# R7xd6+ -R7xe2# R7xe2+ -R7xe3# R7xe3+ -R7xe4# R7xe4+ -R7xe5# R7xe5+ -R7xe6# R7xe6+ -R7xf2# R7xf2+ -R7xf3# R7xf3+ -R7xf4# R7xf4+ -R7xf5# R7xf5+ -R7xf6# R7xf6+ -R7xg2# R7xg2+ -R7xg3# R7xg3+ -R7xg4# R7xg4+ -R7xg5# R7xg5+ -R7xg6# R7xg6+ -R7xh2# R7xh2+ -R7xh3# R7xh3+ -R7xh4# R7xh4+ -R7xh5# R7xh5+ -R7xh6# R7xh6+ -R8xa2# R8xa2+ -R8xa3# R8xa3+ -R8xa4# R8xa4+ -R8xa5# R8xa5+ -R8xa6# R8xa6+ -R8xa7# R8xa7+ -R8xb2# R8xb2+ -R8xb3# R8xb3+ -R8xb4# R8xb4+ -R8xb5# R8xb5+ -R8xb6# R8xb6+ -R8xb7# R8xb7+ -R8xc2# R8xc2+ -R8xc3# R8xc3+ -R8xc4# R8xc4+ -R8xc5# R8xc5+ -R8xc6# R8xc6+ -R8xc7# R8xc7+ -R8xd2# R8xd2+ -R8xd3# R8xd3+ -R8xd4# R8xd4+ -R8xd5# R8xd5+ -R8xd6# R8xd6+ -R8xd7# R8xd7+ -R8xe2# R8xe2+ -R8xe3# R8xe3+ -R8xe4# R8xe4+ -R8xe5# R8xe5+ -R8xe6# R8xe6+ -R8xe7# R8xe7+ -R8xf2# R8xf2+ -R8xf3# R8xf3+ -R8xf4# R8xf4+ -R8xf5# R8xf5+ -R8xf6# R8xf6+ -R8xf7# R8xf7+ -R8xg2# R8xg2+ -R8xg3# R8xg3+ -R8xg4# R8xg4+ -R8xg5# R8xg5+ -R8xg6# R8xg6+ -R8xg7# R8xg7+ -R8xh2# R8xh2+ -R8xh3# R8xh3+ -R8xh4# R8xh4+ -R8xh5# R8xh5+ -R8xh6# R8xh6+ -R8xh7# R8xh7+ -Raxa1# Raxa1+ -Raxa2# Raxa2+ -Raxa3# Raxa3+ -Raxa4# Raxa4+ -Raxa5# Raxa5+ -Raxa6# Raxa6+ -Raxa7# Raxa7+ -Raxa8# Raxa8+ -Raxb1# Raxb1+ -Raxb2# Raxb2+ -Raxb3# Raxb3+ -Raxb4# Raxb4+ -Raxb5# Raxb5+ -Raxb6# Raxb6+ -Raxb7# Raxb7+ -Raxb8# Raxb8+ -Raxc1# Raxc1+ -Raxc2# Raxc2+ -Raxc3# Raxc3+ -Raxc4# Raxc4+ -Raxc5# Raxc5+ -Raxc6# Raxc6+ -Raxc7# Raxc7+ -Raxc8# Raxc8+ -Raxd1# Raxd1+ -Raxd2# Raxd2+ -Raxd3# Raxd3+ -Raxd4# Raxd4+ -Raxd5# Raxd5+ -Raxd6# Raxd6+ -Raxd7# Raxd7+ -Raxd8# Raxd8+ -Raxe1# Raxe1+ -Raxe2# Raxe2+ -Raxe3# Raxe3+ -Raxe4# Raxe4+ -Raxe5# Raxe5+ -Raxe6# Raxe6+ -Raxe7# Raxe7+ -Raxe8# Raxe8+ -Raxf1# Raxf1+ -Raxf2# Raxf2+ -Raxf3# Raxf3+ -Raxf4# Raxf4+ -Raxf5# Raxf5+ -Raxf6# Raxf6+ -Raxf7# Raxf7+ -Raxf8# Raxf8+ -Raxg1# Raxg1+ -Raxg2# Raxg2+ -Raxg3# Raxg3+ -Raxg4# Raxg4+ -Raxg5# Raxg5+ -Raxg6# Raxg6+ -Raxg7# Raxg7+ -Raxg8# Raxg8+ -Raxh1# Raxh1+ -Raxh2# Raxh2+ -Raxh3# Raxh3+ -Raxh4# Raxh4+ -Raxh5# Raxh5+ -Raxh6# Raxh6+ -Raxh7# Raxh7+ -Raxh8# Raxh8+ -Rbxa1# Rbxa1+ -Rbxa2# Rbxa2+ -Rbxa3# Rbxa3+ -Rbxa4# Rbxa4+ -Rbxa5# Rbxa5+ -Rbxa6# Rbxa6+ -Rbxa7# Rbxa7+ -Rbxa8# Rbxa8+ -Rbxb1# Rbxb1+ -Rbxb2# Rbxb2+ -Rbxb3# Rbxb3+ -Rbxb4# Rbxb4+ -Rbxb5# Rbxb5+ -Rbxb6# Rbxb6+ -Rbxb7# Rbxb7+ -Rbxb8# Rbxb8+ -Rbxc1# Rbxc1+ -Rbxc2# Rbxc2+ -Rbxc3# Rbxc3+ -Rbxc4# Rbxc4+ -Rbxc5# Rbxc5+ -Rbxc6# Rbxc6+ -Rbxc7# Rbxc7+ -Rbxc8# Rbxc8+ -Rbxd1# Rbxd1+ -Rbxd2# Rbxd2+ -Rbxd3# Rbxd3+ -Rbxd4# Rbxd4+ -Rbxd5# Rbxd5+ -Rbxd6# Rbxd6+ -Rbxd7# Rbxd7+ -Rbxd8# Rbxd8+ -Rbxe1# Rbxe1+ -Rbxe2# Rbxe2+ -Rbxe3# Rbxe3+ -Rbxe4# Rbxe4+ -Rbxe5# Rbxe5+ -Rbxe6# Rbxe6+ -Rbxe7# Rbxe7+ -Rbxe8# Rbxe8+ -Rbxf1# Rbxf1+ -Rbxf2# Rbxf2+ -Rbxf3# Rbxf3+ -Rbxf4# Rbxf4+ -Rbxf5# Rbxf5+ -Rbxf6# Rbxf6+ -Rbxf7# Rbxf7+ -Rbxf8# Rbxf8+ -Rbxg1# Rbxg1+ -Rbxg2# Rbxg2+ -Rbxg3# Rbxg3+ -Rbxg4# Rbxg4+ -Rbxg5# Rbxg5+ -Rbxg6# Rbxg6+ -Rbxg7# Rbxg7+ -Rbxg8# Rbxg8+ -Rbxh1# Rbxh1+ -Rbxh2# Rbxh2+ -Rbxh3# Rbxh3+ -Rbxh4# Rbxh4+ -Rbxh5# Rbxh5+ -Rbxh6# Rbxh6+ -Rbxh7# Rbxh7+ -Rbxh8# Rbxh8+ -Rcxa1# Rcxa1+ -Rcxa2# Rcxa2+ -Rcxa3# Rcxa3+ -Rcxa4# Rcxa4+ -Rcxa5# Rcxa5+ -Rcxa6# Rcxa6+ -Rcxa7# Rcxa7+ -Rcxa8# Rcxa8+ -Rcxb1# Rcxb1+ -Rcxb2# Rcxb2+ -Rcxb3# Rcxb3+ -Rcxb4# Rcxb4+ -Rcxb5# Rcxb5+ -Rcxb6# Rcxb6+ -Rcxb7# Rcxb7+ -Rcxb8# Rcxb8+ -Rcxc1# Rcxc1+ -Rcxc2# Rcxc2+ -Rcxc3# Rcxc3+ -Rcxc4# Rcxc4+ -Rcxc5# Rcxc5+ -Rcxc6# Rcxc6+ -Rcxc7# Rcxc7+ -Rcxc8# Rcxc8+ -Rcxd1# Rcxd1+ -Rcxd2# Rcxd2+ -Rcxd3# Rcxd3+ -Rcxd4# Rcxd4+ -Rcxd5# Rcxd5+ -Rcxd6# Rcxd6+ -Rcxd7# Rcxd7+ -Rcxd8# Rcxd8+ -Rcxe1# Rcxe1+ -Rcxe2# Rcxe2+ -Rcxe3# Rcxe3+ -Rcxe4# Rcxe4+ -Rcxe5# Rcxe5+ -Rcxe6# Rcxe6+ -Rcxe7# Rcxe7+ -Rcxe8# Rcxe8+ -Rcxf1# Rcxf1+ -Rcxf2# Rcxf2+ -Rcxf3# Rcxf3+ -Rcxf4# Rcxf4+ -Rcxf5# Rcxf5+ -Rcxf6# Rcxf6+ -Rcxf7# Rcxf7+ -Rcxf8# Rcxf8+ -Rcxg1# Rcxg1+ -Rcxg2# Rcxg2+ -Rcxg3# Rcxg3+ -Rcxg4# Rcxg4+ -Rcxg5# Rcxg5+ -Rcxg6# Rcxg6+ -Rcxg7# Rcxg7+ -Rcxg8# Rcxg8+ -Rcxh1# Rcxh1+ -Rcxh2# Rcxh2+ -Rcxh3# Rcxh3+ -Rcxh4# Rcxh4+ -Rcxh5# Rcxh5+ -Rcxh6# Rcxh6+ -Rcxh7# Rcxh7+ -Rcxh8# Rcxh8+ -Rdxa1# Rdxa1+ -Rdxa2# Rdxa2+ -Rdxa3# Rdxa3+ -Rdxa4# Rdxa4+ -Rdxa5# Rdxa5+ -Rdxa6# Rdxa6+ -Rdxa7# Rdxa7+ -Rdxa8# Rdxa8+ -Rdxb1# Rdxb1+ -Rdxb2# Rdxb2+ -Rdxb3# Rdxb3+ -Rdxb4# Rdxb4+ -Rdxb5# Rdxb5+ -Rdxb6# Rdxb6+ -Rdxb7# Rdxb7+ -Rdxb8# Rdxb8+ -Rdxc1# Rdxc1+ -Rdxc2# Rdxc2+ -Rdxc3# Rdxc3+ -Rdxc4# Rdxc4+ -Rdxc5# Rdxc5+ -Rdxc6# Rdxc6+ -Rdxc7# Rdxc7+ -Rdxc8# Rdxc8+ -Rdxd1# Rdxd1+ -Rdxd2# Rdxd2+ -Rdxd3# Rdxd3+ -Rdxd4# Rdxd4+ -Rdxd5# Rdxd5+ -Rdxd6# Rdxd6+ -Rdxd7# Rdxd7+ -Rdxd8# Rdxd8+ -Rdxe1# Rdxe1+ -Rdxe2# Rdxe2+ -Rdxe3# Rdxe3+ -Rdxe4# Rdxe4+ -Rdxe5# Rdxe5+ -Rdxe6# Rdxe6+ -Rdxe7# Rdxe7+ -Rdxe8# Rdxe8+ -Rdxf1# Rdxf1+ -Rdxf2# Rdxf2+ -Rdxf3# Rdxf3+ -Rdxf4# Rdxf4+ -Rdxf5# Rdxf5+ -Rdxf6# Rdxf6+ -Rdxf7# Rdxf7+ -Rdxf8# Rdxf8+ -Rdxg1# Rdxg1+ -Rdxg2# Rdxg2+ -Rdxg3# Rdxg3+ -Rdxg4# Rdxg4+ -Rdxg5# Rdxg5+ -Rdxg6# Rdxg6+ -Rdxg7# Rdxg7+ -Rdxg8# Rdxg8+ -Rdxh1# Rdxh1+ -Rdxh2# Rdxh2+ -Rdxh3# Rdxh3+ -Rdxh4# Rdxh4+ -Rdxh5# Rdxh5+ -Rdxh6# Rdxh6+ -Rdxh7# Rdxh7+ -Rdxh8# Rdxh8+ -Rexa1# Rexa1+ -Rexa2# Rexa2+ -Rexa3# Rexa3+ -Rexa4# Rexa4+ -Rexa5# Rexa5+ -Rexa6# Rexa6+ -Rexa7# Rexa7+ -Rexa8# Rexa8+ -Rexb1# Rexb1+ -Rexb2# Rexb2+ -Rexb3# Rexb3+ -Rexb4# Rexb4+ -Rexb5# Rexb5+ -Rexb6# Rexb6+ -Rexb7# Rexb7+ -Rexb8# Rexb8+ -Rexc1# Rexc1+ -Rexc2# Rexc2+ -Rexc3# Rexc3+ -Rexc4# Rexc4+ -Rexc5# Rexc5+ -Rexc6# Rexc6+ -Rexc7# Rexc7+ -Rexc8# Rexc8+ -Rexd1# Rexd1+ -Rexd2# Rexd2+ -Rexd3# Rexd3+ -Rexd4# Rexd4+ -Rexd5# Rexd5+ -Rexd6# Rexd6+ -Rexd7# Rexd7+ -Rexd8# Rexd8+ -Rexe1# Rexe1+ -Rexe2# Rexe2+ -Rexe3# Rexe3+ -Rexe4# Rexe4+ -Rexe5# Rexe5+ -Rexe6# Rexe6+ -Rexe7# Rexe7+ -Rexe8# Rexe8+ -Rexf1# Rexf1+ -Rexf2# Rexf2+ -Rexf3# Rexf3+ -Rexf4# Rexf4+ -Rexf5# Rexf5+ -Rexf6# Rexf6+ -Rexf7# Rexf7+ -Rexf8# Rexf8+ -Rexg1# Rexg1+ -Rexg2# Rexg2+ -Rexg3# Rexg3+ -Rexg4# Rexg4+ -Rexg5# Rexg5+ -Rexg6# Rexg6+ -Rexg7# Rexg7+ -Rexg8# Rexg8+ -Rexh1# Rexh1+ -Rexh2# Rexh2+ -Rexh3# Rexh3+ -Rexh4# Rexh4+ -Rexh5# Rexh5+ -Rexh6# Rexh6+ -Rexh7# Rexh7+ -Rexh8# Rexh8+ -Rfxa1# Rfxa1+ -Rfxa2# Rfxa2+ -Rfxa3# Rfxa3+ -Rfxa4# Rfxa4+ -Rfxa5# Rfxa5+ -Rfxa6# Rfxa6+ -Rfxa7# Rfxa7+ -Rfxa8# Rfxa8+ -Rfxb1# Rfxb1+ -Rfxb2# Rfxb2+ -Rfxb3# Rfxb3+ -Rfxb4# Rfxb4+ -Rfxb5# Rfxb5+ -Rfxb6# Rfxb6+ -Rfxb7# Rfxb7+ -Rfxb8# Rfxb8+ -Rfxc1# Rfxc1+ -Rfxc2# Rfxc2+ -Rfxc3# Rfxc3+ -Rfxc4# Rfxc4+ -Rfxc5# Rfxc5+ -Rfxc6# Rfxc6+ -Rfxc7# Rfxc7+ -Rfxc8# Rfxc8+ -Rfxd1# Rfxd1+ -Rfxd2# Rfxd2+ -Rfxd3# Rfxd3+ -Rfxd4# Rfxd4+ -Rfxd5# Rfxd5+ -Rfxd6# Rfxd6+ -Rfxd7# Rfxd7+ -Rfxd8# Rfxd8+ -Rfxe1# Rfxe1+ -Rfxe2# Rfxe2+ -Rfxe3# Rfxe3+ -Rfxe4# Rfxe4+ -Rfxe5# Rfxe5+ -Rfxe6# Rfxe6+ -Rfxe7# Rfxe7+ -Rfxe8# Rfxe8+ -Rfxf1# Rfxf1+ -Rfxf2# Rfxf2+ -Rfxf3# Rfxf3+ -Rfxf4# Rfxf4+ -Rfxf5# Rfxf5+ -Rfxf6# Rfxf6+ -Rfxf7# Rfxf7+ -Rfxf8# Rfxf8+ -Rfxg1# Rfxg1+ -Rfxg2# Rfxg2+ -Rfxg3# Rfxg3+ -Rfxg4# Rfxg4+ -Rfxg5# Rfxg5+ -Rfxg6# Rfxg6+ -Rfxg7# Rfxg7+ -Rfxg8# Rfxg8+ -Rfxh1# Rfxh1+ -Rfxh2# Rfxh2+ -Rfxh3# Rfxh3+ -Rfxh4# Rfxh4+ -Rfxh5# Rfxh5+ -Rfxh6# Rfxh6+ -Rfxh7# Rfxh7+ -Rfxh8# Rfxh8+ -Rgxa1# Rgxa1+ -Rgxa2# Rgxa2+ -Rgxa3# Rgxa3+ -Rgxa4# Rgxa4+ -Rgxa5# Rgxa5+ -Rgxa6# Rgxa6+ -Rgxa7# Rgxa7+ -Rgxa8# Rgxa8+ -Rgxb1# Rgxb1+ -Rgxb2# Rgxb2+ -Rgxb3# Rgxb3+ -Rgxb4# Rgxb4+ -Rgxb5# Rgxb5+ -Rgxb6# Rgxb6+ -Rgxb7# Rgxb7+ -Rgxb8# Rgxb8+ -Rgxc1# Rgxc1+ -Rgxc2# Rgxc2+ -Rgxc3# Rgxc3+ -Rgxc4# Rgxc4+ -Rgxc5# Rgxc5+ -Rgxc6# Rgxc6+ -Rgxc7# Rgxc7+ -Rgxc8# Rgxc8+ -Rgxd1# Rgxd1+ -Rgxd2# Rgxd2+ -Rgxd3# Rgxd3+ -Rgxd4# Rgxd4+ -Rgxd5# Rgxd5+ -Rgxd6# Rgxd6+ -Rgxd7# Rgxd7+ -Rgxd8# Rgxd8+ -Rgxe1# Rgxe1+ -Rgxe2# Rgxe2+ -Rgxe3# Rgxe3+ -Rgxe4# Rgxe4+ -Rgxe5# Rgxe5+ -Rgxe6# Rgxe6+ -Rgxe7# Rgxe7+ -Rgxe8# Rgxe8+ -Rgxf1# Rgxf1+ -Rgxf2# Rgxf2+ -Rgxf3# Rgxf3+ -Rgxf4# Rgxf4+ -Rgxf5# Rgxf5+ -Rgxf6# Rgxf6+ -Rgxf7# Rgxf7+ -Rgxf8# Rgxf8+ -Rgxg1# Rgxg1+ -Rgxg2# Rgxg2+ -Rgxg3# Rgxg3+ -Rgxg4# Rgxg4+ -Rgxg5# Rgxg5+ -Rgxg6# Rgxg6+ -Rgxg7# Rgxg7+ -Rgxg8# Rgxg8+ -Rgxh1# Rgxh1+ -Rgxh2# Rgxh2+ -Rgxh3# Rgxh3+ -Rgxh4# Rgxh4+ -Rgxh5# Rgxh5+ -Rgxh6# Rgxh6+ -Rgxh7# Rgxh7+ -Rgxh8# Rgxh8+ -Rhxa1# Rhxa1+ -Rhxa2# Rhxa2+ -Rhxa3# Rhxa3+ -Rhxa4# Rhxa4+ -Rhxa5# Rhxa5+ -Rhxa6# Rhxa6+ -Rhxa7# Rhxa7+ -Rhxa8# Rhxa8+ -Rhxb1# Rhxb1+ -Rhxb2# Rhxb2+ -Rhxb3# Rhxb3+ -Rhxb4# Rhxb4+ -Rhxb5# Rhxb5+ -Rhxb6# Rhxb6+ -Rhxb7# Rhxb7+ -Rhxb8# Rhxb8+ -Rhxc1# Rhxc1+ -Rhxc2# Rhxc2+ -Rhxc3# Rhxc3+ -Rhxc4# Rhxc4+ -Rhxc5# Rhxc5+ -Rhxc6# Rhxc6+ -Rhxc7# Rhxc7+ -Rhxc8# Rhxc8+ -Rhxd1# Rhxd1+ -Rhxd2# Rhxd2+ -Rhxd3# Rhxd3+ -Rhxd4# Rhxd4+ -Rhxd5# Rhxd5+ -Rhxd6# Rhxd6+ -Rhxd7# Rhxd7+ -Rhxd8# Rhxd8+ -Rhxe1# Rhxe1+ -Rhxe2# Rhxe2+ -Rhxe3# Rhxe3+ -Rhxe4# Rhxe4+ -Rhxe5# Rhxe5+ -Rhxe6# Rhxe6+ -Rhxe7# Rhxe7+ -Rhxe8# Rhxe8+ -Rhxf1# Rhxf1+ -Rhxf2# Rhxf2+ -Rhxf3# Rhxf3+ -Rhxf4# Rhxf4+ -Rhxf5# Rhxf5+ -Rhxf6# Rhxf6+ -Rhxf7# Rhxf7+ -Rhxf8# Rhxf8+ -Rhxg1# Rhxg1+ -Rhxg2# Rhxg2+ -Rhxg3# Rhxg3+ -Rhxg4# Rhxg4+ -Rhxg5# Rhxg5+ -Rhxg6# Rhxg6+ -Rhxg7# Rhxg7+ -Rhxg8# Rhxg8+ -Rhxh1# Rhxh1+ -Rhxh2# Rhxh2+ -Rhxh3# Rhxh3+ -Rhxh4# Rhxh4+ -Rhxh5# Rhxh5+ -Rhxh6# Rhxh6+ -Rhxh7# Rhxh7+ -Rhxh8# Rhxh8+ -axb1=B -axb1=N -axb1=Q -axb1=R -axb8=B -axb8=N -axb8=Q -axb8=R -bxa1=B -bxa1=N -bxa1=Q -bxa1=R -bxa8=B -bxa8=N -bxa8=Q -bxa8=R -bxc1=B -bxc1=N -bxc1=Q -bxc1=R -bxc8=B -bxc8=N -bxc8=Q -bxc8=R -cxb1=B -cxb1=N -cxb1=Q -cxb1=R -cxb8=B -cxb8=N -cxb8=Q -cxb8=R -cxd1=B -cxd1=N -cxd1=Q -cxd1=R -cxd8=B -cxd8=N -cxd8=Q -cxd8=R -dxc1=B -dxc1=N -dxc1=Q -dxc1=R -dxc8=B -dxc8=N -dxc8=Q -dxc8=R -dxe1=B -dxe1=N -dxe1=Q -dxe1=R -dxe8=B -dxe8=N -dxe8=Q -dxe8=R -exd1=B -exd1=N -exd1=Q -exd1=R -exd8=B -exd8=N -exd8=Q -exd8=R -exf1=B -exf1=N -exf1=Q -exf1=R -exf8=B -exf8=N -exf8=Q -exf8=R -fxe1=B -fxe1=N -fxe1=Q -fxe1=R -fxe8=B -fxe8=N -fxe8=Q -fxe8=R -fxg1=B -fxg1=N -fxg1=Q -fxg1=R -fxg8=B -fxg8=N -fxg8=Q -fxg8=R -gxf1=B -gxf1=N -gxf1=Q -gxf1=R -gxf8=B -gxf8=N -gxf8=Q -gxf8=R -gxh1=B -gxh1=N -gxh1=Q -gxh1=R -gxh8=B -gxh8=N -gxh8=Q -gxh8=R -hxg1=B -hxg1=N -hxg1=Q -hxg1=R -hxg8=B -hxg8=N -hxg8=Q -hxg8=R +Ba1xb2+ +Ba1xc3+ +Ba1xd4+ +Ba2xb3+ +Ba2xc4+ +Ba2xd5+ +Ba3xb2+ +Ba3xb4+ +Ba3xc5+ +Ba4xb3+ +Ba4xb5+ +Ba4xc6+ +Ba5xb4+ +Ba5xb6+ +Ba5xc3+ +Ba6xb5+ +Ba6xb7+ +Ba6xc4+ +Ba7xb6+ +Ba7xc5+ +Ba7xd4+ +Ba8xb7+ +Ba8xc6+ +Ba8xd5+ +Bb1xc2+ +Bb1xd3+ +Bb1xe4+ +Bb2xc3+ +Bb2xd4+ +Bb2xe5+ +Bb3xc2+ +Bb3xc4+ +Bb3xd5+ +Bb4xc3+ +Bb4xc5+ +Bb4xd6+ +Bb5xc4+ +Bb5xc6+ +Bb5xd3+ +Bb6xc5+ 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+Rgxf3# +Rgxf4# +Rgxf5# +Rgxf6# +Rgxf7# +Rgxf8# +Rgxg1# +Rgxg2# +Rgxg3# +Rgxg4# +Rgxg5# +Rgxg6# +Rgxg7# +Rgxg8# +Rgxh1# +Rgxh2# +Rgxh3# +Rgxh4# +Rgxh5# +Rgxh6# +Rgxh7# +Rgxh8# +Rhxa1# +Rhxa2# +Rhxa3# +Rhxa4# +Rhxa5# +Rhxa6# +Rhxa7# +Rhxa8# +Rhxb1# +Rhxb2# +Rhxb3# +Rhxb4# +Rhxb5# +Rhxb6# +Rhxb7# +Rhxb8# +Rhxc1# +Rhxc2# +Rhxc3# +Rhxc4# +Rhxc5# +Rhxc6# +Rhxc7# +Rhxc8# +Rhxd1# +Rhxd2# +Rhxd3# +Rhxd4# +Rhxd5# +Rhxd6# +Rhxd7# +Rhxd8# +Rhxe1# +Rhxe2# +Rhxe3# +Rhxe4# +Rhxe5# +Rhxe6# +Rhxe7# +Rhxe8# +Rhxf1# +Rhxf2# +Rhxf3# +Rhxf4# +Rhxf5# +Rhxf6# +Rhxf7# +Rhxf8# +Rhxg1# +Rhxg2# +Rhxg3# +Rhxg4# +Rhxg5# +Rhxg6# +Rhxg7# +Rhxg8# +Rhxh1# +Rhxh2# +Rhxh3# +Rhxh4# +Rhxh5# +Rhxh6# +Rhxh7# +Rhxh8# Ba1xb2# -Ba1xb2+ Ba1xc3# -Ba1xc3+ Ba1xd4# -Ba1xd4+ Ba2xb3# -Ba2xb3+ Ba2xc4# -Ba2xc4+ Ba2xd5# -Ba2xd5+ Ba3xb2# -Ba3xb2+ Ba3xb4# -Ba3xb4+ Ba3xc5# -Ba3xc5+ Ba4xb3# -Ba4xb3+ Ba4xb5# -Ba4xb5+ Ba4xc6# -Ba4xc6+ Ba5xb4# -Ba5xb4+ Ba5xb6# -Ba5xb6+ Ba5xc3# -Ba5xc3+ Ba6xb5# -Ba6xb5+ Ba6xb7# -Ba6xb7+ Ba6xc4# -Ba6xc4+ Ba7xb6# -Ba7xb6+ Ba7xc5# -Ba7xc5+ Ba7xd4# -Ba7xd4+ Ba8xb7# -Ba8xb7+ Ba8xc6# -Ba8xc6+ Ba8xd5# -Ba8xd5+ Bb1xc2# -Bb1xc2+ Bb1xd3# -Bb1xd3+ Bb1xe4# -Bb1xe4+ Bb2xc3# -Bb2xc3+ Bb2xd4# -Bb2xd4+ Bb2xe5# -Bb2xe5+ Bb3xc2# -Bb3xc2+ Bb3xc4# -Bb3xc4+ Bb3xd5# -Bb3xd5+ Bb4xc3# -Bb4xc3+ Bb4xc5# -Bb4xc5+ Bb4xd6# -Bb4xd6+ Bb5xc4# -Bb5xc4+ Bb5xc6# -Bb5xc6+ Bb5xd3# -Bb5xd3+ Bb6xc5# -Bb6xc5+ Bb6xc7# -Bb6xc7+ Bb6xd4# -Bb6xd4+ Bb7xc6# -Bb7xc6+ Bb7xd5# -Bb7xd5+ Bb7xe4# -Bb7xe4+ Bb8xc7# -Bb8xc7+ Bb8xd6# -Bb8xd6+ Bb8xe5# -Bb8xe5+ Bc1xb2# -Bc1xb2+ Bc1xd2# -Bc1xd2+ Bc1xe3# -Bc1xe3+ Bc2xb3# -Bc2xb3+ Bc2xd3# -Bc2xd3+ Bc2xe4# -Bc2xe4+ Bc3xb2# -Bc3xb2+ Bc3xb4# -Bc3xb4+ Bc3xd2# -Bc3xd2+ Bc3xd4# -Bc3xd4+ Bc3xe5# -Bc3xe5+ Bc4xb3# -Bc4xb3+ Bc4xb5# -Bc4xb5+ Bc4xd3# -Bc4xd3+ Bc4xd5# -Bc4xd5+ Bc4xe6# -Bc4xe6+ Bc5xb4# -Bc5xb4+ Bc5xb6# -Bc5xb6+ Bc5xd4# -Bc5xd4+ Bc5xd6# -Bc5xd6+ Bc5xe3# -Bc5xe3+ Bc6xb5# -Bc6xb5+ Bc6xb7# -Bc6xb7+ Bc6xd5# -Bc6xd5+ Bc6xd7# -Bc6xd7+ Bc6xe4# -Bc6xe4+ Bc7xb6# -Bc7xb6+ Bc7xd6# -Bc7xd6+ Bc7xe5# -Bc7xe5+ Bc8xb7# -Bc8xb7+ Bc8xd7# -Bc8xd7+ Bc8xe6# -Bc8xe6+ Bd1xc2# -Bd1xc2+ Bd1xe2# -Bd1xe2+ Bd1xf3# -Bd1xf3+ Bd2xc3# -Bd2xc3+ Bd2xe3# -Bd2xe3+ Bd2xf4# -Bd2xf4+ Bd3xc2# -Bd3xc2+ Bd3xc4# -Bd3xc4+ Bd3xe2# -Bd3xe2+ Bd3xe4# -Bd3xe4+ Bd3xf5# -Bd3xf5+ Bd4xc3# -Bd4xc3+ Bd4xc5# -Bd4xc5+ Bd4xe3# -Bd4xe3+ Bd4xe5# -Bd4xe5+ Bd4xf6# -Bd4xf6+ Bd5xc4# -Bd5xc4+ Bd5xc6# -Bd5xc6+ Bd5xe4# -Bd5xe4+ Bd5xe6# -Bd5xe6+ Bd5xf3# -Bd5xf3+ Bd6xc5# -Bd6xc5+ Bd6xc7# -Bd6xc7+ Bd6xe5# -Bd6xe5+ Bd6xe7# -Bd6xe7+ Bd6xf4# -Bd6xf4+ Bd7xc6# -Bd7xc6+ Bd7xe6# -Bd7xe6+ Bd7xf5# -Bd7xf5+ Bd8xc7# -Bd8xc7+ Bd8xe7# -Bd8xe7+ Bd8xf6# -Bd8xf6+ Be1xc3# -Be1xc3+ Be1xd2# -Be1xd2+ Be1xf2# -Be1xf2+ Be2xc4# -Be2xc4+ Be2xd3# -Be2xd3+ Be2xf3# -Be2xf3+ Be3xc5# -Be3xc5+ Be3xd2# -Be3xd2+ Be3xd4# -Be3xd4+ Be3xf2# -Be3xf2+ Be3xf4# -Be3xf4+ Be4xc6# -Be4xc6+ Be4xd3# -Be4xd3+ Be4xd5# -Be4xd5+ Be4xf3# -Be4xf3+ Be4xf5# -Be4xf5+ Be5xc3# -Be5xc3+ Be5xd4# -Be5xd4+ Be5xd6# -Be5xd6+ Be5xf4# -Be5xf4+ Be5xf6# -Be5xf6+ Be6xc4# -Be6xc4+ Be6xd5# -Be6xd5+ Be6xd7# -Be6xd7+ Be6xf5# -Be6xf5+ Be6xf7# -Be6xf7+ Be7xc5# -Be7xc5+ Be7xd6# -Be7xd6+ Be7xf6# -Be7xf6+ Be8xc6# -Be8xc6+ Be8xd7# -Be8xd7+ Be8xf7# -Be8xf7+ Bf1xd3# -Bf1xd3+ Bf1xe2# -Bf1xe2+ Bf1xg2# -Bf1xg2+ Bf2xd4# -Bf2xd4+ Bf2xe3# -Bf2xe3+ Bf2xg3# -Bf2xg3+ Bf3xd5# -Bf3xd5+ Bf3xe2# -Bf3xe2+ Bf3xe4# -Bf3xe4+ Bf3xg2# -Bf3xg2+ Bf3xg4# -Bf3xg4+ Bf4xd6# -Bf4xd6+ Bf4xe3# -Bf4xe3+ Bf4xe5# -Bf4xe5+ Bf4xg3# -Bf4xg3+ Bf4xg5# -Bf4xg5+ Bf5xd3# -Bf5xd3+ Bf5xe4# -Bf5xe4+ Bf5xe6# -Bf5xe6+ Bf5xg4# -Bf5xg4+ Bf5xg6# -Bf5xg6+ Bf6xd4# -Bf6xd4+ Bf6xe5# -Bf6xe5+ Bf6xe7# -Bf6xe7+ Bf6xg5# -Bf6xg5+ Bf6xg7# -Bf6xg7+ Bf7xd5# -Bf7xd5+ Bf7xe6# -Bf7xe6+ Bf7xg6# -Bf7xg6+ Bf8xd6# -Bf8xd6+ Bf8xe7# -Bf8xe7+ Bf8xg7# -Bf8xg7+ Bg1xd4# -Bg1xd4+ Bg1xe3# -Bg1xe3+ Bg1xf2# -Bg1xf2+ Bg2xd5# -Bg2xd5+ Bg2xe4# -Bg2xe4+ Bg2xf3# -Bg2xf3+ Bg3xe5# -Bg3xe5+ Bg3xf2# -Bg3xf2+ Bg3xf4# -Bg3xf4+ Bg4xe6# -Bg4xe6+ Bg4xf3# -Bg4xf3+ Bg4xf5# -Bg4xf5+ Bg5xe3# -Bg5xe3+ Bg5xf4# -Bg5xf4+ Bg5xf6# -Bg5xf6+ Bg6xe4# -Bg6xe4+ Bg6xf5# -Bg6xf5+ Bg6xf7# -Bg6xf7+ Bg7xd4# -Bg7xd4+ Bg7xe5# -Bg7xe5+ Bg7xf6# -Bg7xf6+ Bg8xd5# -Bg8xd5+ Bg8xe6# -Bg8xe6+ Bg8xf7# -Bg8xf7+ Bh1xe4# -Bh1xe4+ Bh1xf3# -Bh1xf3+ Bh1xg2# -Bh1xg2+ Bh2xe5# -Bh2xe5+ Bh2xf4# -Bh2xf4+ Bh2xg3# -Bh2xg3+ Bh3xf5# -Bh3xf5+ Bh3xg2# -Bh3xg2+ Bh3xg4# -Bh3xg4+ Bh4xf6# -Bh4xf6+ Bh4xg3# -Bh4xg3+ Bh4xg5# -Bh4xg5+ Bh5xf3# -Bh5xf3+ Bh5xg4# -Bh5xg4+ Bh5xg6# -Bh5xg6+ Bh6xf4# -Bh6xf4+ Bh6xg5# -Bh6xg5+ Bh6xg7# -Bh6xg7+ Bh7xe4# -Bh7xe4+ Bh7xf5# -Bh7xf5+ Bh7xg6# -Bh7xg6+ Bh8xe5# -Bh8xe5+ Bh8xf6# -Bh8xf6+ Bh8xg7# -Bh8xg7+ Na1xb3# -Na1xb3+ Na1xc2# -Na1xc2+ Na2xb4# -Na2xb4+ Na2xc3# -Na2xc3+ Na3xb5# -Na3xb5+ Na3xc2# -Na3xc2+ Na3xc4# -Na3xc4+ Na4xb6# -Na4xb6+ Na4xc3# -Na4xc3+ Na4xc5# -Na4xc5+ Na5xb3# -Na5xb3+ Na5xc4# -Na5xc4+ Na5xc6# -Na5xc6+ Na6xb4# -Na6xb4+ Na6xc5# -Na6xc5+ Na6xc7# -Na6xc7+ Na7xb5# -Na7xb5+ Na7xc6# -Na7xc6+ Na8xb6# -Na8xb6+ Na8xc7# -Na8xc7+ Nb1xc3# -Nb1xc3+ Nb1xd2# -Nb1xd2+ Nb2xc4# -Nb2xc4+ Nb2xd3# -Nb2xd3+ Nb3xc5# -Nb3xc5+ Nb3xd2# -Nb3xd2+ Nb3xd4# -Nb3xd4+ Nb4xc6# -Nb4xc6+ Nb4xd3# -Nb4xd3+ Nb4xd5# -Nb4xd5+ Nb5xc3# -Nb5xc3+ Nb5xd4# -Nb5xd4+ Nb5xd6# -Nb5xd6+ Nb6xc4# -Nb6xc4+ Nb6xd5# -Nb6xd5+ Nb6xd7# -Nb6xd7+ Nb7xc5# -Nb7xc5+ Nb7xd6# -Nb7xd6+ Nb8xc6# -Nb8xc6+ Nb8xd7# -Nb8xd7+ Nc1xb3# -Nc1xb3+ Nc1xd3# -Nc1xd3+ Nc1xe2# -Nc1xe2+ Nc2xb4# -Nc2xb4+ Nc2xd4# -Nc2xd4+ Nc2xe3# -Nc2xe3+ Nc3xb5# -Nc3xb5+ Nc3xd5# -Nc3xd5+ Nc3xe2# -Nc3xe2+ Nc3xe4# -Nc3xe4+ Nc4xb6# -Nc4xb6+ Nc4xd6# -Nc4xd6+ Nc4xe3# -Nc4xe3+ Nc4xe5# -Nc4xe5+ Nc5xb3# -Nc5xb3+ Nc5xd3# -Nc5xd3+ Nc5xe4# -Nc5xe4+ Nc5xe6# -Nc5xe6+ Nc6xb4# -Nc6xb4+ Nc6xd4# -Nc6xd4+ Nc6xe5# -Nc6xe5+ Nc6xe7# -Nc6xe7+ Nc7xb5# -Nc7xb5+ Nc7xd5# -Nc7xd5+ Nc7xe6# -Nc7xe6+ Nc8xb6# -Nc8xb6+ Nc8xd6# -Nc8xd6+ Nc8xe7# -Nc8xe7+ Nd1xc3# -Nd1xc3+ Nd1xe3# -Nd1xe3+ Nd1xf2# -Nd1xf2+ Nd2xc4# -Nd2xc4+ Nd2xe4# -Nd2xe4+ Nd2xf3# -Nd2xf3+ Nd3xc5# -Nd3xc5+ Nd3xe5# -Nd3xe5+ Nd3xf2# -Nd3xf2+ Nd3xf4# -Nd3xf4+ Nd4xc6# -Nd4xc6+ Nd4xe6# -Nd4xe6+ Nd4xf3# -Nd4xf3+ Nd4xf5# -Nd4xf5+ Nd5xc3# -Nd5xc3+ Nd5xe3# -Nd5xe3+ Nd5xf4# -Nd5xf4+ Nd5xf6# -Nd5xf6+ Nd6xc4# -Nd6xc4+ Nd6xe4# -Nd6xe4+ Nd6xf5# -Nd6xf5+ Nd6xf7# -Nd6xf7+ Nd7xc5# -Nd7xc5+ Nd7xe5# -Nd7xe5+ Nd7xf6# -Nd7xf6+ Nd8xc6# -Nd8xc6+ Nd8xe6# -Nd8xe6+ Nd8xf7# -Nd8xf7+ Ne1xc2# -Ne1xc2+ Ne1xd3# -Ne1xd3+ Ne1xf3# -Ne1xf3+ Ne2xc3# -Ne2xc3+ Ne2xd4# -Ne2xd4+ Ne2xf4# -Ne2xf4+ Ne3xc2# -Ne3xc2+ Ne3xc4# -Ne3xc4+ Ne3xd5# -Ne3xd5+ Ne3xf5# -Ne3xf5+ Ne4xc3# -Ne4xc3+ Ne4xc5# -Ne4xc5+ Ne4xd6# -Ne4xd6+ Ne4xf6# -Ne4xf6+ Ne5xc4# -Ne5xc4+ Ne5xc6# -Ne5xc6+ Ne5xd3# -Ne5xd3+ Ne5xf3# -Ne5xf3+ Ne6xc5# -Ne6xc5+ Ne6xc7# -Ne6xc7+ Ne6xd4# -Ne6xd4+ Ne6xf4# -Ne6xf4+ Ne7xc6# -Ne7xc6+ Ne7xd5# -Ne7xd5+ Ne7xf5# -Ne7xf5+ Ne8xc7# -Ne8xc7+ Ne8xd6# -Ne8xd6+ Ne8xf6# -Ne8xf6+ Nf1xd2# -Nf1xd2+ Nf1xe3# -Nf1xe3+ Nf1xg3# -Nf1xg3+ Nf2xd3# -Nf2xd3+ Nf2xe4# -Nf2xe4+ Nf2xg4# -Nf2xg4+ Nf3xd2# -Nf3xd2+ Nf3xd4# -Nf3xd4+ Nf3xe5# -Nf3xe5+ Nf3xg5# -Nf3xg5+ Nf4xd3# -Nf4xd3+ Nf4xd5# -Nf4xd5+ Nf4xe6# -Nf4xe6+ Nf4xg6# -Nf4xg6+ Nf5xd4# -Nf5xd4+ Nf5xd6# -Nf5xd6+ Nf5xe3# -Nf5xe3+ Nf5xg3# -Nf5xg3+ Nf6xd5# -Nf6xd5+ Nf6xd7# -Nf6xd7+ Nf6xe4# -Nf6xe4+ 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exf8=B# -exf8=B+ exf8=N# -exf8=N+ exf8=Q# -exf8=Q+ exf8=R# -exf8=R+ fxe1=B# -fxe1=B+ fxe1=N# -fxe1=N+ fxe1=Q# -fxe1=Q+ fxe1=R# -fxe1=R+ fxe8=B# -fxe8=B+ fxe8=N# -fxe8=N+ fxe8=Q# -fxe8=Q+ fxe8=R# -fxe8=R+ fxg1=B# -fxg1=B+ fxg1=N# -fxg1=N+ fxg1=Q# -fxg1=Q+ fxg1=R# -fxg1=R+ fxg8=B# -fxg8=B+ fxg8=N# -fxg8=N+ fxg8=Q# -fxg8=Q+ fxg8=R# -fxg8=R+ gxf1=B# -gxf1=B+ gxf1=N# -gxf1=N+ gxf1=Q# -gxf1=Q+ gxf1=R# -gxf1=R+ gxf8=B# -gxf8=B+ gxf8=N# -gxf8=N+ gxf8=Q# -gxf8=Q+ gxf8=R# -gxf8=R+ gxh1=B# -gxh1=B+ gxh1=N# -gxh1=N+ gxh1=Q# -gxh1=Q+ gxh1=R# -gxh1=R+ gxh8=B# -gxh8=B+ gxh8=N# -gxh8=N+ gxh8=Q# -gxh8=Q+ gxh8=R# -gxh8=R+ hxg1=B# -hxg1=B+ hxg1=N# -hxg1=N+ hxg1=Q# -hxg1=Q+ hxg1=R# -hxg1=R+ hxg8=B# -hxg8=B+ hxg8=N# -hxg8=N+ hxg8=Q# -hxg8=Q+ -hxg8=R# -hxg8=R+ \ No newline at end of file +hxg8=R# \ No newline at end of file From 1b3e59073fd81845b549a0b564bb5ccd12f0ee52 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 2 Nov 2025 08:03:30 -0500 Subject: [PATCH 39/46] Delete old files --- src/san_strings/new_san_strings.txt | 29064 ------ .../new_san_strings_with_symbols.txt | 87192 ---------------- 2 files changed, 116256 deletions(-) delete mode 100644 src/san_strings/new_san_strings.txt delete mode 100644 src/san_strings/new_san_strings_with_symbols.txt diff --git a/src/san_strings/new_san_strings.txt b/src/san_strings/new_san_strings.txt deleted file mode 100644 index c69692b..0000000 --- a/src/san_strings/new_san_strings.txt +++ /dev/null @@ -1,29064 +0,0 @@ -a2 -a3 -a4 -a5 -a6 -a7 -b2 -b3 -b4 -b5 -b6 -b7 -c2 -c3 -c4 -c5 -c6 -c7 -d2 -d3 -d4 -d5 -d6 -d7 -e2 -e3 -e4 -e5 -e6 -e7 -f2 -f3 -f4 -f5 -f6 -f7 -g2 -g3 -g4 -g5 -g6 -g7 -h2 -h3 -h4 -h5 -h6 -h7 -Ba1 -Ba2 -Ba3 -Ba4 -Ba5 -Ba6 -Ba7 -Ba8 -Bb1 -Bb2 -Bb3 -Bb4 -Bb5 -Bb6 -Bb7 -Bb8 -Bc1 -Bc2 -Bc3 -Bc4 -Bc5 -Bc6 -Bc7 -Bc8 -Bd1 -Bd2 -Bd3 -Bd4 -Bd5 -Bd6 -Bd7 -Bd8 -Be1 -Be2 -Be3 -Be4 -Be5 -Be6 -Be7 -Be8 -Bf1 -Bf2 -Bf3 -Bf4 -Bf5 -Bf6 -Bf7 -Bf8 -Bg1 -Bg2 -Bg3 -Bg4 -Bg5 -Bg6 -Bg7 -Bg8 -Bh1 -Bh2 -Bh3 -Bh4 -Bh5 -Bh6 -Bh7 -Bh8 -Ka1 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-gxf8=R# -gxf8=R+ -gxh1=B# -gxh1=B+ -gxh1=N# -gxh1=N+ -gxh1=Q# -gxh1=Q+ -gxh1=R# -gxh1=R+ -gxh8=B# -gxh8=B+ -gxh8=N# -gxh8=N+ -gxh8=Q# -gxh8=Q+ -gxh8=R# -gxh8=R+ -hxg1=B# -hxg1=B+ -hxg1=N# -hxg1=N+ -hxg1=Q# -hxg1=Q+ -hxg1=R# -hxg1=R+ -hxg8=B# -hxg8=B+ -hxg8=N# -hxg8=N+ -hxg8=Q# -hxg8=Q+ -hxg8=R# -hxg8=R+ \ No newline at end of file diff --git a/src/san_strings/new_san_strings_with_symbols.txt b/src/san_strings/new_san_strings_with_symbols.txt deleted file mode 100644 index 28f3d2c..0000000 --- a/src/san_strings/new_san_strings_with_symbols.txt +++ /dev/null @@ -1,87192 +0,0 @@ -a2 -a3 -a4 -a5 -a6 -a7 -b2 -b3 -b4 -b5 -b6 -b7 -c2 -c3 -c4 -c5 -c6 -c7 -d2 -d3 -d4 -d5 -d6 -d7 -e2 -e3 -e4 -e5 -e6 -e7 -f2 -f3 -f4 -f5 -f6 -f7 -g2 -g3 -g4 -g5 -g6 -g7 -h2 -h3 -h4 -h5 -h6 -h7 -Ba1 -Ba2 -Ba3 -Ba4 -Ba5 -Ba6 -Ba7 -Ba8 -Bb1 -Bb2 -Bb3 -Bb4 -Bb5 -Bb6 -Bb7 -Bb8 -Bc1 -Bc2 -Bc3 -Bc4 -Bc5 -Bc6 -Bc7 -Bc8 -Bd1 -Bd2 -Bd3 -Bd4 -Bd5 -Bd6 -Bd7 -Bd8 -Be1 -Be2 -Be3 -Be4 -Be5 -Be6 -Be7 -Be8 -Bf1 -Bf2 -Bf3 -Bf4 -Bf5 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-fxg1=N++ -fxg1=Q## -fxg1=Q#+ -fxg1=Q+# -fxg1=Q++ -fxg1=R## -fxg1=R#+ -fxg1=R+# -fxg1=R++ -fxg8=B## -fxg8=B#+ -fxg8=B+# -fxg8=B++ -fxg8=N## -fxg8=N#+ -fxg8=N+# -fxg8=N++ -fxg8=Q## -fxg8=Q#+ -fxg8=Q+# -fxg8=Q++ -fxg8=R## -fxg8=R#+ -fxg8=R+# -fxg8=R++ -gxf1=B## -gxf1=B#+ -gxf1=B+# -gxf1=B++ -gxf1=N## -gxf1=N#+ -gxf1=N+# -gxf1=N++ -gxf1=Q## -gxf1=Q#+ -gxf1=Q+# -gxf1=Q++ -gxf1=R## -gxf1=R#+ -gxf1=R+# -gxf1=R++ -gxf8=B## -gxf8=B#+ -gxf8=B+# -gxf8=B++ -gxf8=N## -gxf8=N#+ -gxf8=N+# -gxf8=N++ -gxf8=Q## -gxf8=Q#+ -gxf8=Q+# -gxf8=Q++ -gxf8=R## -gxf8=R#+ -gxf8=R+# -gxf8=R++ -gxh1=B## -gxh1=B#+ -gxh1=B+# -gxh1=B++ -gxh1=N## -gxh1=N#+ -gxh1=N+# -gxh1=N++ -gxh1=Q## -gxh1=Q#+ -gxh1=Q+# -gxh1=Q++ -gxh1=R## -gxh1=R#+ -gxh1=R+# -gxh1=R++ -gxh8=B## -gxh8=B#+ -gxh8=B+# -gxh8=B++ -gxh8=N## -gxh8=N#+ -gxh8=N+# -gxh8=N++ -gxh8=Q## -gxh8=Q#+ -gxh8=Q+# -gxh8=Q++ -gxh8=R## -gxh8=R#+ -gxh8=R+# -gxh8=R++ -hxg1=B## -hxg1=B#+ -hxg1=B+# -hxg1=B++ -hxg1=N## -hxg1=N#+ -hxg1=N+# -hxg1=N++ -hxg1=Q## -hxg1=Q#+ -hxg1=Q+# -hxg1=Q++ -hxg1=R## -hxg1=R#+ -hxg1=R+# -hxg1=R++ -hxg8=B## -hxg8=B#+ -hxg8=B+# -hxg8=B++ -hxg8=N## -hxg8=N#+ -hxg8=N+# -hxg8=N++ -hxg8=Q## -hxg8=Q#+ -hxg8=Q+# -hxg8=Q++ -hxg8=R## -hxg8=R#+ -hxg8=R+# -hxg8=R++ \ No newline at end of file From 4c74064254343f986b7edb2adb69dcdd3d5756a3 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Sun, 2 Nov 2025 08:05:39 -0500 Subject: [PATCH 40/46] Revert new sorting for better diff --- src/san_strings/__init__.py | 21 +- src/san_strings/san_strings_with_symbols.txt | 32266 ++++++++--------- 2 files changed, 16144 insertions(+), 16143 deletions(-) diff --git a/src/san_strings/__init__.py b/src/san_strings/__init__.py index 6bbf2f1..b4da6aa 100644 --- a/src/san_strings/__init__.py +++ b/src/san_strings/__init__.py @@ -197,16 +197,17 @@ def main(): all_sans = gen_sans() def sort_key(s: str) -> tuple: - def is_check(s): - return s.endswith('+') - - def is_mate(s): - return s.endswith('#') - - def is_plain(s): - return not is_check(s) and not is_mate(s) - - return is_mate(s), is_check(s), is_plain(s), len(s), s + # def is_check(s): + # return s.endswith('+') + # + # def is_mate(s): + # return s.endswith('#') + # + # def is_plain(s): + # return not is_check(s) and not is_mate(s) + # + # return is_mate(s), is_check(s), is_plain(s), len(s), s + return len(s), s all_sans = sorted(all_sans, key=sort_key) diff --git a/src/san_strings/san_strings_with_symbols.txt b/src/san_strings/san_strings_with_symbols.txt index 232ee00..ba77c95 100644 --- a/src/san_strings/san_strings_with_symbols.txt +++ b/src/san_strings/san_strings_with_symbols.txt @@ -367,6 +367,102 @@ Rh5 Rh6 Rh7 Rh8 +a2# +a2+ +a3# +a3+ +a4# +a4+ +a5# +a5+ +a6# +a6+ +a7# +a7+ +b2# +b2+ +b3# +b3+ +b4# +b4+ +b5# +b5+ +b6# +b6+ +b7# +b7+ +c2# +c2+ +c3# +c3+ +c4# +c4+ +c5# +c5+ +c6# +c6+ +c7# +c7+ +d2# +d2+ +d3# +d3+ +d4# +d4+ +d5# +d5+ +d6# +d6+ +d7# +d7+ +e2# +e2+ +e3# +e3+ +e4# +e4+ +e5# +e5+ +e6# +e6+ +e7# +e7+ +f2# +f2+ +f3# +f3+ +f4# +f4+ +f5# +f5+ +f6# +f6+ +f7# +f7+ +g2# +g2+ +g3# +g3+ +g4# +g4+ +g5# +g5+ +g6# +g6+ +g7# +g7+ +h2# +h2+ +h3# +h3+ +h4# +h4+ +h5# +h5+ +h6# +h6+ +h7# +h7+ B1a2 B1a3 B1a4 @@ -559,6 +655,22 @@ B8g7 B8h5 B8h6 B8h7 +Ba1# +Ba1+ +Ba2# +Ba2+ +Ba3# +Ba3+ +Ba4# +Ba4+ +Ba5# +Ba5+ +Ba6# +Ba6+ +Ba7# +Ba7+ +Ba8# +Ba8+ Bab1 Bab2 Bab3 @@ -601,6 +713,22 @@ Bag1 Bag2 Bag7 Bag8 +Bb1# +Bb1+ +Bb2# +Bb2+ +Bb3# +Bb3+ +Bb4# +Bb4+ +Bb5# +Bb5+ +Bb6# +Bb6+ +Bb7# +Bb7+ +Bb8# +Bb8+ Bba2 Bba3 Bba4 @@ -647,6 +775,22 @@ Bbg7 Bbg8 Bbh2 Bbh7 +Bc1# +Bc1+ +Bc2# +Bc2+ +Bc3# +Bc3+ +Bc4# +Bc4+ +Bc5# +Bc5+ +Bc6# +Bc6+ +Bc7# +Bc7+ +Bc8# +Bc8+ Bca2 Bca3 Bca4 @@ -697,6 +841,22 @@ Bch2 Bch3 Bch6 Bch7 +Bd1# +Bd1+ +Bd2# +Bd2+ +Bd3# +Bd3+ +Bd4# +Bd4+ +Bd5# +Bd5+ +Bd6# +Bd6+ +Bd7# +Bd7+ +Bd8# +Bd8+ Bda2 Bda3 Bda4 @@ -749,6 +909,22 @@ Bdh4 Bdh5 Bdh6 Bdh7 +Be1# +Be1+ +Be2# +Be2+ +Be3# +Be3+ +Be4# +Be4+ +Be5# +Be5+ +Be6# +Be6+ +Be7# +Be7+ +Be8# +Be8+ Bea2 Bea3 Bea4 @@ -801,6 +977,22 @@ Beh4 Beh5 Beh6 Beh7 +Bf1# +Bf1+ +Bf2# +Bf2+ +Bf3# +Bf3+ +Bf4# +Bf4+ +Bf5# +Bf5+ +Bf6# +Bf6+ +Bf7# +Bf7+ +Bf8# +Bf8+ Bfa2 Bfa3 Bfa6 @@ -851,6 +1043,22 @@ Bfh4 Bfh5 Bfh6 Bfh7 +Bg1# +Bg1+ +Bg2# +Bg2+ +Bg3# +Bg3+ +Bg4# +Bg4+ +Bg5# +Bg5+ +Bg6# +Bg6+ +Bg7# +Bg7+ +Bg8# +Bg8+ Bga2 Bga7 Bgb1 @@ -897,6 +1105,22 @@ Bgh4 Bgh5 Bgh6 Bgh7 +Bh1# +Bh1+ +Bh2# +Bh2+ +Bh3# +Bh3+ +Bh4# +Bh4+ +Bh5# +Bh5+ +Bh6# +Bh6+ +Bh7# +Bh7+ +Bh8# +Bh8+ Bhb1 Bhb2 Bhb7 @@ -1003,38 +1227,166 @@ Bxh5 Bxh6 Bxh7 Bxh8 -Kxa1 -Kxa2 -Kxa3 -Kxa4 -Kxa5 -Kxa6 -Kxa7 -Kxa8 -Kxb1 -Kxb2 -Kxb3 -Kxb4 -Kxb5 -Kxb6 -Kxb7 -Kxb8 -Kxc1 -Kxc2 -Kxc3 -Kxc4 -Kxc5 -Kxc6 -Kxc7 -Kxc8 -Kxd1 -Kxd2 -Kxd3 -Kxd4 -Kxd5 -Kxd6 -Kxd7 -Kxd8 +Ka1# +Ka1+ +Ka2# +Ka2+ +Ka3# +Ka3+ +Ka4# +Ka4+ +Ka5# +Ka5+ +Ka6# +Ka6+ +Ka7# +Ka7+ +Ka8# +Ka8+ +Kb1# +Kb1+ +Kb2# +Kb2+ +Kb3# +Kb3+ +Kb4# +Kb4+ +Kb5# +Kb5+ +Kb6# +Kb6+ +Kb7# +Kb7+ +Kb8# +Kb8+ +Kc1# +Kc1+ +Kc2# +Kc2+ +Kc3# +Kc3+ +Kc4# +Kc4+ +Kc5# +Kc5+ +Kc6# +Kc6+ +Kc7# +Kc7+ +Kc8# +Kc8+ +Kd1# +Kd1+ +Kd2# +Kd2+ +Kd3# +Kd3+ +Kd4# +Kd4+ +Kd5# +Kd5+ +Kd6# +Kd6+ +Kd7# +Kd7+ +Kd8# +Kd8+ +Ke1# +Ke1+ +Ke2# +Ke2+ +Ke3# +Ke3+ +Ke4# +Ke4+ +Ke5# +Ke5+ +Ke6# +Ke6+ +Ke7# +Ke7+ +Ke8# +Ke8+ +Kf1# +Kf1+ +Kf2# +Kf2+ +Kf3# +Kf3+ +Kf4# +Kf4+ +Kf5# +Kf5+ +Kf6# +Kf6+ +Kf7# +Kf7+ +Kf8# +Kf8+ +Kg1# +Kg1+ +Kg2# +Kg2+ +Kg3# +Kg3+ +Kg4# +Kg4+ +Kg5# +Kg5+ +Kg6# +Kg6+ +Kg7# +Kg7+ +Kg8# +Kg8+ +Kh1# +Kh1+ +Kh2# +Kh2+ +Kh3# +Kh3+ +Kh4# +Kh4+ +Kh5# +Kh5+ +Kh6# +Kh6+ +Kh7# +Kh7+ +Kh8# +Kh8+ +Kxa1 +Kxa2 +Kxa3 +Kxa4 +Kxa5 +Kxa6 +Kxa7 +Kxa8 +Kxb1 +Kxb2 +Kxb3 +Kxb4 +Kxb5 +Kxb6 +Kxb7 +Kxb8 +Kxc1 +Kxc2 +Kxc3 +Kxc4 +Kxc5 +Kxc6 +Kxc7 +Kxc8 +Kxd1 +Kxd2 +Kxd3 +Kxd4 +Kxd5 +Kxd6 +Kxd7 +Kxd8 Kxe1 Kxe2 Kxe3 @@ -1227,6 +1579,22 @@ N8g6 N8g7 N8h6 N8h7 +Na1# +Na1+ +Na2# +Na2+ +Na3# +Na3+ +Na4# +Na4+ +Na5# +Na5+ +Na6# +Na6+ +Na7# +Na7+ +Na8# +Na8+ Nab1 Nab2 Nab3 @@ -1243,6 +1611,22 @@ Nac5 Nac6 Nac7 Nac8 +Nb1# +Nb1+ +Nb2# +Nb2+ +Nb3# +Nb3+ +Nb4# +Nb4+ +Nb5# +Nb5+ +Nb6# +Nb6+ +Nb7# +Nb7+ +Nb8# +Nb8+ Nba1 Nba2 Nba3 @@ -1267,6 +1651,22 @@ Nbd5 Nbd6 Nbd7 Nbd8 +Nc1# +Nc1+ +Nc2# +Nc2+ +Nc3# +Nc3+ +Nc4# +Nc4+ +Nc5# +Nc5+ +Nc6# +Nc6+ +Nc7# +Nc7+ +Nc8# +Nc8+ Nca1 Nca2 Nca3 @@ -1299,6 +1699,22 @@ Nce5 Nce6 Nce7 Nce8 +Nd1# +Nd1+ +Nd2# +Nd2+ +Nd3# +Nd3+ +Nd4# +Nd4+ +Nd5# +Nd5+ +Nd6# +Nd6+ +Nd7# +Nd7+ +Nd8# +Nd8+ Ndb1 Ndb2 Ndb3 @@ -1331,6 +1747,22 @@ Ndf5 Ndf6 Ndf7 Ndf8 +Ne1# +Ne1+ +Ne2# +Ne2+ +Ne3# +Ne3+ +Ne4# +Ne4+ +Ne5# +Ne5+ +Ne6# +Ne6+ +Ne7# +Ne7+ +Ne8# +Ne8+ Nec1 Nec2 Nec3 @@ -1363,6 +1795,22 @@ Neg5 Neg6 Neg7 Neg8 +Nf1# +Nf1+ +Nf2# +Nf2+ +Nf3# +Nf3+ +Nf4# +Nf4+ +Nf5# +Nf5+ +Nf6# +Nf6+ +Nf7# +Nf7+ +Nf8# +Nf8+ Nfd1 Nfd2 Nfd3 @@ -1395,6 +1843,22 @@ Nfh5 Nfh6 Nfh7 Nfh8 +Ng1# +Ng1+ +Ng2# +Ng2+ +Ng3# +Ng3+ +Ng4# +Ng4+ +Ng5# +Ng5+ +Ng6# +Ng6+ +Ng7# +Ng7+ +Ng8# +Ng8+ Nge1 Nge2 Nge3 @@ -1419,6 +1883,22 @@ Ngh5 Ngh6 Ngh7 Ngh8 +Nh1# +Nh1+ +Nh2# +Nh2+ +Nh3# +Nh3+ +Nh4# +Nh4+ +Nh5# +Nh5+ +Nh6# +Nh6+ +Nh7# +Nh7+ +Nh8# +Nh8+ Nhf1 Nhf2 Nhf3 @@ -1499,6 +1979,8 @@ Nxh5 Nxh6 Nxh7 Nxh8 +O-O# +O-O+ Q1a1 Q1a2 Q1a3 @@ -1987,6 +2469,22 @@ Q8h5 Q8h6 Q8h7 Q8h8 +Qa1# +Qa1+ +Qa2# +Qa2+ +Qa3# +Qa3+ +Qa4# +Qa4+ +Qa5# +Qa5+ +Qa6# +Qa6+ +Qa7# +Qa7+ +Qa8# +Qa8+ Qaa1 Qaa2 Qaa3 @@ -2051,6 +2549,22 @@ Qah5 Qah6 Qah7 Qah8 +Qb1# +Qb1+ +Qb2# +Qb2+ +Qb3# +Qb3+ +Qb4# +Qb4+ +Qb5# +Qb5+ +Qb6# +Qb6+ +Qb7# +Qb7+ +Qb8# +Qb8+ Qba1 Qba2 Qba3 @@ -2115,6 +2629,22 @@ Qbh5 Qbh6 Qbh7 Qbh8 +Qc1# +Qc1+ +Qc2# +Qc2+ +Qc3# +Qc3+ +Qc4# +Qc4+ +Qc5# +Qc5+ +Qc6# +Qc6+ +Qc7# +Qc7+ +Qc8# +Qc8+ Qca1 Qca2 Qca3 @@ -2179,6 +2709,22 @@ Qch5 Qch6 Qch7 Qch8 +Qd1# +Qd1+ +Qd2# +Qd2+ +Qd3# +Qd3+ +Qd4# +Qd4+ +Qd5# +Qd5+ +Qd6# +Qd6+ +Qd7# +Qd7+ +Qd8# +Qd8+ Qda1 Qda2 Qda3 @@ -2243,6 +2789,22 @@ Qdh5 Qdh6 Qdh7 Qdh8 +Qe1# +Qe1+ +Qe2# +Qe2+ +Qe3# +Qe3+ +Qe4# +Qe4+ +Qe5# +Qe5+ +Qe6# +Qe6+ +Qe7# +Qe7+ +Qe8# +Qe8+ Qea1 Qea2 Qea3 @@ -2307,6 +2869,22 @@ Qeh5 Qeh6 Qeh7 Qeh8 +Qf1# +Qf1+ +Qf2# +Qf2+ +Qf3# +Qf3+ +Qf4# +Qf4+ +Qf5# +Qf5+ +Qf6# +Qf6+ +Qf7# +Qf7+ +Qf8# +Qf8+ Qfa1 Qfa2 Qfa3 @@ -2371,6 +2949,22 @@ Qfh5 Qfh6 Qfh7 Qfh8 +Qg1# +Qg1+ +Qg2# +Qg2+ +Qg3# +Qg3+ +Qg4# +Qg4+ +Qg5# +Qg5+ +Qg6# +Qg6+ +Qg7# +Qg7+ +Qg8# +Qg8+ Qga1 Qga2 Qga3 @@ -2435,6 +3029,22 @@ Qgh5 Qgh6 Qgh7 Qgh8 +Qh1# +Qh1+ +Qh2# +Qh2+ +Qh3# +Qh3+ +Qh4# +Qh4+ +Qh5# +Qh5+ +Qh6# +Qh6+ +Qh7# +Qh7+ +Qh8# +Qh8+ Qha1 Qha2 Qha3 @@ -2899,6 +3509,22 @@ R8h4 R8h5 R8h6 R8h7 +Ra1# +Ra1+ +Ra2# +Ra2+ +Ra3# +Ra3+ +Ra4# +Ra4+ +Ra5# +Ra5+ +Ra6# +Ra6+ +Ra7# +Ra7+ +Ra8# +Ra8+ Raa1 Raa2 Raa3 @@ -2963,6 +3589,22 @@ Rah5 Rah6 Rah7 Rah8 +Rb1# +Rb1+ +Rb2# +Rb2+ +Rb3# +Rb3+ +Rb4# +Rb4+ +Rb5# +Rb5+ +Rb6# +Rb6+ +Rb7# +Rb7+ +Rb8# +Rb8+ Rba1 Rba2 Rba3 @@ -3027,6 +3669,22 @@ Rbh5 Rbh6 Rbh7 Rbh8 +Rc1# +Rc1+ +Rc2# +Rc2+ +Rc3# +Rc3+ +Rc4# +Rc4+ +Rc5# +Rc5+ +Rc6# +Rc6+ +Rc7# +Rc7+ +Rc8# +Rc8+ Rca1 Rca2 Rca3 @@ -3091,6 +3749,22 @@ Rch5 Rch6 Rch7 Rch8 +Rd1# +Rd1+ +Rd2# +Rd2+ +Rd3# +Rd3+ +Rd4# +Rd4+ +Rd5# +Rd5+ +Rd6# +Rd6+ +Rd7# +Rd7+ +Rd8# +Rd8+ Rda1 Rda2 Rda3 @@ -3155,6 +3829,22 @@ Rdh5 Rdh6 Rdh7 Rdh8 +Re1# +Re1+ +Re2# +Re2+ +Re3# +Re3+ +Re4# +Re4+ +Re5# +Re5+ +Re6# +Re6+ +Re7# +Re7+ +Re8# +Re8+ Rea1 Rea2 Rea3 @@ -3219,20 +3909,36 @@ Reh5 Reh6 Reh7 Reh8 -Rfa1 -Rfa2 -Rfa3 -Rfa4 -Rfa5 -Rfa6 -Rfa7 -Rfa8 -Rfb1 -Rfb2 -Rfb3 -Rfb4 -Rfb5 -Rfb6 +Rf1# +Rf1+ +Rf2# +Rf2+ +Rf3# +Rf3+ +Rf4# +Rf4+ +Rf5# +Rf5+ +Rf6# +Rf6+ +Rf7# +Rf7+ +Rf8# +Rf8+ +Rfa1 +Rfa2 +Rfa3 +Rfa4 +Rfa5 +Rfa6 +Rfa7 +Rfa8 +Rfb1 +Rfb2 +Rfb3 +Rfb4 +Rfb5 +Rfb6 Rfb7 Rfb8 Rfc1 @@ -3283,6 +3989,22 @@ Rfh5 Rfh6 Rfh7 Rfh8 +Rg1# +Rg1+ +Rg2# +Rg2+ +Rg3# +Rg3+ +Rg4# +Rg4+ +Rg5# +Rg5+ +Rg6# +Rg6+ +Rg7# +Rg7+ +Rg8# +Rg8+ Rga1 Rga2 Rga3 @@ -3347,6 +4069,22 @@ Rgh5 Rgh6 Rgh7 Rgh8 +Rh1# +Rh1+ +Rh2# +Rh2+ +Rh3# +Rh3+ +Rh4# +Rh4+ +Rh5# +Rh5+ +Rh6# +Rh6+ +Rh7# +Rh7+ +Rh8# +Rh8+ Rha1 Rha2 Rha3 @@ -3623,6 +4361,54 @@ hxg4 hxg5 hxg6 hxg7 +B1a2# +B1a2+ +B1a3# +B1a3+ +B1a4# +B1a4+ +B1b2# +B1b2+ +B1b3# +B1b3+ +B1b4# +B1b4+ +B1c2# +B1c2+ +B1c3# +B1c3+ +B1c4# +B1c4+ +B1d2# +B1d2+ +B1d3# +B1d3+ +B1d4# +B1d4+ +B1e2# +B1e2+ +B1e3# +B1e3+ +B1e4# +B1e4+ +B1f2# +B1f2+ +B1f3# +B1f3+ +B1f4# +B1f4+ +B1g2# +B1g2+ +B1g3# +B1g3+ +B1g4# +B1g4+ +B1h2# +B1h2+ +B1h3# +B1h3+ +B1h4# +B1h4+ B1xa2 B1xa3 B1xa4 @@ -3647,6 +4433,54 @@ B1xg4 B1xh2 B1xh3 B1xh4 +B2a3# +B2a3+ +B2a4# +B2a4+ +B2a5# +B2a5+ +B2b3# +B2b3+ +B2b4# +B2b4+ +B2b5# +B2b5+ +B2c3# +B2c3+ +B2c4# +B2c4+ +B2c5# +B2c5+ +B2d3# +B2d3+ +B2d4# +B2d4+ +B2d5# +B2d5+ +B2e3# +B2e3+ +B2e4# +B2e4+ +B2e5# +B2e5+ +B2f3# +B2f3+ +B2f4# +B2f4+ +B2f5# +B2f5+ +B2g3# +B2g3+ +B2g4# +B2g4+ +B2g5# +B2g5+ +B2h3# +B2h3+ +B2h4# +B2h4+ +B2h5# +B2h5+ B2xa3 B2xa4 B2xa5 @@ -3671,6 +4505,54 @@ B2xg5 B2xh3 B2xh4 B2xh5 +B3a2# +B3a2+ +B3a4# +B3a4+ +B3a5# +B3a5+ +B3b2# +B3b2+ +B3b4# +B3b4+ +B3b5# +B3b5+ +B3c2# +B3c2+ +B3c4# +B3c4+ +B3c5# +B3c5+ +B3d2# +B3d2+ +B3d4# +B3d4+ +B3d5# +B3d5+ +B3e2# +B3e2+ +B3e4# +B3e4+ +B3e5# +B3e5+ +B3f2# +B3f2+ +B3f4# +B3f4+ +B3f5# +B3f5+ +B3g2# +B3g2+ +B3g4# +B3g4+ +B3g5# +B3g5+ +B3h2# +B3h2+ +B3h4# +B3h4+ +B3h5# +B3h5+ B3xa2 B3xa4 B3xa5 @@ -3695,6 +4577,54 @@ B3xg5 B3xh2 B3xh4 B3xh5 +B4a3# +B4a3+ +B4a5# +B4a5+ +B4a6# +B4a6+ +B4b3# +B4b3+ +B4b5# +B4b5+ +B4b6# +B4b6+ +B4c3# +B4c3+ +B4c5# +B4c5+ +B4c6# +B4c6+ +B4d3# +B4d3+ +B4d5# +B4d5+ +B4d6# +B4d6+ +B4e3# +B4e3+ +B4e5# +B4e5+ +B4e6# +B4e6+ +B4f3# +B4f3+ +B4f5# +B4f5+ +B4f6# +B4f6+ +B4g3# +B4g3+ +B4g5# +B4g5+ +B4g6# +B4g6+ +B4h3# +B4h3+ +B4h5# +B4h5+ +B4h6# +B4h6+ B4xa3 B4xa5 B4xa6 @@ -3719,8 +4649,56 @@ B4xg6 B4xh3 B4xh5 B4xh6 -B5xa3 -B5xa4 +B5a3# +B5a3+ +B5a4# +B5a4+ +B5a6# +B5a6+ +B5b3# +B5b3+ +B5b4# +B5b4+ +B5b6# +B5b6+ +B5c3# +B5c3+ +B5c4# +B5c4+ +B5c6# +B5c6+ +B5d3# +B5d3+ +B5d4# +B5d4+ +B5d6# +B5d6+ +B5e3# +B5e3+ +B5e4# +B5e4+ +B5e6# +B5e6+ +B5f3# +B5f3+ +B5f4# +B5f4+ +B5f6# +B5f6+ +B5g3# +B5g3+ +B5g4# +B5g4+ +B5g6# +B5g6+ +B5h3# +B5h3+ +B5h4# +B5h4+ +B5h6# +B5h6+ +B5xa3 +B5xa4 B5xa6 B5xb3 B5xb4 @@ -3743,6 +4721,54 @@ B5xg6 B5xh3 B5xh4 B5xh6 +B6a4# +B6a4+ +B6a5# +B6a5+ +B6a7# +B6a7+ +B6b4# +B6b4+ +B6b5# +B6b5+ +B6b7# +B6b7+ +B6c4# +B6c4+ +B6c5# +B6c5+ +B6c7# +B6c7+ +B6d4# +B6d4+ +B6d5# +B6d5+ +B6d7# +B6d7+ +B6e4# +B6e4+ +B6e5# +B6e5+ +B6e7# +B6e7+ +B6f4# +B6f4+ +B6f5# +B6f5+ +B6f7# +B6f7+ +B6g4# +B6g4+ +B6g5# +B6g5+ +B6g7# +B6g7+ +B6h4# +B6h4+ +B6h5# +B6h5+ +B6h7# +B6h7+ B6xa4 B6xa5 B6xa7 @@ -3767,6 +4793,54 @@ B6xg7 B6xh4 B6xh5 B6xh7 +B7a4# +B7a4+ +B7a5# +B7a5+ +B7a6# +B7a6+ +B7b4# +B7b4+ +B7b5# +B7b5+ +B7b6# +B7b6+ +B7c4# +B7c4+ +B7c5# +B7c5+ +B7c6# +B7c6+ +B7d4# +B7d4+ +B7d5# +B7d5+ +B7d6# +B7d6+ +B7e4# +B7e4+ +B7e5# +B7e5+ +B7e6# +B7e6+ +B7f4# +B7f4+ +B7f5# +B7f5+ +B7f6# +B7f6+ +B7g4# +B7g4+ +B7g5# +B7g5+ +B7g6# +B7g6+ +B7h4# +B7h4+ +B7h5# +B7h5+ +B7h6# +B7h6+ B7xa4 B7xa5 B7xa6 @@ -3791,6 +4865,54 @@ B7xg6 B7xh4 B7xh5 B7xh6 +B8a5# +B8a5+ +B8a6# +B8a6+ +B8a7# +B8a7+ +B8b5# +B8b5+ +B8b6# +B8b6+ +B8b7# +B8b7+ +B8c5# +B8c5+ +B8c6# +B8c6+ +B8c7# +B8c7+ +B8d5# +B8d5+ +B8d6# +B8d6+ +B8d7# +B8d7+ +B8e5# +B8e5+ +B8e6# +B8e6+ +B8e7# +B8e7+ +B8f5# +B8f5+ +B8f6# +B8f6+ +B8f7# +B8f7+ +B8g5# +B8g5+ +B8g6# +B8g6+ +B8g7# +B8g7+ +B8h5# +B8h5+ +B8h6# +B8h6+ +B8h7# +B8h7+ B8xa5 B8xa6 B8xa7 @@ -3839,72 +4961,248 @@ Ba7d4 Ba8b7 Ba8c6 Ba8d5 -Baxb1 -Baxb2 -Baxb3 -Baxb4 -Baxb5 -Baxb6 -Baxb7 -Baxb8 -Baxc1 -Baxc2 -Baxc3 -Baxc4 -Baxc5 -Baxc6 -Baxc7 -Baxc8 -Baxd1 -Baxd2 -Baxd3 -Baxd4 -Baxd5 -Baxd6 -Baxd7 -Baxd8 -Baxe1 -Baxe2 -Baxe3 -Baxe4 -Baxe5 -Baxe6 -Baxe7 -Baxe8 -Baxf1 -Baxf2 -Baxf3 -Baxf6 -Baxf7 -Baxf8 -Baxg1 -Baxg2 -Baxg7 -Baxg8 -Bb1c2 -Bb1d3 -Bb1e4 -Bb2c3 -Bb2d4 -Bb2e5 -Bb3c2 -Bb3c4 -Bb3d5 -Bb4c3 -Bb4c5 -Bb4d6 -Bb5c4 -Bb5c6 -Bb5d3 -Bb6c5 -Bb6c7 -Bb6d4 -Bb7c6 -Bb7d5 +Bab1# +Bab1+ +Bab2# +Bab2+ +Bab3# +Bab3+ +Bab4# +Bab4+ +Bab5# +Bab5+ +Bab6# +Bab6+ +Bab7# +Bab7+ +Bab8# +Bab8+ +Bac1# +Bac1+ +Bac2# +Bac2+ +Bac3# +Bac3+ +Bac4# +Bac4+ +Bac5# +Bac5+ +Bac6# +Bac6+ +Bac7# +Bac7+ +Bac8# +Bac8+ +Bad1# +Bad1+ +Bad2# +Bad2+ +Bad3# +Bad3+ +Bad4# +Bad4+ +Bad5# +Bad5+ +Bad6# +Bad6+ +Bad7# +Bad7+ +Bad8# +Bad8+ +Bae1# +Bae1+ +Bae2# +Bae2+ +Bae3# +Bae3+ +Bae4# +Bae4+ +Bae5# +Bae5+ +Bae6# +Bae6+ +Bae7# +Bae7+ +Bae8# +Bae8+ +Baf1# +Baf1+ +Baf2# +Baf2+ +Baf3# +Baf3+ +Baf6# +Baf6+ +Baf7# +Baf7+ +Baf8# +Baf8+ +Bag1# +Bag1+ +Bag2# +Bag2+ +Bag7# +Bag7+ +Bag8# +Bag8+ +Baxb1 +Baxb2 +Baxb3 +Baxb4 +Baxb5 +Baxb6 +Baxb7 +Baxb8 +Baxc1 +Baxc2 +Baxc3 +Baxc4 +Baxc5 +Baxc6 +Baxc7 +Baxc8 +Baxd1 +Baxd2 +Baxd3 +Baxd4 +Baxd5 +Baxd6 +Baxd7 +Baxd8 +Baxe1 +Baxe2 +Baxe3 +Baxe4 +Baxe5 +Baxe6 +Baxe7 +Baxe8 +Baxf1 +Baxf2 +Baxf3 +Baxf6 +Baxf7 +Baxf8 +Baxg1 +Baxg2 +Baxg7 +Baxg8 +Bb1c2 +Bb1d3 +Bb1e4 +Bb2c3 +Bb2d4 +Bb2e5 +Bb3c2 +Bb3c4 +Bb3d5 +Bb4c3 +Bb4c5 +Bb4d6 +Bb5c4 +Bb5c6 +Bb5d3 +Bb6c5 +Bb6c7 +Bb6d4 +Bb7c6 +Bb7d5 Bb7e4 Bb8c7 Bb8d6 Bb8e5 +Bba2# +Bba2+ +Bba3# +Bba3+ +Bba4# +Bba4+ +Bba5# +Bba5+ +Bba6# +Bba6+ +Bba7# +Bba7+ +Bbc1# +Bbc1+ +Bbc2# +Bbc2+ +Bbc3# +Bbc3+ +Bbc4# +Bbc4+ +Bbc5# +Bbc5+ +Bbc6# +Bbc6+ +Bbc7# +Bbc7+ +Bbc8# +Bbc8+ +Bbd1# +Bbd1+ +Bbd2# +Bbd2+ +Bbd3# +Bbd3+ +Bbd4# +Bbd4+ +Bbd5# +Bbd5+ +Bbd6# +Bbd6+ +Bbd7# +Bbd7+ +Bbd8# +Bbd8+ +Bbe1# +Bbe1+ +Bbe2# +Bbe2+ +Bbe3# +Bbe3+ +Bbe4# +Bbe4+ +Bbe5# +Bbe5+ +Bbe6# +Bbe6+ +Bbe7# +Bbe7+ +Bbe8# +Bbe8+ +Bbf1# +Bbf1+ +Bbf2# +Bbf2+ +Bbf3# +Bbf3+ +Bbf4# +Bbf4+ +Bbf5# +Bbf5+ +Bbf6# +Bbf6+ +Bbf7# +Bbf7+ +Bbf8# +Bbf8+ +Bbg1# +Bbg1+ +Bbg2# +Bbg2+ +Bbg3# +Bbg3+ +Bbg6# +Bbg6+ +Bbg7# +Bbg7+ +Bbg8# +Bbg8+ +Bbh2# +Bbh2+ +Bbh7# +Bbh7+ Bbxa2 Bbxa3 Bbxa4 @@ -3983,24 +5281,124 @@ Bc7e5 Bc8b7 Bc8d7 Bc8e6 -Bcxa2 -Bcxa3 -Bcxa4 -Bcxa5 -Bcxa6 -Bcxa7 -Bcxb1 -Bcxb2 -Bcxb3 -Bcxb4 -Bcxb5 -Bcxb6 -Bcxb7 -Bcxb8 -Bcxd1 -Bcxd2 -Bcxd3 -Bcxd4 +Bca2# +Bca2+ +Bca3# +Bca3+ +Bca4# +Bca4+ +Bca5# +Bca5+ +Bca6# +Bca6+ +Bca7# +Bca7+ +Bcb1# +Bcb1+ +Bcb2# +Bcb2+ +Bcb3# +Bcb3+ +Bcb4# +Bcb4+ +Bcb5# +Bcb5+ +Bcb6# +Bcb6+ +Bcb7# +Bcb7+ +Bcb8# +Bcb8+ +Bcd1# +Bcd1+ +Bcd2# +Bcd2+ +Bcd3# +Bcd3+ +Bcd4# +Bcd4+ +Bcd5# +Bcd5+ +Bcd6# +Bcd6+ +Bcd7# +Bcd7+ +Bcd8# +Bcd8+ +Bce1# +Bce1+ +Bce2# +Bce2+ +Bce3# +Bce3+ +Bce4# +Bce4+ +Bce5# +Bce5+ +Bce6# +Bce6+ +Bce7# +Bce7+ +Bce8# +Bce8+ +Bcf1# +Bcf1+ +Bcf2# +Bcf2+ +Bcf3# +Bcf3+ +Bcf4# +Bcf4+ +Bcf5# +Bcf5+ +Bcf6# +Bcf6+ +Bcf7# +Bcf7+ +Bcf8# +Bcf8+ +Bcg1# +Bcg1+ +Bcg2# +Bcg2+ +Bcg3# +Bcg3+ +Bcg4# +Bcg4+ +Bcg5# +Bcg5+ +Bcg6# +Bcg6+ +Bcg7# +Bcg7+ +Bcg8# +Bcg8+ +Bch2# +Bch2+ +Bch3# +Bch3+ +Bch6# +Bch6+ +Bch7# +Bch7+ +Bcxa2 +Bcxa3 +Bcxa4 +Bcxa5 +Bcxa6 +Bcxa7 +Bcxb1 +Bcxb2 +Bcxb3 +Bcxb4 +Bcxb5 +Bcxb6 +Bcxb7 +Bcxb8 +Bcxd1 +Bcxd2 +Bcxd3 +Bcxd4 Bcxd5 Bcxd6 Bcxd7 @@ -4065,6 +5463,110 @@ Bd7f5 Bd8c7 Bd8e7 Bd8f6 +Bda2# +Bda2+ +Bda3# +Bda3+ +Bda4# +Bda4+ +Bda5# +Bda5+ +Bda6# +Bda6+ +Bda7# +Bda7+ +Bdb1# +Bdb1+ +Bdb2# +Bdb2+ +Bdb3# +Bdb3+ +Bdb4# +Bdb4+ +Bdb5# +Bdb5+ +Bdb6# +Bdb6+ +Bdb7# +Bdb7+ +Bdb8# +Bdb8+ +Bdc1# +Bdc1+ +Bdc2# +Bdc2+ +Bdc3# +Bdc3+ +Bdc4# +Bdc4+ +Bdc5# +Bdc5+ +Bdc6# +Bdc6+ +Bdc7# +Bdc7+ +Bdc8# +Bdc8+ +Bde1# +Bde1+ +Bde2# +Bde2+ +Bde3# +Bde3+ +Bde4# +Bde4+ +Bde5# +Bde5+ +Bde6# +Bde6+ +Bde7# +Bde7+ +Bde8# +Bde8+ +Bdf1# +Bdf1+ +Bdf2# +Bdf2+ +Bdf3# +Bdf3+ +Bdf4# +Bdf4+ +Bdf5# +Bdf5+ +Bdf6# +Bdf6+ +Bdf7# +Bdf7+ +Bdf8# +Bdf8+ +Bdg1# +Bdg1+ +Bdg2# +Bdg2+ +Bdg3# +Bdg3+ +Bdg4# +Bdg4+ +Bdg5# +Bdg5+ +Bdg6# +Bdg6+ +Bdg7# +Bdg7+ +Bdg8# +Bdg8+ +Bdh2# +Bdh2+ +Bdh3# +Bdh3+ +Bdh4# +Bdh4+ +Bdh5# +Bdh5+ +Bdh6# +Bdh6+ +Bdh7# +Bdh7+ Bdxa2 Bdxa3 Bdxa4 @@ -4149,40 +5651,144 @@ Be7f6 Be8c6 Be8d7 Be8f7 -Bexa2 -Bexa3 -Bexa4 -Bexa5 -Bexa6 -Bexa7 -Bexb1 -Bexb2 -Bexb3 -Bexb4 -Bexb5 -Bexb6 -Bexb7 -Bexb8 -Bexc1 -Bexc2 -Bexc3 -Bexc4 -Bexc5 -Bexc6 -Bexc7 -Bexc8 -Bexd1 -Bexd2 -Bexd3 -Bexd4 -Bexd5 -Bexd6 -Bexd7 -Bexd8 -Bexf1 -Bexf2 -Bexf3 -Bexf4 +Bea2# +Bea2+ +Bea3# +Bea3+ +Bea4# +Bea4+ +Bea5# +Bea5+ +Bea6# +Bea6+ +Bea7# +Bea7+ +Beb1# +Beb1+ +Beb2# +Beb2+ +Beb3# +Beb3+ +Beb4# +Beb4+ +Beb5# +Beb5+ +Beb6# +Beb6+ +Beb7# +Beb7+ +Beb8# +Beb8+ +Bec1# +Bec1+ +Bec2# +Bec2+ +Bec3# +Bec3+ +Bec4# +Bec4+ +Bec5# +Bec5+ +Bec6# +Bec6+ +Bec7# +Bec7+ +Bec8# +Bec8+ +Bed1# +Bed1+ +Bed2# +Bed2+ +Bed3# +Bed3+ +Bed4# +Bed4+ +Bed5# +Bed5+ +Bed6# +Bed6+ +Bed7# +Bed7+ +Bed8# +Bed8+ +Bef1# +Bef1+ +Bef2# +Bef2+ +Bef3# +Bef3+ +Bef4# +Bef4+ +Bef5# +Bef5+ +Bef6# +Bef6+ +Bef7# +Bef7+ +Bef8# +Bef8+ +Beg1# +Beg1+ +Beg2# +Beg2+ +Beg3# +Beg3+ +Beg4# +Beg4+ +Beg5# +Beg5+ +Beg6# +Beg6+ +Beg7# +Beg7+ +Beg8# +Beg8+ +Beh2# +Beh2+ +Beh3# +Beh3+ +Beh4# +Beh4+ +Beh5# +Beh5+ +Beh6# +Beh6+ +Beh7# +Beh7+ +Bexa2 +Bexa3 +Bexa4 +Bexa5 +Bexa6 +Bexa7 +Bexb1 +Bexb2 +Bexb3 +Bexb4 +Bexb5 +Bexb6 +Bexb7 +Bexb8 +Bexc1 +Bexc2 +Bexc3 +Bexc4 +Bexc5 +Bexc6 +Bexc7 +Bexc8 +Bexd1 +Bexd2 +Bexd3 +Bexd4 +Bexd5 +Bexd6 +Bexd7 +Bexd8 +Bexf1 +Bexf2 +Bexf3 +Bexf4 Bexf5 Bexf6 Bexf7 @@ -4233,6 +5839,106 @@ Bf7g6 Bf8d6 Bf8e7 Bf8g7 +Bfa2# +Bfa2+ +Bfa3# +Bfa3+ +Bfa6# +Bfa6+ +Bfa7# +Bfa7+ +Bfb1# +Bfb1+ +Bfb2# +Bfb2+ +Bfb3# +Bfb3+ +Bfb4# +Bfb4+ +Bfb5# +Bfb5+ +Bfb6# +Bfb6+ +Bfb7# +Bfb7+ +Bfb8# +Bfb8+ +Bfc1# +Bfc1+ +Bfc2# +Bfc2+ +Bfc3# +Bfc3+ +Bfc4# +Bfc4+ +Bfc5# +Bfc5+ +Bfc6# +Bfc6+ +Bfc7# +Bfc7+ +Bfc8# +Bfc8+ +Bfd1# +Bfd1+ +Bfd2# +Bfd2+ +Bfd3# +Bfd3+ +Bfd4# +Bfd4+ +Bfd5# +Bfd5+ +Bfd6# +Bfd6+ +Bfd7# +Bfd7+ +Bfd8# +Bfd8+ +Bfe1# +Bfe1+ +Bfe2# +Bfe2+ +Bfe3# +Bfe3+ +Bfe4# +Bfe4+ +Bfe5# +Bfe5+ +Bfe6# +Bfe6+ +Bfe7# +Bfe7+ +Bfe8# +Bfe8+ +Bfg1# +Bfg1+ +Bfg2# +Bfg2+ +Bfg3# +Bfg3+ +Bfg4# +Bfg4+ +Bfg5# +Bfg5+ +Bfg6# +Bfg6+ +Bfg7# +Bfg7+ +Bfg8# +Bfg8+ +Bfh2# +Bfh2+ +Bfh3# +Bfh3+ +Bfh4# +Bfh4+ +Bfh5# +Bfh5+ +Bfh6# +Bfh6+ +Bfh7# +Bfh7+ Bfxa2 Bfxa3 Bfxa6 @@ -4307,24 +6013,116 @@ Bg7f6 Bg8d5 Bg8e6 Bg8f7 -Bgxa2 -Bgxa7 -Bgxb1 -Bgxb2 -Bgxb3 -Bgxb6 -Bgxb7 -Bgxb8 -Bgxc1 -Bgxc2 -Bgxc3 -Bgxc4 -Bgxc5 -Bgxc6 -Bgxc7 -Bgxc8 -Bgxd1 -Bgxd2 +Bga2# +Bga2+ +Bga7# +Bga7+ +Bgb1# +Bgb1+ +Bgb2# +Bgb2+ +Bgb3# +Bgb3+ +Bgb6# +Bgb6+ +Bgb7# +Bgb7+ +Bgb8# +Bgb8+ +Bgc1# +Bgc1+ +Bgc2# +Bgc2+ +Bgc3# +Bgc3+ +Bgc4# +Bgc4+ +Bgc5# +Bgc5+ +Bgc6# +Bgc6+ +Bgc7# +Bgc7+ +Bgc8# +Bgc8+ +Bgd1# +Bgd1+ +Bgd2# +Bgd2+ +Bgd3# +Bgd3+ +Bgd4# +Bgd4+ +Bgd5# +Bgd5+ +Bgd6# +Bgd6+ +Bgd7# +Bgd7+ +Bgd8# +Bgd8+ +Bge1# +Bge1+ +Bge2# +Bge2+ +Bge3# +Bge3+ +Bge4# +Bge4+ +Bge5# +Bge5+ +Bge6# +Bge6+ +Bge7# +Bge7+ +Bge8# +Bge8+ +Bgf1# +Bgf1+ +Bgf2# +Bgf2+ +Bgf3# +Bgf3+ +Bgf4# +Bgf4+ +Bgf5# +Bgf5+ +Bgf6# +Bgf6+ +Bgf7# +Bgf7+ +Bgf8# +Bgf8+ +Bgh2# +Bgh2+ +Bgh3# +Bgh3+ +Bgh4# +Bgh4+ +Bgh5# +Bgh5+ +Bgh6# +Bgh6+ +Bgh7# +Bgh7+ +Bgxa2 +Bgxa7 +Bgxb1 +Bgxb2 +Bgxb3 +Bgxb6 +Bgxb7 +Bgxb8 +Bgxc1 +Bgxc2 +Bgxc3 +Bgxc4 +Bgxc5 +Bgxc6 +Bgxc7 +Bgxc8 +Bgxd1 +Bgxd2 Bgxd3 Bgxd4 Bgxd5 @@ -4377,6 +6175,90 @@ Bh7g6 Bh8e5 Bh8f6 Bh8g7 +Bhb1# +Bhb1+ +Bhb2# +Bhb2+ +Bhb7# +Bhb7+ +Bhb8# +Bhb8+ +Bhc1# +Bhc1+ +Bhc2# +Bhc2+ +Bhc3# +Bhc3+ +Bhc6# +Bhc6+ +Bhc7# +Bhc7+ +Bhc8# +Bhc8+ +Bhd1# +Bhd1+ +Bhd2# +Bhd2+ +Bhd3# +Bhd3+ +Bhd4# +Bhd4+ +Bhd5# 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Rha5# +Rha5+ Rha6# +Rha6+ Rha7# +Rha7+ Rha8# +Rha8+ Rhb1# +Rhb1+ Rhb2# +Rhb2+ Rhb3# +Rhb3+ Rhb4# +Rhb4+ Rhb5# +Rhb5+ Rhb6# +Rhb6+ Rhb7# +Rhb7+ Rhb8# +Rhb8+ Rhc1# +Rhc1+ Rhc2# +Rhc2+ Rhc3# +Rhc3+ Rhc4# +Rhc4+ Rhc5# +Rhc5+ Rhc6# +Rhc6+ Rhc7# +Rhc7+ Rhc8# +Rhc8+ Rhd1# +Rhd1+ Rhd2# +Rhd2+ Rhd3# +Rhd3+ Rhd4# +Rhd4+ Rhd5# +Rhd5+ Rhd6# +Rhd6+ Rhd7# +Rhd7+ Rhd8# +Rhd8+ Rhe1# +Rhe1+ Rhe2# +Rhe2+ Rhe3# +Rhe3+ Rhe4# +Rhe4+ Rhe5# +Rhe5+ Rhe6# +Rhe6+ Rhe7# +Rhe7+ Rhe8# +Rhe8+ Rhf1# +Rhf1+ Rhf2# +Rhf2+ Rhf3# +Rhf3+ Rhf4# +Rhf4+ Rhf5# +Rhf5+ Rhf6# +Rhf6+ Rhf7# +Rhf7+ Rhf8# +Rhf8+ Rhg1# +Rhg1+ Rhg2# +Rhg2+ Rhg3# +Rhg3+ Rhg4# +Rhg4+ Rhg5# +Rhg5+ Rhg6# +Rhg6+ Rhg7# +Rhg7+ Rhg8# +Rhg8+ Rhh1# +Rhh1+ Rhh2# +Rhh2+ Rhh3# +Rhh3+ Rhh4# +Rhh4+ Rhh5# +Rhh5+ Rhh6# +Rhh6+ Rhh7# +Rhh7+ Rhh8# +Rhh8+ +Rhxa1 +Rhxa2 +Rhxa3 +Rhxa4 +Rhxa5 +Rhxa6 +Rhxa7 +Rhxa8 +Rhxb1 +Rhxb2 +Rhxb3 +Rhxb4 +Rhxb5 +Rhxb6 +Rhxb7 +Rhxb8 +Rhxc1 +Rhxc2 +Rhxc3 +Rhxc4 +Rhxc5 +Rhxc6 +Rhxc7 +Rhxc8 +Rhxd1 +Rhxd2 +Rhxd3 +Rhxd4 +Rhxd5 +Rhxd6 +Rhxd7 +Rhxd8 +Rhxe1 +Rhxe2 +Rhxe3 +Rhxe4 +Rhxe5 +Rhxe6 +Rhxe7 +Rhxe8 +Rhxf1 +Rhxf2 +Rhxf3 +Rhxf4 +Rhxf5 +Rhxf6 +Rhxf7 +Rhxf8 +Rhxg1 +Rhxg2 +Rhxg3 +Rhxg4 +Rhxg5 +Rhxg6 +Rhxg7 +Rhxg8 +Rhxh1 +Rhxh2 +Rhxh3 +Rhxh4 +Rhxh5 +Rhxh6 +Rhxh7 +Rhxh8 Rxa1# +Rxa1+ Rxa2# +Rxa2+ Rxa3# +Rxa3+ Rxa4# +Rxa4+ Rxa5# +Rxa5+ Rxa6# +Rxa6+ Rxa7# +Rxa7+ Rxa8# +Rxa8+ Rxb1# +Rxb1+ Rxb2# +Rxb2+ Rxb3# +Rxb3+ Rxb4# +Rxb4+ Rxb5# +Rxb5+ Rxb6# +Rxb6+ Rxb7# +Rxb7+ Rxb8# +Rxb8+ Rxc1# +Rxc1+ Rxc2# +Rxc2+ Rxc3# +Rxc3+ Rxc4# +Rxc4+ Rxc5# +Rxc5+ Rxc6# +Rxc6+ Rxc7# +Rxc7+ Rxc8# +Rxc8+ Rxd1# +Rxd1+ Rxd2# +Rxd2+ Rxd3# +Rxd3+ Rxd4# +Rxd4+ Rxd5# +Rxd5+ Rxd6# +Rxd6+ Rxd7# +Rxd7+ Rxd8# +Rxd8+ Rxe1# +Rxe1+ Rxe2# +Rxe2+ Rxe3# +Rxe3+ Rxe4# +Rxe4+ Rxe5# +Rxe5+ Rxe6# +Rxe6+ Rxe7# +Rxe7+ Rxe8# +Rxe8+ Rxf1# +Rxf1+ Rxf2# +Rxf2+ Rxf3# +Rxf3+ Rxf4# +Rxf4+ Rxf5# +Rxf5+ Rxf6# +Rxf6+ Rxf7# +Rxf7+ Rxf8# +Rxf8+ Rxg1# +Rxg1+ Rxg2# +Rxg2+ Rxg3# +Rxg3+ Rxg4# +Rxg4+ Rxg5# +Rxg5+ Rxg6# +Rxg6+ Rxg7# +Rxg7+ Rxg8# +Rxg8+ Rxh1# +Rxh1+ Rxh2# +Rxh2+ Rxh3# +Rxh3+ Rxh4# +Rxh4+ Rxh5# +Rxh5+ Rxh6# +Rxh6+ Rxh7# +Rxh7+ Rxh8# +Rxh8+ a1=B# +a1=B+ a1=N# +a1=N+ a1=Q# +a1=Q+ a1=R# +a1=R+ a8=B# +a8=B+ a8=N# +a8=N+ a8=Q# +a8=Q+ a8=R# +a8=R+ axb2# +axb2+ axb3# +axb3+ axb4# +axb4+ axb5# +axb5+ axb6# +axb6+ axb7# +axb7+ b1=B# +b1=B+ b1=N# +b1=N+ b1=Q# +b1=Q+ b1=R# +b1=R+ b8=B# +b8=B+ b8=N# +b8=N+ b8=Q# +b8=Q+ b8=R# +b8=R+ bxa2# +bxa2+ bxa3# +bxa3+ bxa4# +bxa4+ bxa5# +bxa5+ bxa6# +bxa6+ bxa7# +bxa7+ bxc2# +bxc2+ bxc3# +bxc3+ bxc4# +bxc4+ bxc5# +bxc5+ bxc6# +bxc6+ bxc7# +bxc7+ c1=B# +c1=B+ c1=N# +c1=N+ c1=Q# +c1=Q+ c1=R# +c1=R+ c8=B# +c8=B+ c8=N# +c8=N+ c8=Q# +c8=Q+ c8=R# +c8=R+ cxb2# +cxb2+ cxb3# +cxb3+ cxb4# +cxb4+ cxb5# +cxb5+ cxb6# +cxb6+ cxb7# +cxb7+ cxd2# +cxd2+ cxd3# +cxd3+ cxd4# +cxd4+ cxd5# +cxd5+ cxd6# +cxd6+ cxd7# +cxd7+ d1=B# +d1=B+ d1=N# +d1=N+ d1=Q# +d1=Q+ d1=R# +d1=R+ d8=B# +d8=B+ d8=N# +d8=N+ d8=Q# +d8=Q+ d8=R# +d8=R+ dxc2# +dxc2+ dxc3# +dxc3+ dxc4# +dxc4+ dxc5# +dxc5+ dxc6# +dxc6+ dxc7# +dxc7+ dxe2# +dxe2+ dxe3# +dxe3+ dxe4# +dxe4+ dxe5# +dxe5+ dxe6# +dxe6+ dxe7# +dxe7+ e1=B# +e1=B+ e1=N# +e1=N+ e1=Q# +e1=Q+ e1=R# +e1=R+ e8=B# +e8=B+ e8=N# +e8=N+ e8=Q# +e8=Q+ e8=R# +e8=R+ exd2# +exd2+ exd3# +exd3+ exd4# +exd4+ exd5# +exd5+ exd6# +exd6+ exd7# +exd7+ exf2# +exf2+ exf3# +exf3+ exf4# +exf4+ exf5# +exf5+ exf6# +exf6+ exf7# +exf7+ f1=B# +f1=B+ f1=N# +f1=N+ f1=Q# +f1=Q+ f1=R# +f1=R+ f8=B# +f8=B+ f8=N# +f8=N+ f8=Q# +f8=Q+ f8=R# +f8=R+ fxe2# +fxe2+ fxe3# +fxe3+ fxe4# +fxe4+ fxe5# +fxe5+ fxe6# +fxe6+ fxe7# +fxe7+ fxg2# +fxg2+ fxg3# +fxg3+ fxg4# +fxg4+ fxg5# +fxg5+ fxg6# +fxg6+ fxg7# +fxg7+ g1=B# +g1=B+ g1=N# +g1=N+ g1=Q# +g1=Q+ g1=R# +g1=R+ g8=B# +g8=B+ g8=N# +g8=N+ g8=Q# +g8=Q+ g8=R# +g8=R+ gxf2# +gxf2+ gxf3# +gxf3+ gxf4# +gxf4+ gxf5# +gxf5+ gxf6# +gxf6+ gxf7# +gxf7+ gxh2# +gxh2+ gxh3# +gxh3+ gxh4# +gxh4+ gxh5# +gxh5+ gxh6# +gxh6+ gxh7# +gxh7+ h1=B# +h1=B+ h1=N# +h1=N+ h1=Q# +h1=Q+ h1=R# +h1=R+ h8=B# +h8=B+ h8=N# +h8=N+ h8=Q# +h8=Q+ h8=R# +h8=R+ hxg2# +hxg2+ hxg3# +hxg3+ hxg4# +hxg4+ hxg5# +hxg5+ hxg6# +hxg6+ hxg7# +hxg7+ B1xa2# +B1xa2+ B1xa3# +B1xa3+ B1xa4# +B1xa4+ B1xb2# +B1xb2+ B1xb3# +B1xb3+ B1xb4# +B1xb4+ B1xc2# +B1xc2+ B1xc3# +B1xc3+ B1xc4# +B1xc4+ B1xd2# +B1xd2+ B1xd3# +B1xd3+ B1xd4# +B1xd4+ B1xe2# +B1xe2+ B1xe3# +B1xe3+ B1xe4# +B1xe4+ B1xf2# +B1xf2+ B1xf3# +B1xf3+ B1xf4# +B1xf4+ B1xg2# +B1xg2+ B1xg3# +B1xg3+ B1xg4# +B1xg4+ B1xh2# +B1xh2+ B1xh3# +B1xh3+ B1xh4# +B1xh4+ B2xa3# +B2xa3+ B2xa4# +B2xa4+ B2xa5# +B2xa5+ B2xb3# +B2xb3+ B2xb4# +B2xb4+ B2xb5# +B2xb5+ B2xc3# +B2xc3+ B2xc4# +B2xc4+ B2xc5# +B2xc5+ B2xd3# +B2xd3+ B2xd4# +B2xd4+ B2xd5# +B2xd5+ B2xe3# +B2xe3+ B2xe4# +B2xe4+ B2xe5# +B2xe5+ B2xf3# +B2xf3+ B2xf4# +B2xf4+ B2xf5# +B2xf5+ B2xg3# +B2xg3+ B2xg4# +B2xg4+ B2xg5# +B2xg5+ B2xh3# +B2xh3+ B2xh4# +B2xh4+ B2xh5# +B2xh5+ B3xa2# +B3xa2+ B3xa4# +B3xa4+ B3xa5# +B3xa5+ B3xb2# +B3xb2+ B3xb4# +B3xb4+ B3xb5# +B3xb5+ B3xc2# +B3xc2+ B3xc4# +B3xc4+ B3xc5# +B3xc5+ B3xd2# +B3xd2+ B3xd4# +B3xd4+ B3xd5# +B3xd5+ B3xe2# +B3xe2+ B3xe4# +B3xe4+ B3xe5# +B3xe5+ B3xf2# +B3xf2+ B3xf4# +B3xf4+ B3xf5# +B3xf5+ B3xg2# +B3xg2+ B3xg4# +B3xg4+ B3xg5# +B3xg5+ B3xh2# +B3xh2+ B3xh4# +B3xh4+ B3xh5# +B3xh5+ B4xa3# +B4xa3+ B4xa5# +B4xa5+ B4xa6# +B4xa6+ B4xb3# +B4xb3+ B4xb5# +B4xb5+ B4xb6# +B4xb6+ B4xc3# +B4xc3+ B4xc5# +B4xc5+ B4xc6# +B4xc6+ B4xd3# +B4xd3+ B4xd5# +B4xd5+ B4xd6# +B4xd6+ B4xe3# +B4xe3+ B4xe5# +B4xe5+ B4xe6# +B4xe6+ B4xf3# +B4xf3+ B4xf5# +B4xf5+ B4xf6# +B4xf6+ B4xg3# +B4xg3+ B4xg5# +B4xg5+ B4xg6# +B4xg6+ B4xh3# +B4xh3+ B4xh5# +B4xh5+ B4xh6# +B4xh6+ B5xa3# +B5xa3+ B5xa4# +B5xa4+ B5xa6# +B5xa6+ B5xb3# +B5xb3+ B5xb4# +B5xb4+ B5xb6# +B5xb6+ B5xc3# +B5xc3+ B5xc4# +B5xc4+ B5xc6# +B5xc6+ B5xd3# +B5xd3+ B5xd4# +B5xd4+ B5xd6# +B5xd6+ B5xe3# +B5xe3+ B5xe4# +B5xe4+ B5xe6# +B5xe6+ B5xf3# +B5xf3+ B5xf4# +B5xf4+ B5xf6# +B5xf6+ B5xg3# +B5xg3+ B5xg4# +B5xg4+ B5xg6# +B5xg6+ B5xh3# +B5xh3+ B5xh4# +B5xh4+ B5xh6# +B5xh6+ B6xa4# +B6xa4+ B6xa5# +B6xa5+ B6xa7# +B6xa7+ B6xb4# +B6xb4+ B6xb5# +B6xb5+ B6xb7# +B6xb7+ B6xc4# +B6xc4+ B6xc5# +B6xc5+ B6xc7# +B6xc7+ B6xd4# +B6xd4+ B6xd5# +B6xd5+ B6xd7# +B6xd7+ B6xe4# +B6xe4+ B6xe5# +B6xe5+ B6xe7# +B6xe7+ B6xf4# +B6xf4+ B6xf5# +B6xf5+ B6xf7# +B6xf7+ B6xg4# +B6xg4+ B6xg5# +B6xg5+ B6xg7# +B6xg7+ B6xh4# +B6xh4+ B6xh5# +B6xh5+ B6xh7# +B6xh7+ B7xa4# +B7xa4+ B7xa5# +B7xa5+ B7xa6# +B7xa6+ B7xb4# +B7xb4+ B7xb5# +B7xb5+ B7xb6# +B7xb6+ B7xc4# +B7xc4+ B7xc5# +B7xc5+ B7xc6# +B7xc6+ B7xd4# +B7xd4+ B7xd5# +B7xd5+ B7xd6# +B7xd6+ B7xe4# +B7xe4+ B7xe5# +B7xe5+ B7xe6# +B7xe6+ B7xf4# +B7xf4+ B7xf5# +B7xf5+ B7xf6# +B7xf6+ B7xg4# +B7xg4+ B7xg5# +B7xg5+ B7xg6# +B7xg6+ B7xh4# +B7xh4+ B7xh5# +B7xh5+ B7xh6# +B7xh6+ B8xa5# +B8xa5+ B8xa6# +B8xa6+ B8xa7# +B8xa7+ B8xb5# +B8xb5+ B8xb6# +B8xb6+ B8xb7# +B8xb7+ B8xc5# +B8xc5+ B8xc6# +B8xc6+ B8xc7# +B8xc7+ B8xd5# +B8xd5+ B8xd6# +B8xd6+ B8xd7# +B8xd7+ B8xe5# +B8xe5+ B8xe6# +B8xe6+ B8xe7# +B8xe7+ B8xf5# +B8xf5+ B8xf6# +B8xf6+ B8xf7# +B8xf7+ B8xg5# +B8xg5+ B8xg6# +B8xg6+ B8xg7# +B8xg7+ B8xh5# +B8xh5+ B8xh6# +B8xh6+ B8xh7# +B8xh7+ +Ba1xb2 +Ba1xc3 +Ba1xd4 Ba2b3# +Ba2b3+ Ba2c4# +Ba2c4+ Ba2d5# +Ba2d5+ +Ba2xb3 +Ba2xc4 +Ba2xd5 Ba3b2# +Ba3b2+ Ba3b4# +Ba3b4+ Ba3c5# +Ba3c5+ +Ba3xb2 +Ba3xb4 +Ba3xc5 Ba4b3# +Ba4b3+ Ba4b5# +Ba4b5+ Ba4c6# +Ba4c6+ +Ba4xb3 +Ba4xb5 +Ba4xc6 Ba5b4# +Ba5b4+ Ba5b6# +Ba5b6+ Ba5c3# +Ba5c3+ +Ba5xb4 +Ba5xb6 +Ba5xc3 Ba6b5# +Ba6b5+ Ba6b7# +Ba6b7+ Ba6c4# +Ba6c4+ +Ba6xb5 +Ba6xb7 +Ba6xc4 Ba7b6# +Ba7b6+ Ba7c5# +Ba7c5+ Ba7d4# +Ba7d4+ +Ba7xb6 +Ba7xc5 +Ba7xd4 Ba8b7# +Ba8b7+ Ba8c6# +Ba8c6+ Ba8d5# +Ba8d5+ +Ba8xb7 +Ba8xc6 +Ba8xd5 Baxb1# +Baxb1+ Baxb2# +Baxb2+ Baxb3# +Baxb3+ Baxb4# +Baxb4+ Baxb5# +Baxb5+ Baxb6# +Baxb6+ Baxb7# +Baxb7+ Baxb8# +Baxb8+ Baxc1# +Baxc1+ Baxc2# +Baxc2+ Baxc3# +Baxc3+ Baxc4# +Baxc4+ Baxc5# +Baxc5+ Baxc6# +Baxc6+ Baxc7# +Baxc7+ Baxc8# +Baxc8+ Baxd1# +Baxd1+ Baxd2# +Baxd2+ Baxd3# +Baxd3+ Baxd4# +Baxd4+ Baxd5# +Baxd5+ Baxd6# +Baxd6+ Baxd7# +Baxd7+ Baxd8# +Baxd8+ Baxe1# +Baxe1+ Baxe2# +Baxe2+ Baxe3# +Baxe3+ Baxe4# +Baxe4+ Baxe5# +Baxe5+ Baxe6# +Baxe6+ Baxe7# +Baxe7+ Baxe8# +Baxe8+ Baxf1# +Baxf1+ Baxf2# +Baxf2+ Baxf3# +Baxf3+ Baxf6# +Baxf6+ Baxf7# +Baxf7+ Baxf8# +Baxf8+ Baxg1# +Baxg1+ Baxg2# +Baxg2+ Baxg7# +Baxg7+ Baxg8# +Baxg8+ Bb1c2# +Bb1c2+ Bb1d3# +Bb1d3+ Bb1e4# +Bb1e4+ +Bb1xc2 +Bb1xd3 +Bb1xe4 Bb2c3# +Bb2c3+ Bb2d4# +Bb2d4+ Bb2e5# +Bb2e5+ +Bb2xc3 +Bb2xd4 +Bb2xe5 Bb3c2# +Bb3c2+ Bb3c4# +Bb3c4+ Bb3d5# +Bb3d5+ +Bb3xc2 +Bb3xc4 +Bb3xd5 Bb4c3# +Bb4c3+ Bb4c5# +Bb4c5+ Bb4d6# +Bb4d6+ +Bb4xc3 +Bb4xc5 +Bb4xd6 Bb5c4# +Bb5c4+ Bb5c6# +Bb5c6+ Bb5d3# +Bb5d3+ +Bb5xc4 +Bb5xc6 +Bb5xd3 Bb6c5# +Bb6c5+ Bb6c7# +Bb6c7+ Bb6d4# +Bb6d4+ +Bb6xc5 +Bb6xc7 +Bb6xd4 Bb7c6# +Bb7c6+ Bb7d5# +Bb7d5+ Bb7e4# +Bb7e4+ +Bb7xc6 +Bb7xd5 +Bb7xe4 Bb8c7# +Bb8c7+ Bb8d6# +Bb8d6+ Bb8e5# +Bb8e5+ +Bb8xc7 +Bb8xd6 +Bb8xe5 Bbxa2# +Bbxa2+ Bbxa3# +Bbxa3+ Bbxa4# +Bbxa4+ Bbxa5# +Bbxa5+ Bbxa6# +Bbxa6+ Bbxa7# +Bbxa7+ Bbxc1# +Bbxc1+ Bbxc2# +Bbxc2+ Bbxc3# +Bbxc3+ Bbxc4# +Bbxc4+ Bbxc5# +Bbxc5+ Bbxc6# +Bbxc6+ Bbxc7# +Bbxc7+ Bbxc8# +Bbxc8+ Bbxd1# +Bbxd1+ Bbxd2# +Bbxd2+ Bbxd3# +Bbxd3+ Bbxd4# +Bbxd4+ Bbxd5# +Bbxd5+ Bbxd6# +Bbxd6+ Bbxd7# +Bbxd7+ Bbxd8# +Bbxd8+ Bbxe1# +Bbxe1+ Bbxe2# +Bbxe2+ Bbxe3# +Bbxe3+ Bbxe4# +Bbxe4+ Bbxe5# +Bbxe5+ Bbxe6# +Bbxe6+ Bbxe7# +Bbxe7+ Bbxe8# +Bbxe8+ Bbxf1# +Bbxf1+ Bbxf2# +Bbxf2+ Bbxf3# +Bbxf3+ Bbxf4# +Bbxf4+ Bbxf5# +Bbxf5+ Bbxf6# +Bbxf6+ Bbxf7# +Bbxf7+ Bbxf8# +Bbxf8+ Bbxg1# +Bbxg1+ Bbxg2# +Bbxg2+ Bbxg3# +Bbxg3+ Bbxg6# +Bbxg6+ Bbxg7# +Bbxg7+ Bbxg8# +Bbxg8+ Bbxh2# +Bbxh2+ Bbxh7# +Bbxh7+ Bc1b2# +Bc1b2+ Bc1d2# +Bc1d2+ Bc1e3# +Bc1e3+ +Bc1xb2 +Bc1xd2 +Bc1xe3 Bc2b3# +Bc2b3+ Bc2d3# +Bc2d3+ Bc2e4# +Bc2e4+ +Bc2xb3 +Bc2xd3 +Bc2xe4 Bc3b2# +Bc3b2+ Bc3b4# +Bc3b4+ Bc3d2# +Bc3d2+ Bc3d4# +Bc3d4+ Bc3e5# +Bc3e5+ +Bc3xb2 +Bc3xb4 +Bc3xd2 +Bc3xd4 +Bc3xe5 Bc4b3# +Bc4b3+ Bc4b5# +Bc4b5+ Bc4d3# +Bc4d3+ Bc4d5# +Bc4d5+ Bc4e6# +Bc4e6+ +Bc4xb3 +Bc4xb5 +Bc4xd3 +Bc4xd5 +Bc4xe6 Bc5b4# +Bc5b4+ Bc5b6# +Bc5b6+ Bc5d4# +Bc5d4+ Bc5d6# +Bc5d6+ Bc5e3# +Bc5e3+ +Bc5xb4 +Bc5xb6 +Bc5xd4 +Bc5xd6 +Bc5xe3 Bc6b5# +Bc6b5+ Bc6b7# +Bc6b7+ Bc6d5# +Bc6d5+ Bc6d7# +Bc6d7+ Bc6e4# +Bc6e4+ +Bc6xb5 +Bc6xb7 +Bc6xd5 +Bc6xd7 +Bc6xe4 Bc7b6# +Bc7b6+ Bc7d6# +Bc7d6+ Bc7e5# +Bc7e5+ +Bc7xb6 +Bc7xd6 +Bc7xe5 Bc8b7# +Bc8b7+ Bc8d7# +Bc8d7+ Bc8e6# +Bc8e6+ +Bc8xb7 +Bc8xd7 +Bc8xe6 Bcxa2# +Bcxa2+ Bcxa3# +Bcxa3+ Bcxa4# +Bcxa4+ Bcxa5# +Bcxa5+ Bcxa6# +Bcxa6+ Bcxa7# +Bcxa7+ Bcxb1# +Bcxb1+ Bcxb2# +Bcxb2+ Bcxb3# +Bcxb3+ Bcxb4# +Bcxb4+ Bcxb5# +Bcxb5+ Bcxb6# +Bcxb6+ Bcxb7# +Bcxb7+ Bcxb8# +Bcxb8+ Bcxd1# +Bcxd1+ Bcxd2# +Bcxd2+ Bcxd3# +Bcxd3+ Bcxd4# +Bcxd4+ Bcxd5# +Bcxd5+ Bcxd6# +Bcxd6+ Bcxd7# +Bcxd7+ Bcxd8# +Bcxd8+ Bcxe1# +Bcxe1+ Bcxe2# +Bcxe2+ Bcxe3# +Bcxe3+ Bcxe4# +Bcxe4+ Bcxe5# +Bcxe5+ Bcxe6# +Bcxe6+ Bcxe7# +Bcxe7+ Bcxe8# +Bcxe8+ Bcxf1# +Bcxf1+ Bcxf2# +Bcxf2+ Bcxf3# +Bcxf3+ Bcxf4# +Bcxf4+ Bcxf5# +Bcxf5+ Bcxf6# +Bcxf6+ Bcxf7# +Bcxf7+ Bcxf8# +Bcxf8+ Bcxg1# +Bcxg1+ Bcxg2# +Bcxg2+ Bcxg3# +Bcxg3+ Bcxg4# +Bcxg4+ Bcxg5# +Bcxg5+ Bcxg6# +Bcxg6+ Bcxg7# +Bcxg7+ Bcxg8# +Bcxg8+ Bcxh2# +Bcxh2+ Bcxh3# +Bcxh3+ Bcxh6# +Bcxh6+ Bcxh7# +Bcxh7+ Bd1c2# +Bd1c2+ Bd1e2# +Bd1e2+ Bd1f3# +Bd1f3+ +Bd1xc2 +Bd1xe2 +Bd1xf3 Bd2c3# +Bd2c3+ Bd2e3# +Bd2e3+ Bd2f4# +Bd2f4+ +Bd2xc3 +Bd2xe3 +Bd2xf4 Bd3c2# +Bd3c2+ Bd3c4# +Bd3c4+ Bd3e2# +Bd3e2+ Bd3e4# +Bd3e4+ Bd3f5# +Bd3f5+ +Bd3xc2 +Bd3xc4 +Bd3xe2 +Bd3xe4 +Bd3xf5 Bd4c3# +Bd4c3+ Bd4c5# +Bd4c5+ Bd4e3# +Bd4e3+ Bd4e5# +Bd4e5+ Bd4f6# +Bd4f6+ +Bd4xc3 +Bd4xc5 +Bd4xe3 +Bd4xe5 +Bd4xf6 Bd5c4# +Bd5c4+ Bd5c6# +Bd5c6+ Bd5e4# +Bd5e4+ Bd5e6# +Bd5e6+ Bd5f3# +Bd5f3+ +Bd5xc4 +Bd5xc6 +Bd5xe4 +Bd5xe6 +Bd5xf3 Bd6c5# +Bd6c5+ Bd6c7# +Bd6c7+ Bd6e5# +Bd6e5+ Bd6e7# +Bd6e7+ Bd6f4# +Bd6f4+ +Bd6xc5 +Bd6xc7 +Bd6xe5 +Bd6xe7 +Bd6xf4 Bd7c6# +Bd7c6+ Bd7e6# +Bd7e6+ Bd7f5# +Bd7f5+ +Bd7xc6 +Bd7xe6 +Bd7xf5 Bd8c7# +Bd8c7+ Bd8e7# +Bd8e7+ Bd8f6# +Bd8f6+ +Bd8xc7 +Bd8xe7 +Bd8xf6 Bdxa2# +Bdxa2+ Bdxa3# +Bdxa3+ Bdxa4# +Bdxa4+ Bdxa5# +Bdxa5+ Bdxa6# +Bdxa6+ Bdxa7# +Bdxa7+ Bdxb1# +Bdxb1+ Bdxb2# +Bdxb2+ Bdxb3# +Bdxb3+ Bdxb4# +Bdxb4+ Bdxb5# +Bdxb5+ Bdxb6# +Bdxb6+ Bdxb7# +Bdxb7+ Bdxb8# +Bdxb8+ Bdxc1# +Bdxc1+ Bdxc2# +Bdxc2+ Bdxc3# +Bdxc3+ Bdxc4# +Bdxc4+ Bdxc5# +Bdxc5+ Bdxc6# +Bdxc6+ Bdxc7# +Bdxc7+ Bdxc8# +Bdxc8+ Bdxe1# +Bdxe1+ Bdxe2# +Bdxe2+ Bdxe3# +Bdxe3+ Bdxe4# +Bdxe4+ Bdxe5# +Bdxe5+ Bdxe6# +Bdxe6+ Bdxe7# +Bdxe7+ Bdxe8# +Bdxe8+ Bdxf1# +Bdxf1+ Bdxf2# +Bdxf2+ Bdxf3# +Bdxf3+ Bdxf4# +Bdxf4+ Bdxf5# +Bdxf5+ Bdxf6# +Bdxf6+ Bdxf7# +Bdxf7+ Bdxf8# +Bdxf8+ Bdxg1# +Bdxg1+ Bdxg2# +Bdxg2+ Bdxg3# +Bdxg3+ Bdxg4# +Bdxg4+ Bdxg5# +Bdxg5+ Bdxg6# +Bdxg6+ Bdxg7# +Bdxg7+ Bdxg8# +Bdxg8+ Bdxh2# +Bdxh2+ Bdxh3# +Bdxh3+ Bdxh4# +Bdxh4+ Bdxh5# +Bdxh5+ Bdxh6# +Bdxh6+ Bdxh7# +Bdxh7+ Be1c3# +Be1c3+ Be1d2# +Be1d2+ Be1f2# +Be1f2+ +Be1xc3 +Be1xd2 +Be1xf2 Be2c4# +Be2c4+ Be2d3# +Be2d3+ Be2f3# +Be2f3+ +Be2xc4 +Be2xd3 +Be2xf3 Be3c5# +Be3c5+ Be3d2# +Be3d2+ Be3d4# +Be3d4+ Be3f2# +Be3f2+ Be3f4# +Be3f4+ +Be3xc5 +Be3xd2 +Be3xd4 +Be3xf2 +Be3xf4 Be4c6# +Be4c6+ Be4d3# +Be4d3+ Be4d5# +Be4d5+ Be4f3# +Be4f3+ Be4f5# +Be4f5+ +Be4xc6 +Be4xd3 +Be4xd5 +Be4xf3 +Be4xf5 Be5c3# +Be5c3+ Be5d4# +Be5d4+ Be5d6# +Be5d6+ Be5f4# +Be5f4+ Be5f6# +Be5f6+ +Be5xc3 +Be5xd4 +Be5xd6 +Be5xf4 +Be5xf6 Be6c4# +Be6c4+ Be6d5# +Be6d5+ Be6d7# +Be6d7+ Be6f5# +Be6f5+ Be6f7# +Be6f7+ +Be6xc4 +Be6xd5 +Be6xd7 +Be6xf5 +Be6xf7 Be7c5# +Be7c5+ Be7d6# +Be7d6+ Be7f6# +Be7f6+ +Be7xc5 +Be7xd6 +Be7xf6 Be8c6# +Be8c6+ Be8d7# +Be8d7+ Be8f7# +Be8f7+ +Be8xc6 +Be8xd7 +Be8xf7 Bexa2# +Bexa2+ Bexa3# +Bexa3+ Bexa4# +Bexa4+ Bexa5# +Bexa5+ Bexa6# +Bexa6+ Bexa7# +Bexa7+ Bexb1# +Bexb1+ Bexb2# +Bexb2+ Bexb3# +Bexb3+ Bexb4# +Bexb4+ Bexb5# +Bexb5+ Bexb6# +Bexb6+ Bexb7# +Bexb7+ Bexb8# +Bexb8+ Bexc1# +Bexc1+ Bexc2# +Bexc2+ Bexc3# +Bexc3+ Bexc4# +Bexc4+ Bexc5# +Bexc5+ Bexc6# +Bexc6+ Bexc7# +Bexc7+ Bexc8# +Bexc8+ Bexd1# +Bexd1+ Bexd2# +Bexd2+ Bexd3# +Bexd3+ Bexd4# +Bexd4+ Bexd5# +Bexd5+ Bexd6# +Bexd6+ Bexd7# +Bexd7+ Bexd8# +Bexd8+ Bexf1# +Bexf1+ Bexf2# +Bexf2+ Bexf3# +Bexf3+ Bexf4# +Bexf4+ Bexf5# +Bexf5+ Bexf6# +Bexf6+ Bexf7# +Bexf7+ Bexf8# +Bexf8+ Bexg1# +Bexg1+ Bexg2# +Bexg2+ Bexg3# +Bexg3+ Bexg4# +Bexg4+ Bexg5# +Bexg5+ Bexg6# +Bexg6+ Bexg7# +Bexg7+ Bexg8# +Bexg8+ Bexh2# +Bexh2+ Bexh3# +Bexh3+ Bexh4# +Bexh4+ Bexh5# +Bexh5+ Bexh6# +Bexh6+ Bexh7# +Bexh7+ Bf1d3# +Bf1d3+ Bf1e2# +Bf1e2+ Bf1g2# +Bf1g2+ +Bf1xd3 +Bf1xe2 +Bf1xg2 Bf2d4# +Bf2d4+ Bf2e3# +Bf2e3+ Bf2g3# +Bf2g3+ +Bf2xd4 +Bf2xe3 +Bf2xg3 Bf3d5# +Bf3d5+ Bf3e2# +Bf3e2+ Bf3e4# +Bf3e4+ Bf3g2# +Bf3g2+ Bf3g4# +Bf3g4+ +Bf3xd5 +Bf3xe2 +Bf3xe4 +Bf3xg2 +Bf3xg4 Bf4d6# +Bf4d6+ Bf4e3# +Bf4e3+ Bf4e5# +Bf4e5+ Bf4g3# +Bf4g3+ Bf4g5# +Bf4g5+ +Bf4xd6 +Bf4xe3 +Bf4xe5 +Bf4xg3 +Bf4xg5 Bf5d3# +Bf5d3+ Bf5e4# +Bf5e4+ Bf5e6# +Bf5e6+ Bf5g4# +Bf5g4+ Bf5g6# +Bf5g6+ +Bf5xd3 +Bf5xe4 +Bf5xe6 +Bf5xg4 +Bf5xg6 Bf6d4# +Bf6d4+ Bf6e5# +Bf6e5+ Bf6e7# +Bf6e7+ Bf6g5# +Bf6g5+ Bf6g7# +Bf6g7+ +Bf6xd4 +Bf6xe5 +Bf6xe7 +Bf6xg5 +Bf6xg7 Bf7d5# +Bf7d5+ Bf7e6# +Bf7e6+ Bf7g6# +Bf7g6+ +Bf7xd5 +Bf7xe6 +Bf7xg6 Bf8d6# +Bf8d6+ Bf8e7# +Bf8e7+ Bf8g7# +Bf8g7+ +Bf8xd6 +Bf8xe7 +Bf8xg7 Bfxa2# +Bfxa2+ Bfxa3# +Bfxa3+ Bfxa6# +Bfxa6+ Bfxa7# +Bfxa7+ Bfxb1# +Bfxb1+ Bfxb2# +Bfxb2+ Bfxb3# +Bfxb3+ Bfxb4# +Bfxb4+ Bfxb5# +Bfxb5+ Bfxb6# +Bfxb6+ Bfxb7# +Bfxb7+ Bfxb8# +Bfxb8+ Bfxc1# +Bfxc1+ Bfxc2# +Bfxc2+ Bfxc3# +Bfxc3+ Bfxc4# +Bfxc4+ Bfxc5# +Bfxc5+ Bfxc6# +Bfxc6+ Bfxc7# +Bfxc7+ Bfxc8# +Bfxc8+ Bfxd1# +Bfxd1+ Bfxd2# +Bfxd2+ Bfxd3# +Bfxd3+ Bfxd4# +Bfxd4+ Bfxd5# +Bfxd5+ Bfxd6# +Bfxd6+ Bfxd7# +Bfxd7+ Bfxd8# +Bfxd8+ Bfxe1# +Bfxe1+ Bfxe2# +Bfxe2+ Bfxe3# +Bfxe3+ Bfxe4# +Bfxe4+ Bfxe5# +Bfxe5+ Bfxe6# +Bfxe6+ Bfxe7# +Bfxe7+ Bfxe8# +Bfxe8+ Bfxg1# +Bfxg1+ Bfxg2# +Bfxg2+ Bfxg3# +Bfxg3+ Bfxg4# +Bfxg4+ Bfxg5# +Bfxg5+ Bfxg6# +Bfxg6+ Bfxg7# +Bfxg7+ Bfxg8# +Bfxg8+ Bfxh2# +Bfxh2+ Bfxh3# +Bfxh3+ Bfxh4# +Bfxh4+ Bfxh5# +Bfxh5+ Bfxh6# +Bfxh6+ Bfxh7# +Bfxh7+ Bg1d4# +Bg1d4+ Bg1e3# +Bg1e3+ Bg1f2# +Bg1f2+ +Bg1xd4 +Bg1xe3 +Bg1xf2 Bg2d5# +Bg2d5+ Bg2e4# +Bg2e4+ Bg2f3# +Bg2f3+ +Bg2xd5 +Bg2xe4 +Bg2xf3 Bg3e5# +Bg3e5+ Bg3f2# +Bg3f2+ Bg3f4# +Bg3f4+ +Bg3xe5 +Bg3xf2 +Bg3xf4 Bg4e6# +Bg4e6+ Bg4f3# +Bg4f3+ Bg4f5# +Bg4f5+ +Bg4xe6 +Bg4xf3 +Bg4xf5 Bg5e3# +Bg5e3+ Bg5f4# +Bg5f4+ Bg5f6# +Bg5f6+ +Bg5xe3 +Bg5xf4 +Bg5xf6 Bg6e4# +Bg6e4+ Bg6f5# +Bg6f5+ Bg6f7# +Bg6f7+ +Bg6xe4 +Bg6xf5 +Bg6xf7 Bg7d4# +Bg7d4+ Bg7e5# +Bg7e5+ Bg7f6# +Bg7f6+ +Bg7xd4 +Bg7xe5 +Bg7xf6 Bg8d5# +Bg8d5+ Bg8e6# +Bg8e6+ Bg8f7# +Bg8f7+ +Bg8xd5 +Bg8xe6 +Bg8xf7 Bgxa2# +Bgxa2+ Bgxa7# +Bgxa7+ Bgxb1# +Bgxb1+ Bgxb2# +Bgxb2+ Bgxb3# +Bgxb3+ Bgxb6# +Bgxb6+ Bgxb7# +Bgxb7+ Bgxb8# +Bgxb8+ Bgxc1# +Bgxc1+ Bgxc2# +Bgxc2+ Bgxc3# +Bgxc3+ Bgxc4# +Bgxc4+ Bgxc5# +Bgxc5+ Bgxc6# +Bgxc6+ Bgxc7# +Bgxc7+ Bgxc8# +Bgxc8+ Bgxd1# +Bgxd1+ Bgxd2# +Bgxd2+ Bgxd3# +Bgxd3+ Bgxd4# +Bgxd4+ Bgxd5# +Bgxd5+ Bgxd6# +Bgxd6+ Bgxd7# +Bgxd7+ Bgxd8# +Bgxd8+ Bgxe1# +Bgxe1+ Bgxe2# +Bgxe2+ Bgxe3# +Bgxe3+ Bgxe4# +Bgxe4+ Bgxe5# +Bgxe5+ Bgxe6# +Bgxe6+ Bgxe7# +Bgxe7+ Bgxe8# +Bgxe8+ Bgxf1# +Bgxf1+ Bgxf2# +Bgxf2+ Bgxf3# +Bgxf3+ Bgxf4# +Bgxf4+ Bgxf5# +Bgxf5+ Bgxf6# +Bgxf6+ Bgxf7# +Bgxf7+ Bgxf8# +Bgxf8+ Bgxh2# +Bgxh2+ Bgxh3# +Bgxh3+ Bgxh4# +Bgxh4+ Bgxh5# +Bgxh5+ Bgxh6# +Bgxh6+ Bgxh7# +Bgxh7+ Bh1e4# +Bh1e4+ Bh1f3# +Bh1f3+ Bh1g2# +Bh1g2+ +Bh1xe4 +Bh1xf3 +Bh1xg2 Bh2e5# +Bh2e5+ Bh2f4# +Bh2f4+ Bh2g3# +Bh2g3+ +Bh2xe5 +Bh2xf4 +Bh2xg3 Bh3f5# +Bh3f5+ Bh3g2# +Bh3g2+ Bh3g4# +Bh3g4+ +Bh3xf5 +Bh3xg2 +Bh3xg4 Bh4f6# +Bh4f6+ Bh4g3# +Bh4g3+ Bh4g5# +Bh4g5+ +Bh4xf6 +Bh4xg3 +Bh4xg5 Bh5f3# +Bh5f3+ Bh5g4# +Bh5g4+ Bh5g6# +Bh5g6+ +Bh5xf3 +Bh5xg4 +Bh5xg6 Bh6f4# +Bh6f4+ Bh6g5# +Bh6g5+ Bh6g7# +Bh6g7+ +Bh6xf4 +Bh6xg5 +Bh6xg7 Bh7e4# +Bh7e4+ Bh7f5# +Bh7f5+ Bh7g6# +Bh7g6+ +Bh7xe4 +Bh7xf5 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+Rcxd7+ Rcxd8# +Rcxd8+ Rcxe1# +Rcxe1+ Rcxe2# +Rcxe2+ Rcxe3# +Rcxe3+ Rcxe4# +Rcxe4+ Rcxe5# +Rcxe5+ Rcxe6# +Rcxe6+ Rcxe7# +Rcxe7+ Rcxe8# +Rcxe8+ Rcxf1# +Rcxf1+ Rcxf2# +Rcxf2+ Rcxf3# +Rcxf3+ Rcxf4# +Rcxf4+ Rcxf5# +Rcxf5+ Rcxf6# +Rcxf6+ Rcxf7# +Rcxf7+ Rcxf8# +Rcxf8+ Rcxg1# +Rcxg1+ Rcxg2# +Rcxg2+ Rcxg3# +Rcxg3+ Rcxg4# +Rcxg4+ Rcxg5# +Rcxg5+ Rcxg6# +Rcxg6+ Rcxg7# +Rcxg7+ Rcxg8# +Rcxg8+ Rcxh1# +Rcxh1+ Rcxh2# +Rcxh2+ Rcxh3# +Rcxh3+ Rcxh4# +Rcxh4+ Rcxh5# +Rcxh5+ Rcxh6# +Rcxh6+ Rcxh7# +Rcxh7+ Rcxh8# +Rcxh8+ Rdxa1# +Rdxa1+ Rdxa2# +Rdxa2+ Rdxa3# +Rdxa3+ Rdxa4# +Rdxa4+ Rdxa5# +Rdxa5+ Rdxa6# +Rdxa6+ Rdxa7# +Rdxa7+ Rdxa8# +Rdxa8+ Rdxb1# +Rdxb1+ Rdxb2# +Rdxb2+ Rdxb3# +Rdxb3+ Rdxb4# +Rdxb4+ Rdxb5# +Rdxb5+ Rdxb6# +Rdxb6+ Rdxb7# +Rdxb7+ Rdxb8# +Rdxb8+ Rdxc1# +Rdxc1+ Rdxc2# +Rdxc2+ Rdxc3# +Rdxc3+ Rdxc4# +Rdxc4+ Rdxc5# +Rdxc5+ Rdxc6# +Rdxc6+ Rdxc7# +Rdxc7+ Rdxc8# +Rdxc8+ Rdxd1# +Rdxd1+ Rdxd2# +Rdxd2+ Rdxd3# +Rdxd3+ Rdxd4# +Rdxd4+ Rdxd5# +Rdxd5+ Rdxd6# +Rdxd6+ Rdxd7# +Rdxd7+ Rdxd8# +Rdxd8+ Rdxe1# +Rdxe1+ Rdxe2# +Rdxe2+ Rdxe3# +Rdxe3+ Rdxe4# +Rdxe4+ Rdxe5# +Rdxe5+ Rdxe6# +Rdxe6+ Rdxe7# +Rdxe7+ Rdxe8# +Rdxe8+ Rdxf1# +Rdxf1+ Rdxf2# +Rdxf2+ Rdxf3# +Rdxf3+ Rdxf4# +Rdxf4+ Rdxf5# +Rdxf5+ Rdxf6# +Rdxf6+ Rdxf7# +Rdxf7+ Rdxf8# +Rdxf8+ Rdxg1# +Rdxg1+ Rdxg2# +Rdxg2+ Rdxg3# +Rdxg3+ Rdxg4# +Rdxg4+ Rdxg5# +Rdxg5+ Rdxg6# +Rdxg6+ Rdxg7# +Rdxg7+ Rdxg8# +Rdxg8+ Rdxh1# +Rdxh1+ Rdxh2# +Rdxh2+ Rdxh3# +Rdxh3+ Rdxh4# +Rdxh4+ Rdxh5# +Rdxh5+ Rdxh6# +Rdxh6+ Rdxh7# +Rdxh7+ Rdxh8# +Rdxh8+ Rexa1# +Rexa1+ Rexa2# +Rexa2+ Rexa3# +Rexa3+ Rexa4# +Rexa4+ Rexa5# +Rexa5+ Rexa6# +Rexa6+ Rexa7# +Rexa7+ Rexa8# +Rexa8+ Rexb1# +Rexb1+ Rexb2# +Rexb2+ Rexb3# +Rexb3+ Rexb4# +Rexb4+ Rexb5# +Rexb5+ Rexb6# +Rexb6+ Rexb7# +Rexb7+ Rexb8# +Rexb8+ Rexc1# +Rexc1+ Rexc2# +Rexc2+ Rexc3# +Rexc3+ Rexc4# +Rexc4+ Rexc5# +Rexc5+ Rexc6# +Rexc6+ Rexc7# +Rexc7+ Rexc8# +Rexc8+ Rexd1# +Rexd1+ Rexd2# +Rexd2+ Rexd3# +Rexd3+ Rexd4# +Rexd4+ Rexd5# +Rexd5+ Rexd6# +Rexd6+ Rexd7# +Rexd7+ Rexd8# +Rexd8+ Rexe1# +Rexe1+ Rexe2# +Rexe2+ Rexe3# +Rexe3+ Rexe4# +Rexe4+ Rexe5# +Rexe5+ Rexe6# +Rexe6+ Rexe7# +Rexe7+ Rexe8# +Rexe8+ Rexf1# +Rexf1+ Rexf2# +Rexf2+ Rexf3# +Rexf3+ Rexf4# +Rexf4+ Rexf5# +Rexf5+ Rexf6# +Rexf6+ Rexf7# +Rexf7+ Rexf8# +Rexf8+ Rexg1# +Rexg1+ Rexg2# +Rexg2+ Rexg3# +Rexg3+ Rexg4# +Rexg4+ Rexg5# +Rexg5+ Rexg6# +Rexg6+ Rexg7# +Rexg7+ Rexg8# +Rexg8+ Rexh1# +Rexh1+ Rexh2# +Rexh2+ Rexh3# +Rexh3+ Rexh4# +Rexh4+ Rexh5# +Rexh5+ Rexh6# +Rexh6+ Rexh7# +Rexh7+ Rexh8# +Rexh8+ Rfxa1# +Rfxa1+ Rfxa2# +Rfxa2+ Rfxa3# +Rfxa3+ Rfxa4# +Rfxa4+ Rfxa5# +Rfxa5+ Rfxa6# +Rfxa6+ Rfxa7# +Rfxa7+ Rfxa8# +Rfxa8+ Rfxb1# +Rfxb1+ Rfxb2# +Rfxb2+ Rfxb3# +Rfxb3+ Rfxb4# +Rfxb4+ Rfxb5# +Rfxb5+ Rfxb6# +Rfxb6+ Rfxb7# +Rfxb7+ Rfxb8# +Rfxb8+ Rfxc1# +Rfxc1+ Rfxc2# +Rfxc2+ Rfxc3# +Rfxc3+ Rfxc4# +Rfxc4+ Rfxc5# +Rfxc5+ Rfxc6# +Rfxc6+ Rfxc7# +Rfxc7+ Rfxc8# +Rfxc8+ Rfxd1# +Rfxd1+ Rfxd2# +Rfxd2+ Rfxd3# +Rfxd3+ Rfxd4# +Rfxd4+ Rfxd5# +Rfxd5+ Rfxd6# +Rfxd6+ Rfxd7# +Rfxd7+ Rfxd8# +Rfxd8+ Rfxe1# +Rfxe1+ Rfxe2# +Rfxe2+ Rfxe3# +Rfxe3+ Rfxe4# +Rfxe4+ Rfxe5# +Rfxe5+ Rfxe6# +Rfxe6+ Rfxe7# +Rfxe7+ Rfxe8# +Rfxe8+ Rfxf1# +Rfxf1+ Rfxf2# +Rfxf2+ Rfxf3# +Rfxf3+ Rfxf4# +Rfxf4+ Rfxf5# +Rfxf5+ Rfxf6# +Rfxf6+ Rfxf7# +Rfxf7+ Rfxf8# +Rfxf8+ Rfxg1# +Rfxg1+ Rfxg2# +Rfxg2+ Rfxg3# +Rfxg3+ Rfxg4# +Rfxg4+ Rfxg5# +Rfxg5+ Rfxg6# +Rfxg6+ Rfxg7# +Rfxg7+ Rfxg8# +Rfxg8+ Rfxh1# +Rfxh1+ Rfxh2# +Rfxh2+ Rfxh3# +Rfxh3+ Rfxh4# +Rfxh4+ Rfxh5# +Rfxh5+ Rfxh6# +Rfxh6+ Rfxh7# +Rfxh7+ Rfxh8# +Rfxh8+ Rgxa1# +Rgxa1+ Rgxa2# +Rgxa2+ Rgxa3# +Rgxa3+ Rgxa4# +Rgxa4+ Rgxa5# +Rgxa5+ Rgxa6# +Rgxa6+ Rgxa7# +Rgxa7+ Rgxa8# +Rgxa8+ Rgxb1# +Rgxb1+ Rgxb2# +Rgxb2+ Rgxb3# +Rgxb3+ Rgxb4# +Rgxb4+ Rgxb5# +Rgxb5+ Rgxb6# +Rgxb6+ Rgxb7# +Rgxb7+ Rgxb8# +Rgxb8+ Rgxc1# +Rgxc1+ Rgxc2# +Rgxc2+ Rgxc3# +Rgxc3+ Rgxc4# +Rgxc4+ Rgxc5# +Rgxc5+ Rgxc6# +Rgxc6+ Rgxc7# +Rgxc7+ Rgxc8# +Rgxc8+ Rgxd1# +Rgxd1+ Rgxd2# +Rgxd2+ Rgxd3# +Rgxd3+ Rgxd4# +Rgxd4+ Rgxd5# +Rgxd5+ Rgxd6# +Rgxd6+ Rgxd7# +Rgxd7+ Rgxd8# +Rgxd8+ Rgxe1# +Rgxe1+ Rgxe2# +Rgxe2+ Rgxe3# +Rgxe3+ Rgxe4# +Rgxe4+ Rgxe5# +Rgxe5+ Rgxe6# +Rgxe6+ Rgxe7# +Rgxe7+ Rgxe8# +Rgxe8+ Rgxf1# +Rgxf1+ Rgxf2# +Rgxf2+ Rgxf3# +Rgxf3+ Rgxf4# +Rgxf4+ Rgxf5# +Rgxf5+ Rgxf6# +Rgxf6+ Rgxf7# +Rgxf7+ Rgxf8# +Rgxf8+ Rgxg1# +Rgxg1+ Rgxg2# +Rgxg2+ Rgxg3# +Rgxg3+ Rgxg4# +Rgxg4+ Rgxg5# +Rgxg5+ Rgxg6# +Rgxg6+ Rgxg7# +Rgxg7+ Rgxg8# +Rgxg8+ Rgxh1# +Rgxh1+ Rgxh2# +Rgxh2+ Rgxh3# +Rgxh3+ Rgxh4# +Rgxh4+ Rgxh5# +Rgxh5+ Rgxh6# +Rgxh6+ Rgxh7# +Rgxh7+ Rgxh8# +Rgxh8+ Rhxa1# +Rhxa1+ Rhxa2# +Rhxa2+ Rhxa3# +Rhxa3+ Rhxa4# +Rhxa4+ Rhxa5# +Rhxa5+ Rhxa6# +Rhxa6+ Rhxa7# +Rhxa7+ Rhxa8# +Rhxa8+ Rhxb1# +Rhxb1+ Rhxb2# +Rhxb2+ Rhxb3# +Rhxb3+ Rhxb4# +Rhxb4+ Rhxb5# +Rhxb5+ Rhxb6# +Rhxb6+ Rhxb7# +Rhxb7+ Rhxb8# +Rhxb8+ Rhxc1# +Rhxc1+ Rhxc2# +Rhxc2+ Rhxc3# +Rhxc3+ Rhxc4# +Rhxc4+ Rhxc5# +Rhxc5+ Rhxc6# +Rhxc6+ Rhxc7# +Rhxc7+ Rhxc8# +Rhxc8+ Rhxd1# +Rhxd1+ Rhxd2# +Rhxd2+ Rhxd3# +Rhxd3+ Rhxd4# +Rhxd4+ Rhxd5# +Rhxd5+ Rhxd6# +Rhxd6+ Rhxd7# +Rhxd7+ Rhxd8# +Rhxd8+ Rhxe1# +Rhxe1+ Rhxe2# +Rhxe2+ Rhxe3# +Rhxe3+ Rhxe4# +Rhxe4+ Rhxe5# +Rhxe5+ Rhxe6# +Rhxe6+ Rhxe7# +Rhxe7+ Rhxe8# +Rhxe8+ Rhxf1# +Rhxf1+ Rhxf2# +Rhxf2+ Rhxf3# +Rhxf3+ Rhxf4# +Rhxf4+ Rhxf5# +Rhxf5+ Rhxf6# +Rhxf6+ Rhxf7# +Rhxf7+ Rhxf8# +Rhxf8+ Rhxg1# +Rhxg1+ Rhxg2# +Rhxg2+ Rhxg3# +Rhxg3+ Rhxg4# +Rhxg4+ Rhxg5# +Rhxg5+ Rhxg6# +Rhxg6+ Rhxg7# +Rhxg7+ Rhxg8# +Rhxg8+ Rhxh1# +Rhxh1+ Rhxh2# +Rhxh2+ Rhxh3# +Rhxh3+ Rhxh4# +Rhxh4+ Rhxh5# +Rhxh5+ Rhxh6# +Rhxh6+ Rhxh7# +Rhxh7+ Rhxh8# +Rhxh8+ +axb1=B +axb1=N +axb1=Q +axb1=R +axb8=B +axb8=N +axb8=Q +axb8=R +bxa1=B +bxa1=N +bxa1=Q +bxa1=R +bxa8=B +bxa8=N +bxa8=Q +bxa8=R +bxc1=B +bxc1=N +bxc1=Q +bxc1=R +bxc8=B +bxc8=N +bxc8=Q +bxc8=R +cxb1=B +cxb1=N +cxb1=Q +cxb1=R +cxb8=B +cxb8=N +cxb8=Q +cxb8=R +cxd1=B +cxd1=N +cxd1=Q +cxd1=R +cxd8=B +cxd8=N +cxd8=Q +cxd8=R +dxc1=B +dxc1=N +dxc1=Q +dxc1=R +dxc8=B +dxc8=N +dxc8=Q +dxc8=R +dxe1=B +dxe1=N +dxe1=Q +dxe1=R +dxe8=B +dxe8=N +dxe8=Q +dxe8=R +exd1=B +exd1=N +exd1=Q +exd1=R +exd8=B +exd8=N +exd8=Q +exd8=R +exf1=B +exf1=N +exf1=Q +exf1=R +exf8=B +exf8=N +exf8=Q +exf8=R +fxe1=B +fxe1=N +fxe1=Q +fxe1=R +fxe8=B +fxe8=N +fxe8=Q +fxe8=R +fxg1=B +fxg1=N +fxg1=Q +fxg1=R +fxg8=B 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Bb8xd6# +Bb8xd6+ Bb8xe5# +Bb8xe5+ Bc1xb2# +Bc1xb2+ Bc1xd2# +Bc1xd2+ Bc1xe3# +Bc1xe3+ Bc2xb3# +Bc2xb3+ Bc2xd3# +Bc2xd3+ Bc2xe4# +Bc2xe4+ Bc3xb2# +Bc3xb2+ Bc3xb4# +Bc3xb4+ Bc3xd2# +Bc3xd2+ Bc3xd4# +Bc3xd4+ Bc3xe5# +Bc3xe5+ Bc4xb3# +Bc4xb3+ Bc4xb5# +Bc4xb5+ Bc4xd3# +Bc4xd3+ Bc4xd5# +Bc4xd5+ Bc4xe6# +Bc4xe6+ Bc5xb4# +Bc5xb4+ Bc5xb6# +Bc5xb6+ Bc5xd4# +Bc5xd4+ Bc5xd6# +Bc5xd6+ Bc5xe3# +Bc5xe3+ Bc6xb5# +Bc6xb5+ Bc6xb7# +Bc6xb7+ Bc6xd5# +Bc6xd5+ Bc6xd7# +Bc6xd7+ Bc6xe4# +Bc6xe4+ Bc7xb6# +Bc7xb6+ Bc7xd6# +Bc7xd6+ Bc7xe5# +Bc7xe5+ Bc8xb7# +Bc8xb7+ Bc8xd7# +Bc8xd7+ Bc8xe6# +Bc8xe6+ Bd1xc2# +Bd1xc2+ Bd1xe2# +Bd1xe2+ Bd1xf3# +Bd1xf3+ Bd2xc3# +Bd2xc3+ Bd2xe3# +Bd2xe3+ Bd2xf4# +Bd2xf4+ Bd3xc2# +Bd3xc2+ Bd3xc4# +Bd3xc4+ Bd3xe2# +Bd3xe2+ Bd3xe4# +Bd3xe4+ Bd3xf5# +Bd3xf5+ Bd4xc3# +Bd4xc3+ Bd4xc5# +Bd4xc5+ Bd4xe3# +Bd4xe3+ Bd4xe5# +Bd4xe5+ Bd4xf6# +Bd4xf6+ Bd5xc4# +Bd5xc4+ Bd5xc6# +Bd5xc6+ Bd5xe4# +Bd5xe4+ Bd5xe6# +Bd5xe6+ Bd5xf3# +Bd5xf3+ Bd6xc5# +Bd6xc5+ Bd6xc7# +Bd6xc7+ Bd6xe5# +Bd6xe5+ Bd6xe7# 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Bf5xg4# +Bf5xg4+ Bf5xg6# +Bf5xg6+ Bf6xd4# +Bf6xd4+ Bf6xe5# +Bf6xe5+ Bf6xe7# +Bf6xe7+ Bf6xg5# +Bf6xg5+ Bf6xg7# +Bf6xg7+ Bf7xd5# +Bf7xd5+ Bf7xe6# +Bf7xe6+ Bf7xg6# +Bf7xg6+ Bf8xd6# +Bf8xd6+ Bf8xe7# +Bf8xe7+ Bf8xg7# +Bf8xg7+ Bg1xd4# +Bg1xd4+ Bg1xe3# +Bg1xe3+ Bg1xf2# +Bg1xf2+ Bg2xd5# +Bg2xd5+ Bg2xe4# +Bg2xe4+ Bg2xf3# +Bg2xf3+ Bg3xe5# +Bg3xe5+ Bg3xf2# +Bg3xf2+ Bg3xf4# +Bg3xf4+ Bg4xe6# +Bg4xe6+ Bg4xf3# +Bg4xf3+ Bg4xf5# +Bg4xf5+ Bg5xe3# +Bg5xe3+ Bg5xf4# +Bg5xf4+ Bg5xf6# +Bg5xf6+ Bg6xe4# +Bg6xe4+ Bg6xf5# +Bg6xf5+ Bg6xf7# +Bg6xf7+ Bg7xd4# +Bg7xd4+ Bg7xe5# +Bg7xe5+ Bg7xf6# +Bg7xf6+ Bg8xd5# +Bg8xd5+ Bg8xe6# +Bg8xe6+ Bg8xf7# +Bg8xf7+ Bh1xe4# +Bh1xe4+ Bh1xf3# +Bh1xf3+ Bh1xg2# +Bh1xg2+ Bh2xe5# +Bh2xe5+ Bh2xf4# +Bh2xf4+ Bh2xg3# +Bh2xg3+ Bh3xf5# +Bh3xf5+ Bh3xg2# +Bh3xg2+ Bh3xg4# +Bh3xg4+ Bh4xf6# +Bh4xf6+ Bh4xg3# +Bh4xg3+ Bh4xg5# +Bh4xg5+ Bh5xf3# +Bh5xf3+ Bh5xg4# +Bh5xg4+ Bh5xg6# +Bh5xg6+ Bh6xf4# +Bh6xf4+ Bh6xg5# +Bh6xg5+ Bh6xg7# +Bh6xg7+ Bh7xe4# +Bh7xe4+ Bh7xf5# +Bh7xf5+ Bh7xg6# +Bh7xg6+ Bh8xe5# 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Nc5xe4# +Nc5xe4+ Nc5xe6# +Nc5xe6+ Nc6xb4# +Nc6xb4+ Nc6xd4# +Nc6xd4+ Nc6xe5# +Nc6xe5+ Nc6xe7# +Nc6xe7+ Nc7xb5# +Nc7xb5+ Nc7xd5# +Nc7xd5+ Nc7xe6# +Nc7xe6+ Nc8xb6# +Nc8xb6+ Nc8xd6# +Nc8xd6+ Nc8xe7# +Nc8xe7+ Nd1xc3# +Nd1xc3+ Nd1xe3# +Nd1xe3+ Nd1xf2# +Nd1xf2+ Nd2xc4# +Nd2xc4+ Nd2xe4# +Nd2xe4+ Nd2xf3# +Nd2xf3+ Nd3xc5# +Nd3xc5+ Nd3xe5# +Nd3xe5+ Nd3xf2# +Nd3xf2+ Nd3xf4# +Nd3xf4+ Nd4xc6# +Nd4xc6+ Nd4xe6# +Nd4xe6+ Nd4xf3# +Nd4xf3+ Nd4xf5# +Nd4xf5+ Nd5xc3# +Nd5xc3+ Nd5xe3# +Nd5xe3+ Nd5xf4# +Nd5xf4+ Nd5xf6# +Nd5xf6+ Nd6xc4# +Nd6xc4+ Nd6xe4# +Nd6xe4+ Nd6xf5# +Nd6xf5+ Nd6xf7# +Nd6xf7+ Nd7xc5# +Nd7xc5+ Nd7xe5# +Nd7xe5+ Nd7xf6# +Nd7xf6+ Nd8xc6# +Nd8xc6+ Nd8xe6# +Nd8xe6+ Nd8xf7# +Nd8xf7+ Ne1xc2# +Ne1xc2+ Ne1xd3# +Ne1xd3+ Ne1xf3# +Ne1xf3+ Ne2xc3# +Ne2xc3+ Ne2xd4# +Ne2xd4+ Ne2xf4# +Ne2xf4+ Ne3xc2# +Ne3xc2+ Ne3xc4# +Ne3xc4+ Ne3xd5# +Ne3xd5+ Ne3xf5# +Ne3xf5+ Ne4xc3# +Ne4xc3+ Ne4xc5# +Ne4xc5+ Ne4xd6# +Ne4xd6+ Ne4xf6# +Ne4xf6+ Ne5xc4# +Ne5xc4+ Ne5xc6# +Ne5xc6+ Ne5xd3# +Ne5xd3+ Ne5xf3# +Ne5xf3+ Ne6xc5# +Ne6xc5+ Ne6xc7# +Ne6xc7+ Ne6xd4# +Ne6xd4+ Ne6xf4# +Ne6xf4+ Ne7xc6# +Ne7xc6+ Ne7xd5# +Ne7xd5+ Ne7xf5# +Ne7xf5+ Ne8xc7# +Ne8xc7+ Ne8xd6# +Ne8xd6+ Ne8xf6# +Ne8xf6+ Nf1xd2# +Nf1xd2+ Nf1xe3# +Nf1xe3+ Nf1xg3# +Nf1xg3+ Nf2xd3# +Nf2xd3+ Nf2xe4# +Nf2xe4+ Nf2xg4# +Nf2xg4+ Nf3xd2# +Nf3xd2+ Nf3xd4# +Nf3xd4+ Nf3xe5# +Nf3xe5+ Nf3xg5# +Nf3xg5+ Nf4xd3# +Nf4xd3+ Nf4xd5# +Nf4xd5+ Nf4xe6# +Nf4xe6+ Nf4xg6# +Nf4xg6+ Nf5xd4# +Nf5xd4+ Nf5xd6# +Nf5xd6+ Nf5xe3# +Nf5xe3+ Nf5xg3# +Nf5xg3+ Nf6xd5# +Nf6xd5+ Nf6xd7# +Nf6xd7+ Nf6xe4# +Nf6xe4+ Nf6xg4# +Nf6xg4+ Nf7xd6# +Nf7xd6+ Nf7xe5# +Nf7xe5+ Nf7xg5# +Nf7xg5+ Nf8xd7# +Nf8xd7+ Nf8xe6# +Nf8xe6+ Nf8xg6# +Nf8xg6+ Ng1xe2# +Ng1xe2+ Ng1xf3# +Ng1xf3+ Ng2xe3# +Ng2xe3+ Ng2xf4# +Ng2xf4+ Ng3xe2# +Ng3xe2+ Ng3xe4# +Ng3xe4+ Ng3xf5# +Ng3xf5+ Ng4xe3# +Ng4xe3+ Ng4xe5# +Ng4xe5+ Ng4xf6# +Ng4xf6+ Ng5xe4# +Ng5xe4+ Ng5xe6# +Ng5xe6+ Ng5xf3# +Ng5xf3+ Ng6xe5# +Ng6xe5+ Ng6xe7# +Ng6xe7+ Ng6xf4# +Ng6xf4+ Ng7xe6# +Ng7xe6+ Ng7xf5# +Ng7xf5+ Ng8xe7# +Ng8xe7+ Ng8xf6# +Ng8xf6+ Nh1xf2# +Nh1xf2+ 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Qh7xh4# +Qh7xh4+ Qh7xh5# +Qh7xh5+ Qh7xh6# +Qh7xh6+ Qh8xb2# +Qh8xb2+ Qh8xb8# +Qh8xb8+ Qh8xc3# +Qh8xc3+ Qh8xc8# +Qh8xc8+ Qh8xd4# +Qh8xd4+ Qh8xd8# +Qh8xd8+ Qh8xe5# +Qh8xe5+ Qh8xe8# +Qh8xe8+ Qh8xf6# +Qh8xf6+ Qh8xf8# +Qh8xf8+ Qh8xg7# +Qh8xg7+ Qh8xg8# +Qh8xg8+ Qh8xh2# +Qh8xh2+ Qh8xh3# +Qh8xh3+ Qh8xh4# +Qh8xh4+ Qh8xh5# +Qh8xh5+ Qh8xh6# +Qh8xh6+ Qh8xh7# +Qh8xh7+ axb1=B# +axb1=B+ axb1=N# +axb1=N+ axb1=Q# +axb1=Q+ axb1=R# +axb1=R+ axb8=B# +axb8=B+ axb8=N# +axb8=N+ axb8=Q# +axb8=Q+ axb8=R# +axb8=R+ bxa1=B# +bxa1=B+ bxa1=N# +bxa1=N+ bxa1=Q# +bxa1=Q+ bxa1=R# +bxa1=R+ bxa8=B# +bxa8=B+ bxa8=N# +bxa8=N+ bxa8=Q# +bxa8=Q+ bxa8=R# +bxa8=R+ bxc1=B# +bxc1=B+ bxc1=N# +bxc1=N+ bxc1=Q# +bxc1=Q+ bxc1=R# +bxc1=R+ bxc8=B# +bxc8=B+ bxc8=N# +bxc8=N+ bxc8=Q# +bxc8=Q+ bxc8=R# +bxc8=R+ cxb1=B# +cxb1=B+ cxb1=N# +cxb1=N+ cxb1=Q# +cxb1=Q+ cxb1=R# +cxb1=R+ cxb8=B# +cxb8=B+ cxb8=N# +cxb8=N+ cxb8=Q# +cxb8=Q+ cxb8=R# +cxb8=R+ cxd1=B# +cxd1=B+ cxd1=N# +cxd1=N+ cxd1=Q# +cxd1=Q+ cxd1=R# +cxd1=R+ cxd8=B# +cxd8=B+ cxd8=N# 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gxh1=B# +gxh1=B+ gxh1=N# +gxh1=N+ gxh1=Q# +gxh1=Q+ gxh1=R# +gxh1=R+ gxh8=B# +gxh8=B+ gxh8=N# +gxh8=N+ gxh8=Q# +gxh8=Q+ gxh8=R# +gxh8=R+ hxg1=B# +hxg1=B+ hxg1=N# +hxg1=N+ hxg1=Q# +hxg1=Q+ hxg1=R# +hxg1=R+ hxg8=B# +hxg8=B+ hxg8=N# +hxg8=N+ hxg8=Q# -hxg8=R# \ No newline at end of file +hxg8=Q+ +hxg8=R# +hxg8=R+ \ No newline at end of file From be428e90d83250cd7d8a284bbbe850c7143278e8 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Mon, 3 Nov 2025 01:43:20 -0500 Subject: [PATCH 41/46] Remove `place_kings` funcs for now, other fixes --- src/san_strings/__init__.py | 186 +++++------ src/san_strings/san_strings_with_symbols.txt | 220 ++----------- src/san_strings/utils/__init__.py | 219 +++++-------- src/san_strings/utils/san_parts.py | 322 ++----------------- 4 files changed, 235 insertions(+), 712 deletions(-) diff --git a/src/san_strings/__init__.py b/src/san_strings/__init__.py index b4da6aa..1e98848 100644 --- a/src/san_strings/__init__.py +++ b/src/san_strings/__init__.py @@ -1,3 +1,5 @@ +from typing import Collection + import chess from chess_action_space import iter_action_space @@ -21,31 +23,36 @@ """ A blank `chess.Board` to use for generating moves. """ -def gen_sans() -> set[str]: - sans: set[str] = set() +def gen_sans_for_move( + move: chess.Move, + *, + piece_type_filter: Collection[chess.PieceType] | None = None, +) -> set[str]: + if piece_type_filter is None: + piece_type_filter = [*chess.PIECE_TYPES] + + move_sans: set[str] = set() + + def add_san(san_parts: SanParts) -> None: + san_parts = san_parts.copy() + if san_parts.check_or_mate is not None: + raise ValueError('Should only pass non-check/mate `SanParts`') + move_sans.add(san_parts.rendered) + if san_parts.can_cause_check: + # TODO: Prove that a SAN can cause check if and only if it can cause checkmate + san_parts.check_or_mate = '+' + move_sans.add(san_parts.rendered) + san_parts.check_or_mate = '#' + move_sans.add(san_parts.rendered) - for move in iter_action_space(): - move_sans: set[str] = set() + # Set vars we might use later. + from_file = chess.square_file(move.from_square) + from_rank = chess.square_rank(move.from_square) - def add_san(san_parts: SanParts) -> None: - san_parts = san_parts.copy() - if san_parts.check_or_mate is not None: - raise ValueError('Should only pass non-check/mate `SanParts`') - move_sans.add(san_parts.rendered) - if san_parts.can_cause_check: - # TODO: Prove that a SAN can cause check if and only if it can cause checkmate - san_parts.check_or_mate = '+' - move_sans.add(san_parts.rendered) - san_parts.check_or_mate = '#' - move_sans.add(san_parts.rendered) - - # Set vars we might use later. - from_file = chess.square_file(move.from_square) - from_rank = chess.square_rank(move.from_square) - - ################# - # Pawns # - ################# + ################# + # Pawns # + ################# + if chess.PAWN in piece_type_filter: if can_be_pawn_move( move, enforce_is_capture_as=False, @@ -94,25 +101,18 @@ def add_san(san_parts: SanParts) -> None: ) ) - ################# - # Kings # - ################# + ################# + # Kings # + ################# + if chess.KING in piece_type_filter: # Non-castling - if can_be_king_move( - move, - enforce_is_kingside_castling_as=False, - enforce_is_queenside_castling_as=False, - ): + if can_be_king_move(move, enforce_is_castling_as=False): add_san(KingSanParts(to_square=move.to_square)) # Capture king moves are trivially possible when non-capture is possible - TODO: prove with FENs add_san(KingSanParts(is_capture=True, to_square=move.to_square)) # Kingside castling - if can_be_king_move( - move, - enforce_is_kingside_castling_as=True, - enforce_is_queenside_castling_as=False, - ): + if can_be_king_move(move, enforce_is_castling_as='kingside'): san = 'O-O' move_sans.add(san) # Capture/check castling SANs are trivially possible - TODO: prove with FENs @@ -120,74 +120,80 @@ def add_san(san_parts: SanParts) -> None: move_sans.add(f'{san}#') # Queenside castling - if can_be_king_move( - move, - enforce_is_kingside_castling_as=False, - enforce_is_queenside_castling_as=True, - ): + if can_be_king_move(move, enforce_is_castling_as='queenside'): san = 'O-O-O' move_sans.add(san) # Capture/check castling SANs are trivially possible - TODO: prove with FENs move_sans.add(f'{san}+') move_sans.add(f'{san}#') - ######################################## - # Knights/Bishops/Rooks/Queens # - ######################################## - for piece_type in (chess.KNIGHT, chess.BISHOP, chess.ROOK, chess.QUEEN): - if can_be_nbrq_move_by(piece_type, move): - # Non-disambiguated - # - captures - # - capture checks - # - capture checkmates - # - non-capture checks - # - non-capture checkmates - # are trivially always possible for these piece types. - # This is because non-disambiguated moves can always cause new squares to be attacked. - # TODO: Prove with FENs - add_san(NBRQSanParts(piece_type=piece_type, to_square=move.to_square)) - add_san( - NBRQSanParts( - piece_type=piece_type, is_capture=True, to_square=move.to_square - ) + ######################################## + # Knights/Bishops/Rooks/Queens # + ######################################## + for piece_type in (chess.KNIGHT, chess.BISHOP, chess.ROOK, chess.QUEEN): + if piece_type not in piece_type_filter: + continue + + if can_be_nbrq_move_by(piece_type, move): + # Non-disambiguated + # - captures + # - capture checks + # - capture checkmates + # - non-capture checks + # - non-capture checkmates + # are trivially always possible for these piece types. + # This is because non-disambiguated moves can always cause new squares to be attacked. + # TODO: Prove with FENs + add_san(NBRQSanParts(piece_type=piece_type, to_square=move.to_square)) + add_san( + NBRQSanParts( + piece_type=piece_type, is_capture=True, to_square=move.to_square ) + ) - for is_capture in (False, True): - if can_require_file_disambiguator(move=move, piece_type=piece_type): - add_san( - NBRQSanParts( - piece_type=piece_type, - file_disambiguator=from_file, - is_capture=is_capture, - to_square=move.to_square, - ) + for is_capture in (False, True): + if can_require_file_disambiguator(move=move, piece_type=piece_type): + add_san( + NBRQSanParts( + piece_type=piece_type, + file_disambiguator=from_file, + is_capture=is_capture, + to_square=move.to_square, ) + ) - if can_require_rank_disambiguator(move=move, piece_type=piece_type): - add_san( - NBRQSanParts( - piece_type=piece_type, - rank_disambiguator=from_rank, - is_capture=is_capture, - to_square=move.to_square, - ) + if can_require_rank_disambiguator(move=move, piece_type=piece_type): + add_san( + NBRQSanParts( + piece_type=piece_type, + rank_disambiguator=from_rank, + is_capture=is_capture, + to_square=move.to_square, ) + ) - if can_require_full_square_disambiguator( - move=move, - piece_type=piece_type, - ): - add_san( - NBRQSanParts( - piece_type=piece_type, - file_disambiguator=from_file, - rank_disambiguator=from_rank, - is_capture=is_capture, - to_square=move.to_square, - ) + if can_require_full_square_disambiguator( + move=move, + piece_type=piece_type, + ): + add_san( + NBRQSanParts( + piece_type=piece_type, + file_disambiguator=from_file, + rank_disambiguator=from_rank, + is_capture=is_capture, + to_square=move.to_square, ) + ) - assert move_sans, f'Action {move} did not generate any SANs' + return move_sans + + +def gen_sans() -> set[str]: + sans: set[str] = set() + + for move in iter_action_space(): + move_sans = gen_sans_for_move(move) sans.update(move_sans) return sans diff --git a/src/san_strings/san_strings_with_symbols.txt b/src/san_strings/san_strings_with_symbols.txt index ba77c95..e3ece7c 100644 --- a/src/san_strings/san_strings_with_symbols.txt +++ b/src/san_strings/san_strings_with_symbols.txt @@ -8156,6 +8156,8 @@ Q1xh5 Q1xh6 Q1xh7 Q1xh8 +Q2a1# +Q2a1+ Q2a2# Q2a2+ Q2a3# @@ -13316,22 +13318,6 @@ R8xh4 R8xh5 R8xh6 R8xh7 -Raa1# -Raa1+ -Raa2# -Raa2+ -Raa3# -Raa3+ -Raa4# -Raa4+ -Raa5# -Raa5+ -Raa6# -Raa6+ -Raa7# -Raa7+ -Raa8# -Raa8+ Rab1# Rab1+ Rab2# @@ -13428,22 +13414,6 @@ Rag7# Rag7+ Rag8# Rag8+ -Rah1# -Rah1+ -Rah2# -Rah2+ -Rah3# -Rah3+ -Rah4# -Rah4+ -Rah5# -Rah5+ -Rah6# -Rah6+ -Rah7# -Rah7+ -Rah8# -Rah8+ Raxa1 Raxa2 Raxa3 @@ -13508,8 +13478,6 @@ Raxh5 Raxh6 Raxh7 Raxh8 -Rba1# -Rba1+ Rba2# Rba2+ Rba3# @@ -13522,8 +13490,6 @@ Rba6# Rba6+ Rba7# Rba7+ -Rba8# -Rba8+ Rbb1# Rbb1+ Rbb2# @@ -13620,8 +13586,6 @@ Rbg7# Rbg7+ Rbg8# Rbg8+ -Rbh1# -Rbh1+ Rbh2# Rbh2+ Rbh3# @@ -13634,8 +13598,6 @@ Rbh6# Rbh6+ Rbh7# Rbh7+ -Rbh8# -Rbh8+ Rbxa1 Rbxa2 Rbxa3 @@ -13700,8 +13662,6 @@ Rbxh5 Rbxh6 Rbxh7 Rbxh8 -Rca1# -Rca1+ Rca2# Rca2+ Rca3# @@ -13714,8 +13674,6 @@ Rca6# Rca6+ Rca7# Rca7+ -Rca8# -Rca8+ Rcb1# Rcb1+ Rcb2# @@ -13812,8 +13770,6 @@ Rcg7# Rcg7+ Rcg8# Rcg8+ -Rch1# -Rch1+ Rch2# Rch2+ Rch3# @@ -13826,8 +13782,6 @@ Rch6# Rch6+ Rch7# Rch7+ -Rch8# -Rch8+ Rcxa1 Rcxa2 Rcxa3 @@ -13892,8 +13846,6 @@ Rcxh5 Rcxh6 Rcxh7 Rcxh8 -Rda1# -Rda1+ Rda2# Rda2+ Rda3# @@ -13906,8 +13858,6 @@ Rda6# Rda6+ Rda7# Rda7+ -Rda8# -Rda8+ Rdb1# Rdb1+ Rdb2# @@ -14004,8 +13954,6 @@ Rdg7# Rdg7+ Rdg8# Rdg8+ -Rdh1# -Rdh1+ Rdh2# Rdh2+ Rdh3# @@ -14018,8 +13966,6 @@ Rdh6# Rdh6+ Rdh7# Rdh7+ -Rdh8# -Rdh8+ Rdxa1 Rdxa2 Rdxa3 @@ -14084,8 +14030,6 @@ Rdxh5 Rdxh6 Rdxh7 Rdxh8 -Rea1# -Rea1+ Rea2# Rea2+ Rea3# @@ -14098,8 +14042,6 @@ Rea6# Rea6+ Rea7# Rea7+ -Rea8# -Rea8+ Reb1# Reb1+ Reb2# @@ -14196,8 +14138,6 @@ Reg7# Reg7+ Reg8# Reg8+ -Reh1# -Reh1+ Reh2# Reh2+ Reh3# @@ -14210,8 +14150,6 @@ Reh6# Reh6+ Reh7# Reh7+ -Reh8# -Reh8+ Rexa1 Rexa2 Rexa3 @@ -14276,8 +14214,6 @@ Rexh5 Rexh6 Rexh7 Rexh8 -Rfa1# -Rfa1+ Rfa2# Rfa2+ Rfa3# @@ -14290,8 +14226,6 @@ Rfa6# Rfa6+ Rfa7# Rfa7+ -Rfa8# -Rfa8+ Rfb1# Rfb1+ Rfb2# @@ -14388,8 +14322,6 @@ Rfg7# Rfg7+ Rfg8# Rfg8+ -Rfh1# -Rfh1+ Rfh2# Rfh2+ Rfh3# @@ -14402,8 +14334,6 @@ Rfh6# Rfh6+ Rfh7# Rfh7+ -Rfh8# -Rfh8+ Rfxa1 Rfxa2 Rfxa3 @@ -14468,8 +14398,6 @@ Rfxh5 Rfxh6 Rfxh7 Rfxh8 -Rga1# -Rga1+ Rga2# Rga2+ Rga3# @@ -14482,8 +14410,6 @@ Rga6# Rga6+ Rga7# Rga7+ -Rga8# -Rga8+ Rgb1# Rgb1+ Rgb2# @@ -14580,8 +14506,6 @@ Rgg7# Rgg7+ Rgg8# Rgg8+ -Rgh1# -Rgh1+ Rgh2# Rgh2+ Rgh3# @@ -14594,8 +14518,6 @@ Rgh6# Rgh6+ Rgh7# Rgh7+ -Rgh8# -Rgh8+ Rgxa1 Rgxa2 Rgxa3 @@ -14660,22 +14582,6 @@ Rgxh5 Rgxh6 Rgxh7 Rgxh8 -Rha1# -Rha1+ -Rha2# -Rha2+ -Rha3# -Rha3+ -Rha4# -Rha4+ -Rha5# -Rha5+ -Rha6# -Rha6+ -Rha7# -Rha7+ -Rha8# -Rha8+ Rhb1# Rhb1+ Rhb2# @@ -14772,22 +14678,6 @@ Rhg7# Rhg7+ Rhg8# Rhg8+ -Rhh1# -Rhh1+ -Rhh2# -Rhh2+ -Rhh3# -Rhh3+ -Rhh4# -Rhh4+ -Rhh5# -Rhh5+ -Rhh6# -Rhh6+ -Rhh7# -Rhh7+ -Rhh8# -Rhh8+ Rhxa1 Rhxa2 Rhxa3 @@ -15717,12 +15607,6 @@ Ba7d4+ Ba7xb6 Ba7xc5 Ba7xd4 -Ba8b7# -Ba8b7+ -Ba8c6# -Ba8c6+ -Ba8d5# -Ba8d5+ Ba8xb7 Ba8xc6 Ba8xd5 @@ -16930,12 +16814,6 @@ Bgxh6# Bgxh6+ Bgxh7# Bgxh7+ -Bh1e4# -Bh1e4+ -Bh1f3# -Bh1f3+ -Bh1g2# -Bh1g2+ Bh1xe4 Bh1xf3 Bh1xg2 @@ -16993,12 +16871,6 @@ Bh7g6+ Bh7xe4 Bh7xf5 Bh7xg6 -Bh8e5# -Bh8e5+ -Bh8f6# -Bh8f6+ -Bh8g7# -Bh8g7+ Bh8xe5 Bh8xf6 Bh8xg7 @@ -18516,6 +18388,8 @@ Q1xh7# Q1xh7+ Q1xh8# Q1xh8+ +Q2xa1# +Q2xa1+ Q2xa2# Q2xa2+ Q2xa3# @@ -19713,6 +19587,8 @@ Qa7f2# Qa7f2+ Qa7f7# Qa7f7+ +Qa7g1# +Qa7g1+ Qa7g7# Qa7g7+ Qa7xa2 @@ -21290,6 +21166,8 @@ Qd4xg1 Qd4xg4 Qd4xg7 Qd4xh8 +Qd5a2# +Qd5a2+ Qd5b3# Qd5b3+ Qd5b5# @@ -21805,6 +21683,8 @@ Qe3xg1 Qe3xg3 Qe3xg5 Qe3xh6 +Qe4b1# +Qe4b1+ Qe4b4# Qe4b4+ Qe4b7# @@ -21929,6 +21809,8 @@ Qe5xg5 Qe5xg7 Qe5xh2 Qe5xh8 +Qe6a2# +Qe6a2+ Qe6b3# Qe6b3+ Qe6b6# @@ -21988,6 +21870,8 @@ Qe6xg4 Qe6xg6 Qe6xg8 Qe6xh3 +Qe7a3# +Qe7a3+ Qe7b4# Qe7b4+ Qe7b7# @@ -22444,6 +22328,8 @@ Qf4xg4 Qf4xg5 Qf4xh2 Qf4xh6 +Qf5b1# +Qf5b1+ Qf5b5# Qf5b5+ Qf5c2# @@ -22562,6 +22448,8 @@ Qf6xg6 Qf6xg7 Qf6xh4 Qf6xh8 +Qf7a2# +Qf7a2+ Qf7b3# Qf7b3+ Qf7b7# @@ -23014,6 +22902,8 @@ Qg4xg6 Qg4xg7 Qg4xh3 Qg4xh5 +Qg5c1# +Qg5c1+ Qg5c5# Qg5c5+ Qg5d2# @@ -23066,6 +22956,8 @@ Qg5xg6 Qg5xg7 Qg5xh4 Qg5xh6 +Qg6b1# +Qg6b1+ Qg6b6# Qg6b6+ Qg6c2# @@ -23174,6 +23066,8 @@ Qg7xg5 Qg7xg6 Qg7xh6 Qg7xh8 +Qg8a2# +Qg8a2+ Qg8b3# Qg8b3+ Qg8b8# @@ -23661,6 +23555,8 @@ Qh6xh3 Qh6xh4 Qh6xh5 Qh6xh7 +Qh7b1# +Qh7b1+ Qh7b7# Qh7b7+ Qh7c2# @@ -24568,8 +24464,6 @@ R8xh6# R8xh6+ R8xh7# R8xh7+ -Raxa1# -Raxa1+ Raxa2# Raxa2+ Raxa3# @@ -24582,8 +24476,6 @@ Raxa6# Raxa6+ Raxa7# Raxa7+ -Raxa8# -Raxa8+ Raxb1# Raxb1+ Raxb2# @@ -24680,8 +24572,6 @@ Raxg7# Raxg7+ Raxg8# Raxg8+ -Raxh1# -Raxh1+ Raxh2# Raxh2+ Raxh3# @@ -24694,10 +24584,6 @@ Raxh6# Raxh6+ Raxh7# Raxh7+ -Raxh8# -Raxh8+ -Rbxa1# -Rbxa1+ Rbxa2# Rbxa2+ Rbxa3# @@ -24710,8 +24596,6 @@ Rbxa6# Rbxa6+ Rbxa7# Rbxa7+ -Rbxa8# -Rbxa8+ Rbxb1# Rbxb1+ Rbxb2# @@ -24808,8 +24692,6 @@ Rbxg7# Rbxg7+ Rbxg8# Rbxg8+ -Rbxh1# -Rbxh1+ Rbxh2# Rbxh2+ Rbxh3# @@ -24822,10 +24704,6 @@ Rbxh6# Rbxh6+ Rbxh7# Rbxh7+ -Rbxh8# -Rbxh8+ -Rcxa1# -Rcxa1+ Rcxa2# Rcxa2+ Rcxa3# @@ -24838,8 +24716,6 @@ Rcxa6# Rcxa6+ Rcxa7# Rcxa7+ -Rcxa8# -Rcxa8+ Rcxb1# Rcxb1+ Rcxb2# @@ -24936,8 +24812,6 @@ Rcxg7# Rcxg7+ Rcxg8# Rcxg8+ -Rcxh1# -Rcxh1+ Rcxh2# Rcxh2+ Rcxh3# @@ -24950,10 +24824,6 @@ Rcxh6# Rcxh6+ Rcxh7# Rcxh7+ -Rcxh8# -Rcxh8+ -Rdxa1# -Rdxa1+ Rdxa2# Rdxa2+ Rdxa3# @@ -24966,8 +24836,6 @@ Rdxa6# Rdxa6+ Rdxa7# Rdxa7+ -Rdxa8# -Rdxa8+ Rdxb1# Rdxb1+ Rdxb2# @@ -25064,8 +24932,6 @@ Rdxg7# Rdxg7+ Rdxg8# Rdxg8+ -Rdxh1# -Rdxh1+ Rdxh2# Rdxh2+ Rdxh3# @@ -25078,10 +24944,6 @@ Rdxh6# Rdxh6+ Rdxh7# Rdxh7+ -Rdxh8# -Rdxh8+ -Rexa1# -Rexa1+ Rexa2# Rexa2+ Rexa3# @@ -25094,8 +24956,6 @@ Rexa6# Rexa6+ Rexa7# Rexa7+ -Rexa8# -Rexa8+ Rexb1# Rexb1+ Rexb2# @@ -25192,8 +25052,6 @@ Rexg7# Rexg7+ Rexg8# Rexg8+ -Rexh1# -Rexh1+ Rexh2# Rexh2+ Rexh3# @@ -25206,10 +25064,6 @@ Rexh6# Rexh6+ Rexh7# Rexh7+ -Rexh8# -Rexh8+ -Rfxa1# -Rfxa1+ Rfxa2# Rfxa2+ Rfxa3# @@ -25222,8 +25076,6 @@ Rfxa6# Rfxa6+ Rfxa7# Rfxa7+ -Rfxa8# -Rfxa8+ Rfxb1# Rfxb1+ Rfxb2# @@ -25320,8 +25172,6 @@ Rfxg7# Rfxg7+ Rfxg8# Rfxg8+ -Rfxh1# -Rfxh1+ Rfxh2# Rfxh2+ Rfxh3# @@ -25334,10 +25184,6 @@ Rfxh6# Rfxh6+ Rfxh7# Rfxh7+ -Rfxh8# -Rfxh8+ -Rgxa1# -Rgxa1+ Rgxa2# Rgxa2+ Rgxa3# @@ -25350,8 +25196,6 @@ Rgxa6# Rgxa6+ Rgxa7# Rgxa7+ -Rgxa8# -Rgxa8+ Rgxb1# Rgxb1+ Rgxb2# @@ -25448,8 +25292,6 @@ Rgxg7# Rgxg7+ Rgxg8# Rgxg8+ -Rgxh1# -Rgxh1+ Rgxh2# Rgxh2+ Rgxh3# @@ -25462,10 +25304,6 @@ Rgxh6# Rgxh6+ Rgxh7# Rgxh7+ -Rgxh8# -Rgxh8+ -Rhxa1# -Rhxa1+ Rhxa2# Rhxa2+ Rhxa3# @@ -25478,8 +25316,6 @@ Rhxa6# Rhxa6+ Rhxa7# Rhxa7+ -Rhxa8# -Rhxa8+ Rhxb1# Rhxb1+ Rhxb2# @@ -25576,8 +25412,6 @@ Rhxg7# Rhxg7+ Rhxg8# Rhxg8+ -Rhxh1# -Rhxh1+ Rhxh2# Rhxh2+ Rhxh3# @@ -25590,8 +25424,6 @@ Rhxh6# Rhxh6+ Rhxh7# Rhxh7+ -Rhxh8# -Rhxh8+ axb1=B axb1=N axb1=Q diff --git a/src/san_strings/utils/__init__.py b/src/san_strings/utils/__init__.py index 9884315..eff6f34 100644 --- a/src/san_strings/utils/__init__.py +++ b/src/san_strings/utils/__init__.py @@ -2,6 +2,7 @@ import math from functools import cache +from typing import Literal import chess @@ -79,124 +80,41 @@ def attacked_by_mask(b: chess.Board, color: chess.Color) -> int: return attacks -def get_occupied_and_attacked_by_wb_masks( +def get_occupied_and_attacked_by_us_them_masks( b: chess.Board, - move: chess.Move, + *, + pov: chess.Color = chess.WHITE, ) -> tuple[chess.Bitboard, chess.Bitboard, chess.Bitboard]: """ - Get masks of squares that are occupied, attacked by white, and attacked by black - before `move` unioned with those after `move`. + Get masks of squares that are occupied, squares attacked by us, and squares attacked by them, where we are `pov`. """ - current_occupied_mask = b.occupied - current_attacked_by_white_mask = attacked_by_mask(b, chess.WHITE) - current_attacked_by_black_mask = attacked_by_mask(b, chess.BLACK) - - b.push(move) - next_occupied_mask = b.occupied - next_attacked_by_white_mask = attacked_by_mask(b, chess.WHITE) - next_attacked_by_black_mask = attacked_by_mask(b, chess.BLACK) - b.pop() - - occupied_mask = current_occupied_mask | next_occupied_mask - attacked_by_white_mask = ( - current_attacked_by_white_mask | next_attacked_by_white_mask - ) - attacked_by_black_mask = ( - current_attacked_by_black_mask | next_attacked_by_black_mask - ) - - return occupied_mask, attacked_by_white_mask, attacked_by_black_mask + occupied_mask = b.occupied + attacked_by_us_mask = attacked_by_mask(b, pov) + attacked_by_them_mask = attacked_by_mask(b, not pov) + return occupied_mask, attacked_by_us_mask, attacked_by_them_mask -def _place_kings( - b: chess.Board, - *, - move: chess.Move, - exclude_mask: chess.Bitboard = chess.BB_EMPTY, -) -> chess.Board: - """ - Place a white and black king on non-attacked squares on a copy of `board`, optionally excluding - additional squares set in `exclude_mask`. Raises `ValueError` if a valid configuration of kings - cannot be found. - """ - if b.kings: - raise ValueError('Board cannot already contain kings') +def _file_rank_sliding_deltas(s1: chess.Square, s2: chess.Square) -> tuple[int, int]: + assert s1 != s2, 's1 and s2 must be different squares' - b = b.copy() + file_delta = chess.square_file(s2) - chess.square_file(s1) + rank_delta = chess.square_rank(s2) - chess.square_rank(s1) - occupied_mask, attacked_by_white_mask, attacked_by_black_mask = ( - get_occupied_and_attacked_by_wb_masks(b, move) + assert 0 in (file_delta, rank_delta) or abs(file_delta) == abs(rank_delta), ( + 's1 and s2 must be on the same file, rank, or diagonal; got ' + f'{chess.square_name(s1)} and {chess.square_name(s2)}' ) - base_candidates = chess.BB_ALL ^ (occupied_mask | exclude_mask) - if not base_candidates: - raise ValueError( - 'No squares available to place any king (all excluded or occupied).' - ) - w_king_candidates = base_candidates & ~attacked_by_black_mask - b_king_candidates = base_candidates & ~attacked_by_white_mask - if not w_king_candidates or not b_king_candidates: - raise ValueError('No legal initial candidates for placing one or both kings') - - # Place white first - for white_king_sq in chess.scan_forward(w_king_candidates): - b_new = b.copy() - - # Place first king. - b_new.set_piece_at(white_king_sq, chess.Piece(chess.KING, chess.WHITE)) - # Recompute availability and second king candidates after placement. - new_occupied_mask, new_attacked_by_white_mask, new_attacked_by_black_mask = ( - get_occupied_and_attacked_by_wb_masks(b_new, move) - ) - new_base_candidates = chess.BB_ALL ^ (new_occupied_mask | exclude_mask) - if not new_base_candidates: - continue - new_w_king_candidates = new_base_candidates & ~new_attacked_by_black_mask - new_b_king_candidates = new_base_candidates & ~new_attacked_by_white_mask - if not new_w_king_candidates or not new_b_king_candidates: - continue + file_delta = int(math.copysign(1, file_delta)) if file_delta else 0 + rank_delta = int(math.copysign(1, rank_delta)) if rank_delta else 0 - # Undo and continue the white king removed all the black king's candidate squares. - if not new_b_king_candidates: - continue + return file_delta, rank_delta - # Return first candidate if we have any. - b_king_sq = next(chess.scan_forward(new_b_king_candidates)) - b_new.set_piece_at(b_king_sq, chess.Piece(chess.KING, chess.BLACK)) - return b_new - raise ValueError('Failed to place both kings without checks.') - - -def place_black_king( - b: chess.Board, - *, - move: chess.Move, - exclude_mask: chess.Bitboard = chess.BB_EMPTY, -) -> chess.Board: - if ( - not (b.kings & b.occupied_co[chess.WHITE]) - or b.kings & b.occupied_co[chess.BLACK] - ): - raise ValueError( - 'Board must contain a white king and must not contain a black king' - ) - - b = b.copy() - occupied_mask, attacked_by_white_mask, attacked_by_black_mask = ( - get_occupied_and_attacked_by_wb_masks(b, move) - ) - base_candidates = chess.BB_ALL ^ (occupied_mask | exclude_mask) - b_king_candidates = base_candidates & ~attacked_by_white_mask - if not b_king_candidates: - raise ValueError( - 'No squares available to place black king (all are excluded, occupied, or attacked by white)' - ) - - # Return first candidate now that we know we have some. - b_king_sq = next(chess.scan_forward(b_king_candidates)) - b.set_piece_at(b_king_sq, chess.Piece(chess.KING, chess.BLACK)) - return b +def _file_rank_sliding_delta_to_square_delta( + *, file_delta: int, rank_delta: int +) -> int: + return rank_delta * 8 + file_delta def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: @@ -210,20 +128,31 @@ def _sliding_delta(s1: chess.Square, s2: chess.Square) -> int: >>> chess.C3 + 9 == chess.D4 True """ - assert s1 != s2, 's1 and s2 must be different squares' - - x_delta = chess.square_file(s2) - chess.square_file(s1) - y_delta = chess.square_rank(s2) - chess.square_rank(s1) - - assert 0 in (x_delta, y_delta) or abs(x_delta) == abs(y_delta), ( - 's1 and s2 must be on the same file, rank, or diagonal; got ' - f'{chess.square_name(s1)} and {chess.square_name(s2)}' + file_delta, rank_delta = _file_rank_sliding_deltas(s1, s2) + return _file_rank_sliding_delta_to_square_delta( + file_delta=file_delta, + rank_delta=rank_delta, ) - x_delta = int(math.copysign(1, x_delta)) if x_delta else 0 - y_delta = int(math.copysign(1, y_delta)) if y_delta else 0 - return y_delta * 8 + x_delta +def _sliding_away_delta(s1: chess.Square, s2: chess.Square) -> int: + """ + Get the delta of the index in `chess.SQUARES` required to move + one step from `s1` away from `s2`. Raises `AssertionError` if `s1` + and `s2` are not on the same file, rank, or diagonal. + + >>> _sliding_away_delta(chess.D4, chess.F6) + -9 + >>> chess.D4 + -9 == chess.C3 + True + """ + file_delta, rank_delta = _file_rank_sliding_deltas(s1, s2) + file_delta = -file_delta + rank_delta = -rank_delta + return _file_rank_sliding_delta_to_square_delta( + file_delta=file_delta, + rank_delta=rank_delta, + ) def extend_ray( @@ -249,6 +178,29 @@ def extend_ray( return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] +def extend_ray_away( + from_sq: chess.Square, + away_from_sq: chess.Square, +) -> chess.Bitboard: + """ + Get a `chess.Bitboard` of all the squares from (and including) `from_sq` + in the opposite direction of `away_from_sq` and continuing on to an edge of the board. + + >>> print(chess.SquareSet(extend_ray(chess.D4, chess.F6))) + . . . . . . . . + . . . . . . . . + . . . . . . . . + . . . . . . . . + . . . 1 . . . . + . . 1 . . . . . + . 1 . . . . . . + 1 . . . . . . . + """ + d = _sliding_away_delta(from_sq, away_from_sq) + # noinspection PyProtectedMember + return chess._sliding_attacks(from_sq, 0, [d]) | chess.BB_SQUARES[from_sq] + + def _assert_from_to_squares_different(move: chess.Move) -> None: if move.from_square == move.to_square: raise RuntimeError('Unexpected same-square move') @@ -376,15 +328,8 @@ def can_be_queen_move(move: chess.Move) -> bool: def can_be_king_move( move: chess.Move, *, - enforce_is_kingside_castling_as: bool | None = None, - enforce_is_queenside_castling_as: bool | None = None, + enforce_is_castling_as: Literal['kingside', 'queenside', False, None] = None, ) -> bool: - if enforce_is_kingside_castling_as and enforce_is_queenside_castling_as: - raise ValueError( - 'Cannot set both `enforce_is_kingside_castling_as` and ' - '`enforce_is_queenside_castling_as` to `True`' - ) - _assert_from_to_squares_different(move) df, dr = file_rank_deltas(move) @@ -397,24 +342,22 @@ def can_be_king_move( (chess.E1, chess.C1), (chess.E8, chess.C8), ) + can_be_castling_move = ( + can_be_kingside_castling_move or can_be_queenside_castling_move + ) - if enforce_is_kingside_castling_as is not None: - if enforce_is_kingside_castling_as: + if enforce_is_castling_as is not None: + if enforce_is_castling_as == 'kingside': return can_be_kingside_castling_move - else: - return can_be_non_castling_move - - if enforce_is_queenside_castling_as is not None: - if enforce_is_queenside_castling_as: + if enforce_is_castling_as == 'queenside': return can_be_queenside_castling_move - else: - return can_be_non_castling_move + if enforce_is_castling_as is False: + return can_be_non_castling_move and not can_be_castling_move + raise ValueError( + f'Invalid `enforce_is_castling_as` option {enforce_is_castling_as}' + ) - return ( - can_be_non_castling_move - or can_be_kingside_castling_move - or can_be_queenside_castling_move - ) + return can_be_non_castling_move or can_be_castling_move def can_require_file_disambiguator( diff --git a/src/san_strings/utils/san_parts.py b/src/san_strings/utils/san_parts.py index 59ea11c..60f5230 100644 --- a/src/san_strings/utils/san_parts.py +++ b/src/san_strings/utils/san_parts.py @@ -10,21 +10,18 @@ import chess from san_strings.constants import ( - CAPTURABLE_PIECE_TYPES, CORNER_SQUARES, EDGE_SQUARES, NON_PAWN_SAN_REGEX, PAWN_SAN_REGEX, ) from san_strings.utils import ( - _place_kings, attacked_by_mask, extend_ray, is_diagonal_slider, is_orthogonal_slider, is_slider, ordinal, - place_black_king, ) @@ -116,7 +113,7 @@ def can_cause_discovered_attack(self): @property @abstractmethod - def can_cause_new_squares_to_be_attacked(self): + def moving_piece_can_cause_check(self): """ Return `True` iff the moving piece can directly cause new squares to be attacked on the board (not via discoveries). @@ -128,10 +125,7 @@ def can_cause_check(self): """ Return `True` iff the move can cause check either directly by attacking new squares or with a discovery. """ - return ( - self.can_cause_discovered_attack - or self.can_cause_new_squares_to_be_attacked - ) + return self.can_cause_discovered_attack or self.moving_piece_can_cause_check @classmethod def from_san(cls, san: str) -> SanParts: @@ -246,7 +240,7 @@ def iter_positions( from_file = self.file_disambiguator else: from_file = chess.square_file(self.to_square) - # Non-captures: set additional possibilities for double moves + # Non-captures: add possibilities for double moves to_rank_to_w_candidate_from_ranks_map[3].append(1) # 2nd rank to_rank_to_b_candidate_from_ranks_map[4].append(6) # 7th rank @@ -283,53 +277,14 @@ def iter_positions( self.to_square, promotion=self.promotion_piece_type, ) - exclude_mask = chess.between(from_square, self.to_square) b_new = b.copy() b_new.set_piece_at(from_square, chess.Piece(self.piece_type, color)) # For captures, set a black piece at `to_square`. - # Iterate to try all capturable black pieces in case the captured black piece - # restricts options for the white king. Intuitively it's probably hard or impossible - # for this to ever happen, but it's included for completeness. if self.is_capture: - b_kings = None - for captured_piece_type in CAPTURABLE_PIECE_TYPES: - b_new.set_piece_at( - self.to_square, - chess.Piece(captured_piece_type, not color), - ) - - if not place_kings: - b_kings = b_new - break - - try: - b_kings = _place_kings( - b_new, - move=move, - exclude_mask=exclude_mask, - ) - except ValueError: - continue - else: - break - - if b_kings is None: - raise ValueError( - f'Found valid piece configuration for SAN {self.rendered}, ' - f'but nowhere to place kings' - ) - b_new = b_kings - else: - if place_kings: - try: - b_new = _place_kings( - b_new, - move=move, - exclude_mask=exclude_mask, - ) - except ValueError: - continue + b_new.set_piece_at( + self.to_square, chess.Piece(chess.KNIGHT, not color) + ) actual_san = b_new.san(move) if actual_san != self.rendered: @@ -357,7 +312,7 @@ def can_cause_discovered_attack(self): return chess.square_file(self.to_square) not in (0, 7) @property - def can_cause_new_squares_to_be_attacked(self): + def moving_piece_can_cause_check(self): # Pawns always cause new squares to be attacked. This is trivially true for non-promotions # and true for promotions because the promoted piece must attack new squares. return True @@ -465,9 +420,6 @@ def iter_positions( assert from_square_name in chess.SQUARE_NAMES from_square = chess.parse_square(from_square_name) move = chess.Move(from_square, self.to_square) - exclude_mask = chess.BB_ALL & chess.between(from_square, self.to_square) - if is_slider(self.piece_type): - exclude_mask |= extend_ray(self.to_square, from_square) # Make sure the `from_square` attacks the `to_square`, otherwise this was an invalid SAN. if not to_square_attacks_mask & chess.BB_SQUARES[from_square]: @@ -523,53 +475,12 @@ def iter_positions( b_new = b.copy() b_new.set_piece_at(same_file_piece_square, white_piece) b_new.set_piece_at(same_rank_piece_square, white_piece) - exclude_mask_new = ( - exclude_mask - | chess.between(same_file_piece_square, self.to_square) - | chess.between(same_rank_piece_square, self.to_square) - ) # For captures, set a black piece at `to_square`. - # Iterate to try all capturable black pieces in case the captured black piece - # restricts options for the white king. Intuitively it's probably hard or impossible - # for this to ever happen, but it's included for completeness. if self.is_capture: - b_kings = None - - for captured_piece_type in CAPTURABLE_PIECE_TYPES: - b_new.set_piece_at( - self.to_square, - chess.Piece(captured_piece_type, chess.BLACK), - ) - - if not place_kings: - b_kings = b_new - break - - try: - b_kings = _place_kings( - b_new, - move=move, - exclude_mask=exclude_mask_new, - ) - except ValueError: - continue - else: - break - - if b_kings is None: - continue - b_new = b_kings - else: - if place_kings: - try: - b_new = _place_kings( - b_new, - move=move, - exclude_mask=exclude_mask_new, - ) - except ValueError: - continue + b_new.set_piece_at( + self.to_square, chess.Piece(chess.KNIGHT, chess.BLACK) + ) # Validate that we got a position where the SAN matches exactly. actual_san = b_new.san(move) @@ -612,13 +523,7 @@ def iter_positions( candidate_other_piece_squares &= ~extend_ray( self.to_square, from_square ) - move = chess.Move(from_square, self.to_square) - exclude_mask = chess.BB_ALL & chess.between( - from_square, self.to_square - ) - if is_slider(self.piece_type): - exclude_mask |= extend_ray(self.to_square, from_square) # Place the moving piece. b_from_square = b.copy() @@ -628,54 +533,15 @@ def iter_positions( for other_piece_square in candidate_other_piece_squares: b_new = b_from_square.copy() b_new.set_piece_at(other_piece_square, white_piece) - exclude_mask_new = exclude_mask | chess.between( - other_piece_square, self.to_square - ) - if is_slider(self.piece_type): - exclude_mask_new |= extend_ray( - self.to_square, other_piece_square - ) # For captures, set a black piece at `to_square`. # Iterate to try all capturable black pieces in case the captured black piece # restricts options for the white king. Intuitively it's probably hard or impossible # for this to ever happen, but it's included for completeness. if self.is_capture: - b_kings = None - for captured_piece_type in CAPTURABLE_PIECE_TYPES: - b_new.set_piece_at( - self.to_square, - chess.Piece(captured_piece_type, chess.BLACK), - ) - - if not place_kings: - b_kings = b_new - break - - try: - b_kings = _place_kings( - b_new, - move=move, - exclude_mask=exclude_mask_new, - ) - except ValueError: - continue - else: - break - - if b_kings is None: - continue - b_new = b_kings - else: - if place_kings: - try: - b_new = _place_kings( - b_new, - move=move, - exclude_mask=exclude_mask_new, - ) - except ValueError: - continue + b_new.set_piece_at( + self.to_square, chess.Piece(chess.KNIGHT, chess.BLACK) + ) # Validate that we got a position where the SAN matches exactly. actual_san = b_new.san(move) @@ -718,11 +584,6 @@ def iter_positions( # Iterate over possible `from_square`s for from_square in candidate_from_squares: move = chess.Move(from_square, self.to_square) - exclude_mask = chess.BB_ALL & chess.between( - from_square, self.to_square - ) - if is_slider(self.piece_type): - exclude_mask |= extend_ray(self.to_square, from_square) from_file = chess.square_file(from_square) # Get candidate squares for the other piece that can cause rank ambiguity. @@ -744,57 +605,12 @@ def iter_positions( for other_piece_square in candidate_other_piece_squares: b_new = b_from_square.copy() b_new.set_piece_at(other_piece_square, white_piece) - exclude_mask_new = exclude_mask | chess.between( - other_piece_square, self.to_square - ) - if is_slider(self.piece_type): - exclude_mask_new |= extend_ray( - self.to_square, other_piece_square - ) # For captures, set a black piece at `to_square`. - # Iterate to try all capturable black pieces in case the captured black piece - # restricts options for the white king. Intuitively it's probably hard or impossible - # for this to ever happen, but it's included for completeness. if self.is_capture: - b_kings = None - for captured_piece_type in CAPTURABLE_PIECE_TYPES: - b_new.set_piece_at( - self.to_square, - chess.Piece(captured_piece_type, chess.BLACK), - ) - - if not place_kings: - b_kings = b_new - break - - try: - b_kings = _place_kings( - b_new, - move=move, - exclude_mask=exclude_mask_new, - ) - except ValueError: - continue - else: - break - - if b_kings is None: - raise ValueError( - f'Found valid piece configuration for SAN {self.rendered}, ' - f'but nowhere to place kings' - ) - b_new = b_kings - else: - if place_kings: - try: - b_new = _place_kings( - b_new, - move=move, - exclude_mask=exclude_mask_new, - ) - except ValueError: - continue + b_new.set_piece_at( + self.to_square, chess.Piece(chess.KNIGHT, chess.BLACK) + ) # Validate that we got a position where the SAN matches exactly. actual_san = b_new.san(move) @@ -813,9 +629,6 @@ def iter_positions( for from_square in candidate_from_squares: move = chess.Move(from_square, self.to_square) - exclude_mask = chess.between(from_square, self.to_square) - if is_slider(self.piece_type): - exclude_mask |= extend_ray(self.to_square, from_square) b_new = b.copy() b_new.set_piece_at(from_square, white_piece) @@ -824,44 +637,9 @@ def iter_positions( # restricts options for the white king. Intuitively it's probably hard or impossible # for this to ever happen, but it's included for completeness. if self.is_capture: - b_kings = None - for captured_piece_type in CAPTURABLE_PIECE_TYPES: - b_new.set_piece_at( - self.to_square, - chess.Piece(captured_piece_type, chess.BLACK), - ) - - if not place_kings: - b_kings = b_new - break - - try: - b_kings = _place_kings( - b_new, - move=move, - exclude_mask=exclude_mask, - ) - except ValueError: - continue - else: - break - - if b_kings is None: - raise ValueError( - f'Found valid piece configuration for SAN {self.rendered}, ' - f'but nowhere to place kings' - ) - b_new = b_kings - else: - if place_kings: - try: - b_new = _place_kings( - b_new, - move=move, - exclude_mask=exclude_mask, - ) - except ValueError: - continue + b_new.set_piece_at( + self.to_square, chess.Piece(chess.KNIGHT, chess.BLACK) + ) actual_san = b_new.san(move) if actual_san != self.rendered: @@ -906,12 +684,18 @@ def can_cause_discovered_attack(self): ) @property - def can_cause_new_squares_to_be_attacked(self): + def moving_piece_can_cause_check(self): for b, move in self.iter_positions: + occupied_before = b.occupied attacked_by_mask_before = attacked_by_mask(b, chess.WHITE) b.push(move) + occupied_after = b.occupied attacked_by_mask_after = attacked_by_mask(b, chess.WHITE) - if attacked_by_mask_after & ~attacked_by_mask_before: + if ( + attacked_by_mask_after + & ~attacked_by_mask_before + & ~(occupied_before | occupied_after) + ): return True return False @@ -1003,51 +787,14 @@ def iter_positions( for from_square in candidate_from_squares: move = chess.Move(from_square, self.to_square) - exclude_mask = chess.between(from_square, self.to_square) - if is_slider(self.piece_type): - exclude_mask |= extend_ray(self.to_square, from_square) b_new = b.copy() b_new.set_piece_at(from_square, white_piece) # For captures, set a black piece at `to_square`. - # Iterate to try all capturable black pieces in case the captured black piece - # restricts options for the white king. Intuitively it's probably hard or impossible - # for this to ever happen, but it's included for completeness. if self.is_capture: - b_kings = None - for captured_piece_type in CAPTURABLE_PIECE_TYPES: - b_new.set_piece_at( - self.to_square, - chess.Piece(captured_piece_type, chess.BLACK), - ) - - if not place_kings: - b_kings = b_new - break - - try: - b_kings = place_black_king( - b_new, - move=move, - exclude_mask=exclude_mask, - ) - except ValueError: - continue - else: - break - - if b_kings is None: - raise ValueError( - f'Found valid piece configuration for SAN {self.rendered}, ' - f'but nowhere to place kings' - ) - b_new = b_kings - else: - if place_kings: - try: - b_new = place_black_king(b_new, move=move) - except ValueError: - continue + b_new.set_piece_at( + self.to_square, chess.Piece(chess.KNIGHT, chess.BLACK) + ) actual_san = b_new.san(move) if actual_san != self.rendered: @@ -1072,13 +819,8 @@ def can_cause_discovered_attack(self): return True @property - def can_cause_new_squares_to_be_attacked(self): - for b, move in self.iter_positions: - attacked_by_mask_before = attacked_by_mask(b, chess.WHITE) - b.push(move) - attacked_by_mask_after = attacked_by_mask(b, chess.WHITE) - if attacked_by_mask_after & ~attacked_by_mask_before: - return True + def moving_piece_can_cause_check(self): + # A king causing check would mean stepping into check return False @classmethod From 8506ee5486bd200c708d2107b8c132f1386a28ab Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Mon, 3 Nov 2025 02:50:47 -0500 Subject: [PATCH 42/46] Docs, type hints --- src/san_strings/utils/san_parts.py | 8 +++----- 1 file changed, 3 insertions(+), 5 deletions(-) diff --git a/src/san_strings/utils/san_parts.py b/src/san_strings/utils/san_parts.py index 60f5230..d5248a0 100644 --- a/src/san_strings/utils/san_parts.py +++ b/src/san_strings/utils/san_parts.py @@ -68,16 +68,14 @@ def iter_positions( place_kings: bool = True, ) -> Iterable[tuple[chess.Board, chess.Move]]: """ - Iterate over positions with only the moving piece type and kings that can cause the given SAN, + Iterate over positions with only the moving piece type that can cause the given SAN, considering any disambiguators. Expects valid non-check/mate SANs. - - TODO: Support check/mate here to prove check/mate SANs. """ ... @property @abstractmethod - def can_cause_discovered_attack(self): + def can_cause_discovered_attack(self) -> bool: """ Return `True` iff the move can cause a discovered attack. @@ -121,7 +119,7 @@ def moving_piece_can_cause_check(self): ... @property - def can_cause_check(self): + def can_cause_check(self) -> bool: """ Return `True` iff the move can cause check either directly by attacking new squares or with a discovery. """ From 6c89253bdd0956d48fff4a322ae79bd835aa0a8a Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Mon, 3 Nov 2025 02:51:46 -0500 Subject: [PATCH 43/46] Filter out SANs where mate is possible but check is not --- src/san_strings/__init__.py | 3 +- src/san_strings/san_strings_with_symbols.txt | 116 ------------------- src/san_strings/utils/san_parts.py | 101 +++++++++++++--- 3 files changed, 86 insertions(+), 134 deletions(-) diff --git a/src/san_strings/__init__.py b/src/san_strings/__init__.py index 1e98848..0a11a13 100644 --- a/src/san_strings/__init__.py +++ b/src/san_strings/__init__.py @@ -39,9 +39,10 @@ def add_san(san_parts: SanParts) -> None: raise ValueError('Should only pass non-check/mate `SanParts`') move_sans.add(san_parts.rendered) if san_parts.can_cause_check: - # TODO: Prove that a SAN can cause check if and only if it can cause checkmate san_parts.check_or_mate = '+' move_sans.add(san_parts.rendered) + san_parts.check_or_mate = None + if san_parts.can_cause_checkmate: san_parts.check_or_mate = '#' move_sans.add(san_parts.rendered) diff --git a/src/san_strings/san_strings_with_symbols.txt b/src/san_strings/san_strings_with_symbols.txt index e3ece7c..6a0051d 100644 --- a/src/san_strings/san_strings_with_symbols.txt +++ b/src/san_strings/san_strings_with_symbols.txt @@ -8157,7 +8157,6 @@ Q1xh6 Q1xh7 Q1xh8 Q2a1# -Q2a1+ Q2a2# Q2a2+ Q2a3# @@ -8261,7 +8260,6 @@ Q2g7+ Q2g8# Q2g8+ Q2h1# -Q2h1+ Q2h2# Q2h2+ Q2h3# @@ -9107,7 +9105,6 @@ Q7a6+ Q7a7# Q7a7+ Q7a8# -Q7a8+ Q7b1# Q7b1+ Q7b2# @@ -9211,7 +9208,6 @@ Q7h6+ Q7h7# Q7h7+ Q7h8# -Q7h8+ Q7xa1 Q7xa2 Q7xa3 @@ -18389,7 +18385,6 @@ Q1xh7+ Q1xh8# Q1xh8+ Q2xa1# -Q2xa1+ Q2xa2# Q2xa2+ Q2xa3# @@ -18493,7 +18488,6 @@ Q2xg7+ Q2xg8# Q2xg8+ Q2xh1# -Q2xh1+ Q2xh2# Q2xh2+ Q2xh3# @@ -19027,7 +19021,6 @@ Q7xa6+ Q7xa7# Q7xa7+ Q7xa8# -Q7xa8+ Q7xb1# Q7xb1+ Q7xb2# @@ -19131,7 +19124,6 @@ Q7xh6+ Q7xh7# Q7xh7+ Q7xh8# -Q7xh8+ Q8xa1# Q8xa1+ Q8xa2# @@ -19263,7 +19255,6 @@ Qa1a7+ Qa1b1# Qa1b1+ Qa1b2# -Qa1b2+ Qa1c1# Qa1c1+ Qa1c3# @@ -19358,7 +19349,6 @@ Qa2xf7 Qa2xg2 Qa2xg8 Qa3a2# -Qa3a2+ Qa3a4# Qa3a4+ Qa3a5# @@ -19513,7 +19503,6 @@ Qa6a4+ Qa6a5# Qa6a5+ Qa6a7# -Qa6a7+ Qa6b5# Qa6b5+ Qa6b6# @@ -19622,7 +19611,6 @@ Qa8a6+ Qa8a7# Qa8a7+ Qa8b7# -Qa8b7+ Qa8b8# Qa8b8+ Qa8c6# @@ -19900,7 +19888,6 @@ Qb2xg2 Qb2xg7 Qb2xh8 Qb3a2# -Qb3a2+ Qb3a4# Qb3a4+ Qb3b2# @@ -20067,7 +20054,6 @@ Qb5xf5 Qb6a5# Qb6a5+ Qb6a7# -Qb6a7+ Qb6b2# Qb6b2+ Qb6b3# @@ -20359,7 +20345,6 @@ Qbxh8+ Qc1a3# Qc1a3+ Qc1b1# -Qc1b1+ Qc1b2# Qc1b2+ Qc1c2# @@ -20410,7 +20395,6 @@ Qc1xh6 Qc2a4# Qc2a4+ Qc2b1# -Qc2b1+ Qc2b2# Qc2b2+ Qc2b3# @@ -20467,7 +20451,6 @@ Qc2xh7 Qc3a5# Qc3a5+ Qc3b2# -Qc3b2+ Qc3b3# Qc3b3+ Qc3b4# @@ -20497,7 +20480,6 @@ Qc3e5+ Qc3f3# Qc3f3+ Qc3f6# -Qc3f6+ Qc3g3# Qc3g3+ Qc3g7# @@ -20554,11 +20536,9 @@ Qc4e4+ Qc4e6# Qc4e6+ Qc4f1# -Qc4f1+ Qc4f4# Qc4f4+ Qc4f7# -Qc4f7+ Qc4g4# Qc4g4+ Qc4g8# @@ -20615,11 +20595,9 @@ Qc5e5+ Qc5e7# Qc5e7+ Qc5f2# -Qc5f2+ Qc5f5# Qc5f5+ Qc5f8# -Qc5f8+ Qc5g1# Qc5g1+ Qc5g5# @@ -20652,7 +20630,6 @@ Qc6b5+ Qc6b6# Qc6b6+ Qc6b7# -Qc6b7+ Qc6c2# Qc6c2+ Qc6c3# @@ -20676,7 +20653,6 @@ Qc6e6+ Qc6e8# Qc6e8+ Qc6f3# -Qc6f3+ Qc6f6# Qc6f6+ Qc6g2# @@ -20711,7 +20687,6 @@ Qc7b6+ Qc7b7# Qc7b7+ Qc7b8# -Qc7b8+ Qc7c2# Qc7c2+ Qc7c3# @@ -20766,7 +20741,6 @@ Qc8a6+ Qc8b7# Qc8b7+ Qc8b8# -Qc8b8+ Qc8c3# Qc8c3+ Qc8c4# @@ -21043,7 +21017,6 @@ Qd2xg2 Qd2xg5 Qd2xh6 Qd3a6# -Qd3a6+ Qd3b3# Qd3b3+ Qd3b5# @@ -21079,7 +21052,6 @@ Qd3f5+ Qd3g3# Qd3g3+ Qd3g6# -Qd3g6+ Qd3h7# Qd3h7+ Qd3xa6 @@ -21104,7 +21076,6 @@ Qd3xg3 Qd3xg6 Qd3xh7 Qd4a7# -Qd4a7+ Qd4b4# Qd4b4+ Qd4b6# @@ -21138,11 +21109,9 @@ Qd4f4+ Qd4f6# Qd4f6+ Qd4g1# -Qd4g1+ Qd4g4# Qd4g4+ Qd4g7# -Qd4g7+ Qd4xa1 Qd4xa7 Qd4xb2 @@ -21167,7 +21136,6 @@ Qd4xg4 Qd4xg7 Qd4xh8 Qd5a2# -Qd5a2+ Qd5b3# Qd5b3+ Qd5b5# @@ -21201,11 +21169,9 @@ Qd5f5+ Qd5f7# Qd5f7+ Qd5g2# -Qd5g2+ Qd5g5# Qd5g5+ Qd5g8# -Qd5g8+ Qd5xa2 Qd5xa8 Qd5xb3 @@ -21230,7 +21196,6 @@ Qd5xg5 Qd5xg8 Qd5xh1 Qd6a3# -Qd6a3+ Qd6b4# Qd6b4+ Qd6b6# @@ -21264,7 +21229,6 @@ Qd6f6+ Qd6f8# Qd6f8+ Qd6g3# -Qd6g3+ Qd6g6# Qd6g6+ Qd6h2# @@ -21627,7 +21591,6 @@ Qe3a7+ Qe3b3# Qe3b3+ Qe3b6# -Qe3b6+ Qe3c1# Qe3c1+ Qe3c3# @@ -21661,7 +21624,6 @@ Qe3g3+ Qe3g5# Qe3g5+ Qe3h6# -Qe3h6+ Qe3xa7 Qe3xb3 Qe3xb6 @@ -21684,11 +21646,9 @@ Qe3xg3 Qe3xg5 Qe3xh6 Qe4b1# -Qe4b1+ Qe4b4# Qe4b4+ Qe4b7# -Qe4b7+ Qe4c2# Qe4c2+ Qe4c4# @@ -21722,7 +21682,6 @@ Qe4g4+ Qe4g6# Qe4g6+ Qe4h7# -Qe4h7+ Qe4xa8 Qe4xb1 Qe4xb4 @@ -21747,11 +21706,9 @@ Qe4xg6 Qe4xh1 Qe4xh7 Qe5b2# -Qe5b2+ Qe5b5# Qe5b5+ Qe5b8# -Qe5b8+ Qe5c3# Qe5c3+ Qe5c5# @@ -21785,7 +21742,6 @@ Qe5g3+ Qe5g5# Qe5g5+ Qe5h2# -Qe5h2+ Qe5xa1 Qe5xb2 Qe5xb5 @@ -21812,7 +21768,6 @@ Qe5xh8 Qe6a2# Qe6a2+ Qe6b3# -Qe6b3+ Qe6b6# Qe6b6+ Qe6c4# @@ -21848,7 +21803,6 @@ Qe6g4+ Qe6g6# Qe6g6+ Qe6h3# -Qe6h3+ Qe6xa2 Qe6xb3 Qe6xb6 @@ -22129,7 +22083,6 @@ Qf1f5+ Qf1f6# Qf1f6+ Qf1g1# -Qf1g1+ Qf1g2# Qf1g2+ Qf1h3# @@ -22182,7 +22135,6 @@ Qf2f6+ Qf2f7# Qf2f7+ Qf2g1# -Qf2g1+ Qf2g2# Qf2g2+ Qf2g3# @@ -22215,7 +22167,6 @@ Qf3b7+ Qf3c3# Qf3c3+ Qf3c6# -Qf3c6+ Qf3d1# Qf3d1+ Qf3d3# @@ -22239,7 +22190,6 @@ Qf3f6+ Qf3f7# Qf3f7+ Qf3g2# -Qf3g2+ Qf3g3# Qf3g3+ Qf3g4# @@ -22272,11 +22222,9 @@ Qf4b4+ Qf4b8# Qf4b8+ Qf4c1# -Qf4c1+ Qf4c4# Qf4c4+ Qf4c7# -Qf4c7+ Qf4d2# Qf4d2+ Qf4d4# @@ -22333,11 +22281,9 @@ Qf5b1+ Qf5b5# Qf5b5+ Qf5c2# -Qf5c2+ Qf5c5# Qf5c5+ Qf5c8# -Qf5c8+ Qf5d3# Qf5d3+ Qf5d5# @@ -22394,7 +22340,6 @@ Qf6b2+ Qf6b6# Qf6b6+ Qf6c3# -Qf6c3+ Qf6c6# Qf6c6+ Qf6d4# @@ -22424,7 +22369,6 @@ Qf6g5+ Qf6g6# Qf6g6+ Qf6g7# -Qf6g7+ Qf6h4# Qf6h4+ Qf6xa1 @@ -22483,7 +22427,6 @@ Qf7g6+ Qf7g7# Qf7g7+ Qf7g8# -Qf7g8+ Qf7h5# Qf7h5+ Qf7xa2 @@ -22536,7 +22479,6 @@ Qf8f7+ Qf8g7# Qf8g7+ Qf8g8# -Qf8g8+ Qf8h6# Qf8h6+ Qf8xa3 @@ -22826,7 +22768,6 @@ Qg3g6+ Qg3g7# Qg3g7+ Qg3h2# -Qg3h2+ Qg3h4# Qg3h4+ Qg3xb3 @@ -22993,7 +22934,6 @@ Qg6g7+ Qg6h5# Qg6h5+ Qg6h7# -Qg6h7+ Qg6xb1 Qg6xb6 Qg6xc2 @@ -23271,7 +23211,6 @@ Qh1f3+ Qh1g1# Qh1g1+ Qh1g2# -Qh1g2+ Qh1h2# Qh1h2+ Qh1h3# @@ -23382,7 +23321,6 @@ Qh3g3+ Qh3g4# Qh3g4+ Qh3h2# -Qh3h2+ Qh3h4# Qh3h4+ Qh3h5# @@ -23537,7 +23475,6 @@ Qh6h4+ Qh6h5# Qh6h5+ Qh6h7# -Qh6h7+ Qh6xc1 Qh6xc6 Qh6xd2 @@ -23630,7 +23567,6 @@ Qh8f6+ Qh8f8# Qh8f8+ Qh8g7# -Qh8g7+ Qh8g8# Qh8g8+ Qh8h2# @@ -26441,7 +26377,6 @@ Qa2xg2+ Qa2xg8# Qa2xg8+ Qa3xa2# -Qa3xa2+ Qa3xa4# Qa3xa4+ Qa3xa5# @@ -26547,7 +26482,6 @@ Qa6xa4+ Qa6xa5# Qa6xa5+ Qa6xa7# -Qa6xa7+ Qa6xb5# Qa6xb5+ Qa6xb6# @@ -26715,7 +26649,6 @@ Qb2xg2+ Qb2xg7# Qb2xg7+ Qb3xa2# -Qb3xa2+ Qb3xa4# Qb3xa4+ Qb3xb2# @@ -26827,7 +26760,6 @@ Qb5xf5+ Qb6xa5# Qb6xa5+ Qb6xa7# -Qb6xa7+ Qb6xb2# Qb6xb2+ Qb6xb3# @@ -26935,7 +26867,6 @@ Qb8xh2+ Qc1xa3# Qc1xa3+ Qc1xb1# -Qc1xb1+ Qc1xb2# Qc1xb2+ Qc1xc2# @@ -26969,7 +26900,6 @@ Qc1xh6+ Qc2xa4# Qc2xa4+ Qc2xb1# -Qc2xb1+ Qc2xb2# Qc2xb2+ Qc2xb3# @@ -27007,7 +26937,6 @@ Qc2xh7+ Qc3xa5# Qc3xa5+ Qc3xb2# -Qc3xb2+ Qc3xb3# Qc3xb3+ Qc3xb4# @@ -27043,7 +26972,6 @@ Qc3xg3+ Qc3xg7# Qc3xg7+ Qc4xa2# -Qc4xa2+ Qc4xa6# Qc4xa6+ Qc4xb3# @@ -27075,7 +27003,6 @@ Qc4xe4+ Qc4xe6# Qc4xe6+ Qc4xf1# -Qc4xf1+ Qc4xf4# Qc4xf4+ Qc4xf7# @@ -27087,7 +27014,6 @@ Qc4xg8+ Qc5xa3# Qc5xa3+ Qc5xa7# -Qc5xa7+ Qc5xb4# Qc5xb4+ Qc5xb5# @@ -27121,7 +27047,6 @@ Qc5xf2+ Qc5xf5# Qc5xf5+ Qc5xf8# -Qc5xf8+ Qc5xg1# Qc5xg1+ Qc5xg5# @@ -27133,7 +27058,6 @@ Qc6xb5+ Qc6xb6# Qc6xb6+ Qc6xb7# -Qc6xb7+ Qc6xc2# Qc6xc2+ Qc6xc3# @@ -27171,7 +27095,6 @@ Qc7xb6+ Qc7xb7# Qc7xb7+ Qc7xb8# -Qc7xb8+ Qc7xc2# Qc7xc2+ Qc7xc3# @@ -27207,7 +27130,6 @@ Qc8xa6+ Qc8xb7# Qc8xb7+ Qc8xb8# -Qc8xb8+ Qc8xc3# Qc8xc3+ Qc8xc4# @@ -27305,9 +27227,7 @@ Qd2xg5+ Qd2xh6# Qd2xh6+ Qd3xa6# -Qd3xa6+ Qd3xb1# -Qd3xb1+ Qd3xb3# Qd3xb3+ Qd3xb5# @@ -27347,9 +27267,7 @@ Qd3xg6+ Qd3xh7# Qd3xh7+ Qd4xa7# -Qd4xa7+ Qd4xb2# -Qd4xb2+ Qd4xb4# Qd4xb4+ Qd4xb6# @@ -27383,19 +27301,15 @@ Qd4xf4+ Qd4xf6# Qd4xf6+ Qd4xg1# -Qd4xg1+ Qd4xg4# Qd4xg4+ Qd4xg7# -Qd4xg7+ Qd5xa2# -Qd5xa2+ Qd5xb3# Qd5xb3+ Qd5xb5# Qd5xb5+ Qd5xb7# -Qd5xb7+ Qd5xc4# Qd5xc4+ Qd5xc5# @@ -27425,19 +27339,15 @@ Qd5xf5+ Qd5xf7# Qd5xf7+ Qd5xg2# -Qd5xg2+ Qd5xg5# Qd5xg5+ Qd5xg8# -Qd5xg8+ Qd6xa3# -Qd6xa3+ Qd6xb4# Qd6xb4+ Qd6xb6# Qd6xb6+ Qd6xb8# -Qd6xb8+ Qd6xc5# Qd6xc5+ Qd6xc6# @@ -27643,19 +27553,15 @@ Qe3xf3+ Qe3xf4# Qe3xf4+ Qe3xg1# -Qe3xg1+ Qe3xg3# Qe3xg3+ Qe3xg5# Qe3xg5+ Qe3xh6# -Qe3xh6+ Qe4xb1# -Qe4xb1+ Qe4xb4# Qe4xb4+ Qe4xb7# -Qe4xb7+ Qe4xc2# Qe4xc2+ Qe4xc4# @@ -27685,19 +27591,15 @@ Qe4xf4+ Qe4xf5# Qe4xf5+ Qe4xg2# -Qe4xg2+ Qe4xg4# Qe4xg4+ Qe4xg6# Qe4xg6+ Qe4xh7# -Qe4xh7+ Qe5xb2# -Qe5xb2+ Qe5xb5# Qe5xb5+ Qe5xb8# -Qe5xb8+ Qe5xc3# Qe5xc3+ Qe5xc5# @@ -27731,9 +27633,7 @@ Qe5xg3+ Qe5xg5# Qe5xg5+ Qe5xg7# -Qe5xg7+ Qe5xh2# -Qe5xh2+ Qe6xa2# Qe6xa2+ Qe6xb3# @@ -27773,9 +27673,7 @@ Qe6xg4+ Qe6xg6# Qe6xg6+ Qe6xg8# -Qe6xg8+ Qe6xh3# -Qe6xh3+ Qe7xa3# Qe7xa3+ Qe7xb4# @@ -27873,7 +27771,6 @@ Qf1xf5+ Qf1xf6# Qf1xf6+ Qf1xg1# -Qf1xg1+ Qf1xg2# Qf1xg2+ Qf1xh3# @@ -27909,7 +27806,6 @@ Qf2xf6+ Qf2xf7# Qf2xf7+ Qf2xg1# -Qf2xg1+ Qf2xg2# Qf2xg2+ Qf2xg3# @@ -27947,7 +27843,6 @@ Qf3xf6+ Qf3xf7# Qf3xf7+ Qf3xg2# -Qf3xg2+ Qf3xg3# Qf3xg3+ Qf3xg4# @@ -27959,7 +27854,6 @@ Qf4xb4+ Qf4xb8# Qf4xb8+ Qf4xc1# -Qf4xc1+ Qf4xc4# Qf4xc4+ Qf4xc7# @@ -27993,7 +27887,6 @@ Qf4xg4+ Qf4xg5# Qf4xg5+ Qf4xh2# -Qf4xh2+ Qf4xh6# Qf4xh6+ Qf5xb1# @@ -28005,7 +27898,6 @@ Qf5xc2+ Qf5xc5# Qf5xc5+ Qf5xc8# -Qf5xc8+ Qf5xd3# Qf5xd3+ Qf5xd5# @@ -28037,7 +27929,6 @@ Qf5xg6+ Qf5xh3# Qf5xh3+ Qf5xh7# -Qf5xh7+ Qf6xb2# Qf6xb2+ Qf6xb6# @@ -28073,7 +27964,6 @@ Qf6xg5+ Qf6xg6# Qf6xg6+ Qf6xg7# -Qf6xg7+ Qf6xh4# Qf6xh4+ Qf7xa2# @@ -28111,7 +28001,6 @@ Qf7xg6+ Qf7xg7# Qf7xg7+ Qf7xg8# -Qf7xg8+ Qf7xh5# Qf7xh5+ Qf8xa3# @@ -28145,7 +28034,6 @@ Qf8xf7+ Qf8xg7# Qf8xg7+ Qf8xg8# -Qf8xg8+ Qf8xh6# Qf8xh6+ Qg1xa7# @@ -28253,7 +28141,6 @@ Qg3xg6+ Qg3xg7# Qg3xg7+ Qg3xh2# -Qg3xh2+ Qg3xh4# Qg3xh4+ Qg4xc4# @@ -28365,7 +28252,6 @@ Qg6xg7+ Qg6xh5# Qg6xh5+ Qg6xh7# -Qg6xh7+ Qg7xb2# Qg7xb2+ Qg7xb7# @@ -28533,7 +28419,6 @@ Qh3xg3+ Qh3xg4# Qh3xg4+ Qh3xh2# -Qh3xh2+ Qh3xh4# Qh3xh4+ Qh3xh5# @@ -28639,7 +28524,6 @@ Qh6xh4+ Qh6xh5# Qh6xh5+ Qh6xh7# -Qh6xh7+ Qh7xb1# Qh7xb1+ Qh7xb7# diff --git a/src/san_strings/utils/san_parts.py b/src/san_strings/utils/san_parts.py index d5248a0..ef64223 100644 --- a/src/san_strings/utils/san_parts.py +++ b/src/san_strings/utils/san_parts.py @@ -111,10 +111,15 @@ def can_cause_discovered_attack(self) -> bool: @property @abstractmethod - def moving_piece_can_cause_check(self): + def moving_piece_can_cause_check_and_checkmate(self) -> tuple[bool, bool]: """ - Return `True` iff the moving piece can directly cause new squares to be attacked on the board - (not via discoveries). + Return two bools indicating whether the moving piece can directly (not via discoveries) + cause check (excluding checkmates) and checkmate, respectively. + + This function currently assumes all moves that can cause check can cause checkmate - TODO: prove. + However, there are surprisingly some moves that can cause checkmate but not check, like `Qc5a2`, + where the only square that becomes newly-attacked is `b1`, from which a king will be checkmated + due to other queens that must sit on `d2` and `a5` restricting the escape squares. """ ... @@ -122,8 +127,24 @@ def moving_piece_can_cause_check(self): def can_cause_check(self) -> bool: """ Return `True` iff the move can cause check either directly by attacking new squares or with a discovery. + Returns `False` if the move can only cause checkmate but not check. + """ + moving_piece_can_cause_check, moving_piece_can_cause_checkmate = ( + self.moving_piece_can_cause_check_and_checkmate + ) + return self.can_cause_discovered_attack or moving_piece_can_cause_check + + @property + def can_cause_checkmate(self) -> bool: + """ + Return `True` iff the move can cause checkmate either directly by attacking new squares or with a discovery. + Note: assumes all moves that can make discoveries can cause checkmate - should be trivially true but + TODO: prove. """ - return self.can_cause_discovered_attack or self.moving_piece_can_cause_check + moving_piece_can_cause_check, moving_piece_can_cause_checkmate = ( + self.moving_piece_can_cause_check_and_checkmate + ) + return self.can_cause_discovered_attack or moving_piece_can_cause_checkmate @classmethod def from_san(cls, san: str) -> SanParts: @@ -310,10 +331,10 @@ def can_cause_discovered_attack(self): return chess.square_file(self.to_square) not in (0, 7) @property - def moving_piece_can_cause_check(self): - # Pawns always cause new squares to be attacked. This is trivially true for non-promotions - # and true for promotions because the promoted piece must attack new squares. - return True + def moving_piece_can_cause_check_and_checkmate(self) -> tuple[bool, bool]: + # Pawns always cause new squares to be attacked. This is trivially true for both non-promotions + # and for promotions because the promoted piece will attack new squares. + return True, True @classmethod def from_san(cls, san: str) -> PawnSanParts: @@ -682,20 +703,66 @@ def can_cause_discovered_attack(self): ) @property - def moving_piece_can_cause_check(self): + def moving_piece_can_cause_check_and_checkmate(self) -> tuple[bool, bool]: + can_cause_check = False + can_cause_mate = False + for b, move in self.iter_positions: + # Get squares where a king could get checked/mated on. occupied_before = b.occupied attacked_by_mask_before = attacked_by_mask(b, chess.WHITE) + b.push(move) occupied_after = b.occupied attacked_by_mask_after = attacked_by_mask(b, chess.WHITE) - if ( + b.pop() + + candidate_king_squares = ( attacked_by_mask_after & ~attacked_by_mask_before & ~(occupied_before | occupied_after) - ): - return True - return False + ) + + # Remove any squares that lie between any of the ambiguity-causing pieces and `to_square`. + our_piece = b.piece_at(move.from_square) + assert our_piece is not None, ( + 'Expected piece to exist at `move.from_square`' + ) + our_piece_type = our_piece.piece_type + assert our_piece_type == self.piece_type, ( + 'Expected piece to exist at `our_piece_type`' + ) + our_color = our_piece.color + for from_square in b.pieces(our_piece_type, our_color): + assert b.is_legal(chess.Move(from_square, self.to_square)), ( + f'Expected all {chess.PIECE_NAMES[our_piece_type]}s to be able to move to ' + f'{chess.square_name(self.to_square)}' + ) + candidate_king_squares &= ~chess.between(from_square, self.to_square) + + if not candidate_king_squares: + continue + + # Try to put a king on each square and then make the move. + # When we find a check, assume a checkmate is also possible and break early. + # This assumption seems impossible to be wrong but TODO: prove. + for sq in chess.SquareSet(candidate_king_squares): + b.set_piece_at(sq, chess.Piece(chess.KING, not our_color)) + b.push(move) + try: + is_check = b.is_check() + is_mate = b.is_checkmate() + if is_check and not is_mate: + can_cause_check = True + can_cause_mate = True + break + if is_mate: + can_cause_mate = True + finally: + b.pop() + b.remove_piece_at(sq) + + return can_cause_check, can_cause_mate @classmethod def from_san(cls, san: str) -> NBRQSanParts: @@ -817,9 +884,9 @@ def can_cause_discovered_attack(self): return True @property - def moving_piece_can_cause_check(self): - # A king causing check would mean stepping into check - return False + def moving_piece_can_cause_check_and_checkmate(self): + # A king causing direct check/mate would mean stepping into check. + return False, False @classmethod def from_san(cls, san: str) -> KingSanParts: @@ -852,7 +919,7 @@ def from_san(cls, san: str) -> KingSanParts: if __name__ == '__main__': - for san in ('axb2',): + for san in ('Qd5a2',): print('=' * (len(san) + 6)) print(f'{san = }') print('=' * (len(san) + 6)) From e0f89e63b28986420ed85c8656ada503941e37b7 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Mon, 3 Nov 2025 03:12:48 -0500 Subject: [PATCH 44/46] Optimize + interface tweaks --- src/san_strings/utils/san_parts.py | 94 +++++++++++++++++++++++------- 1 file changed, 74 insertions(+), 20 deletions(-) diff --git a/src/san_strings/utils/san_parts.py b/src/san_strings/utils/san_parts.py index ef64223..048d2c8 100644 --- a/src/san_strings/utils/san_parts.py +++ b/src/san_strings/utils/san_parts.py @@ -26,6 +26,9 @@ class SanParts(ABC): + _moving_piece_can_cause_non_mate_check: bool + _moving_piece_can_cause_checkmate: bool + def __init_subclass__(cls, **kwargs): super().__init_subclass__() if not hasattr(cls, 'from_san'): @@ -41,13 +44,31 @@ def __init__( to_square: chess.Square, check_or_mate: str | None = None, ): - self.piece_type = piece_type - self.is_capture = is_capture - self.to_square = to_square - self.check_or_mate = check_or_mate + self._piece_type = piece_type + self._is_capture = is_capture + self._to_square = to_square + self._check_or_mate = check_or_mate + + def __reset_cache(self) -> None: + ( + self._moving_piece_can_cause_non_mate_check, + self._moving_piece_can_cause_checkmate, + ) = self._moving_piece_can_cause_non_mate_check_and_checkmate + + @property + def piece_type(self) -> chess.PieceType: + return self._piece_type + + @property + def is_capture(self) -> bool: + return self._is_capture + + @property + def to_square(self) -> chess.Square: + return self._to_square @property - def check_or_mate(self): + def check_or_mate(self) -> str | None: return self._check_or_mate @check_or_mate.setter @@ -111,7 +132,7 @@ def can_cause_discovered_attack(self) -> bool: @property @abstractmethod - def moving_piece_can_cause_check_and_checkmate(self) -> tuple[bool, bool]: + def _moving_piece_can_cause_non_mate_check_and_checkmate(self) -> tuple[bool, bool]: """ Return two bools indicating whether the moving piece can directly (not via discoveries) cause check (excluding checkmates) and checkmate, respectively. @@ -123,16 +144,36 @@ def moving_piece_can_cause_check_and_checkmate(self) -> tuple[bool, bool]: """ ... + @property + def moving_piece_can_cause_non_mate_check(self) -> bool: + if self.check_or_mate is not None: + raise RuntimeError( + 'This property is not yet supported while `check_or_mate` is not set' + ) + if not hasattr(self, '_moving_piece_can_cause_non_mate_check'): + self.__reset_cache() + return self._moving_piece_can_cause_non_mate_check + + @property + def moving_piece_can_cause_checkmate(self) -> bool: + if self.check_or_mate is not None: + raise RuntimeError( + 'This property is not yet supported while `check_or_mate` is not set' + ) + if not hasattr(self, '_moving_piece_can_cause_checkmate'): + self.__reset_cache() + return self._moving_piece_can_cause_checkmate + @property def can_cause_check(self) -> bool: """ Return `True` iff the move can cause check either directly by attacking new squares or with a discovery. Returns `False` if the move can only cause checkmate but not check. """ - moving_piece_can_cause_check, moving_piece_can_cause_checkmate = ( - self.moving_piece_can_cause_check_and_checkmate + return ( + self.can_cause_discovered_attack + or self.moving_piece_can_cause_non_mate_check ) - return self.can_cause_discovered_attack or moving_piece_can_cause_check @property def can_cause_checkmate(self) -> bool: @@ -141,10 +182,7 @@ def can_cause_checkmate(self) -> bool: Note: assumes all moves that can make discoveries can cause checkmate - should be trivially true but TODO: prove. """ - moving_piece_can_cause_check, moving_piece_can_cause_checkmate = ( - self.moving_piece_can_cause_check_and_checkmate - ) - return self.can_cause_discovered_attack or moving_piece_can_cause_checkmate + return self.can_cause_discovered_attack or self.moving_piece_can_cause_checkmate @classmethod def from_san(cls, san: str) -> SanParts: @@ -206,8 +244,16 @@ def __init__( to_square=to_square, check_or_mate=check_or_mate, ) - self.file_disambiguator = file_disambiguator - self.promotion_piece_type = promotion_piece_type + self._file_disambiguator = file_disambiguator + self._promotion_piece_type = promotion_piece_type + + @property + def file_disambiguator(self) -> int | None: + return self._file_disambiguator + + @property + def promotion_piece_type(self) -> chess.PieceType | None: + return self._promotion_piece_type @property def rendered(self) -> str: @@ -331,7 +377,7 @@ def can_cause_discovered_attack(self): return chess.square_file(self.to_square) not in (0, 7) @property - def moving_piece_can_cause_check_and_checkmate(self) -> tuple[bool, bool]: + def _moving_piece_can_cause_non_mate_check_and_checkmate(self) -> tuple[bool, bool]: # Pawns always cause new squares to be attacked. This is trivially true for both non-promotions # and for promotions because the promoted piece will attack new squares. return True, True @@ -393,8 +439,16 @@ def __init__( to_square=to_square, check_or_mate=check_or_mate, ) - self.file_disambiguator = file_disambiguator - self.rank_disambiguator = rank_disambiguator + self._file_disambiguator = file_disambiguator + self._rank_disambiguator = rank_disambiguator + + @property + def file_disambiguator(self) -> int | None: + return self._file_disambiguator + + @property + def rank_disambiguator(self) -> int | None: + return self._rank_disambiguator @property def rendered(self) -> str: @@ -703,7 +757,7 @@ def can_cause_discovered_attack(self): ) @property - def moving_piece_can_cause_check_and_checkmate(self) -> tuple[bool, bool]: + def _moving_piece_can_cause_non_mate_check_and_checkmate(self) -> tuple[bool, bool]: can_cause_check = False can_cause_mate = False @@ -884,7 +938,7 @@ def can_cause_discovered_attack(self): return True @property - def moving_piece_can_cause_check_and_checkmate(self): + def _moving_piece_can_cause_non_mate_check_and_checkmate(self): # A king causing direct check/mate would mean stepping into check. return False, False From 8df4dd75d49511cf4c4ed596a97ed19c282e5b87 Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Mon, 3 Nov 2025 03:20:19 -0500 Subject: [PATCH 45/46] Tiny refactors --- src/san_strings/__init__.py | 14 ++------------ 1 file changed, 2 insertions(+), 12 deletions(-) diff --git a/src/san_strings/__init__.py b/src/san_strings/__init__.py index 0a11a13..c299dd9 100644 --- a/src/san_strings/__init__.py +++ b/src/san_strings/__init__.py @@ -200,20 +200,10 @@ def gen_sans() -> set[str]: return sans -def main(): +def write_output_files(): all_sans = gen_sans() def sort_key(s: str) -> tuple: - # def is_check(s): - # return s.endswith('+') - # - # def is_mate(s): - # return s.endswith('#') - # - # def is_plain(s): - # return not is_check(s) and not is_mate(s) - # - # return is_mate(s), is_check(s), is_plain(s), len(s), s return len(s), s all_sans = sorted(all_sans, key=sort_key) @@ -228,4 +218,4 @@ def sort_key(s: str) -> tuple: if __name__ == '__main__': - main() + write_output_files() From 74b1194a42045e86aa9be10b277c25c49cd32c2d Mon Sep 17 00:00:00 2001 From: Jackson Hall Date: Mon, 3 Nov 2025 03:38:49 -0500 Subject: [PATCH 46/46] Update `spoken_san_strings.txt` --- src/san_strings/gen_spoken_san_strings.py | 106 +- src/san_strings/spoken_san_strings.txt | 3071 +-------------------- 2 files changed, 64 insertions(+), 3113 deletions(-) diff --git a/src/san_strings/gen_spoken_san_strings.py b/src/san_strings/gen_spoken_san_strings.py index 1c7c849..5c2e70b 100644 --- a/src/san_strings/gen_spoken_san_strings.py +++ b/src/san_strings/gen_spoken_san_strings.py @@ -7,58 +7,66 @@ spoken_san_strings = set() for i, san_string in enumerate(san_strings): - words = [] - - idx = 0 - while idx < len(san_string): - c = san_string[idx] - - if c.isupper(): - if c == 'N': - words.append('knight') - elif c == 'B': - words.append('bishop') - elif c == 'R': - words.append('rook') - elif c == 'Q': - words.append('queen') - elif c == 'K': - words.append('king') - elif c == 'x': - if san_string[0].islower(): - # Pawn captures only - # Ex. 'e takes d 5' or 'e d 5' - assert len(words) == 1 - file = words.pop() - words.append((f'{file} takes', 'takes')) - else: - # Non-pawn caputures - if len(words) == 1: - piece = words.pop() - words.append((f'{piece} takes', 'takes')) + words: list[str | tuple[str, ...]] = [] + + if san_string.startswith('O-O-O'): + words.append(('castles', 'castles queenside')) + elif san_string.startswith('O-O'): + words.append(('castles', 'castles kingside')) + else: + idx = 0 + while idx < len(san_string): + c = san_string[idx] + + if c.isupper(): + if c == 'N': + words.append('knight') + elif c == 'B': + words.append('bishop') + elif c == 'R': + words.append('rook') + elif c == 'Q': + words.append('queen') + elif c == 'K': + words.append('king') + else: + raise RuntimeError(f'Invalid character {c}') + elif c == 'x': + if san_string[0].islower(): + # Pawn captures only + # Ex. 'e takes d 5' or 'e d 5' + assert len(words) == 1 + file = words.pop() + words.append((f'{file} takes', 'takes')) else: - words.append('takes') - - # Destination of capture - file, rank = san_string[idx + 1 : idx + 3] - assert file in 'abcdefgh' - assert rank in '12345678' - idx += 3 - - # Ex. 'rook takes' or 'rook takes e 4' or 'rook takes rook' - words.append( - ('', f'{file} {rank}', 'pawn', 'knight', 'bishop', 'rook', 'queen') - ) - elif c == '=': - words.append(('', 'equals')) - # break - else: - words.append(c) - - idx += 1 + # Non-pawn captures + if len(words) == 1: + piece = words.pop() + words.append((f'{piece} takes', 'takes')) + else: + words.append('takes') + + # Destination of capture + file = san_string[idx + 1] + rank = san_string[idx + 2] + assert file in 'abcdefgh' + assert rank in '12345678' + idx += 3 + + # Ex. 'rook takes' or 'rook takes e 4' or 'rook takes rook' + words.append( + ('', f'{file} {rank}', 'pawn', 'knight', 'bishop', 'rook', 'queen') + ) + elif c == '=': + words.append(('', 'equals')) + # break + else: + words.append(c) + + idx += 1 if all(isinstance(w, str) for w in words): - spoken_san_strings.add(' '.join(words)) + spoken_san_strings.add(' '.join(words)) # type: ignore continue # Enumerate every combination of different ways of saying each phrase diff --git a/src/san_strings/spoken_san_strings.txt b/src/san_strings/spoken_san_strings.txt index 001c39f..2c2eebe 100644 --- a/src/san_strings/spoken_san_strings.txt +++ b/src/san_strings/spoken_san_strings.txt @@ -50,6 +50,7 @@ takes a takes b takes c takes +castles d takes e takes f takes @@ -552,294 +553,246 @@ rook 1 h 4 rook 1 h 5 rook 1 h 6 rook 1 h 7 -rook 2 a 2 rook 2 a 3 rook 2 a 4 rook 2 a 5 rook 2 a 6 rook 2 a 7 -rook 2 b 2 rook 2 b 3 rook 2 b 4 rook 2 b 5 rook 2 b 6 rook 2 b 7 -rook 2 c 2 rook 2 c 3 rook 2 c 4 rook 2 c 5 rook 2 c 6 rook 2 c 7 -rook 2 d 2 rook 2 d 3 rook 2 d 4 rook 2 d 5 rook 2 d 6 rook 2 d 7 -rook 2 e 2 rook 2 e 3 rook 2 e 4 rook 2 e 5 rook 2 e 6 rook 2 e 7 -rook 2 f 2 rook 2 f 3 rook 2 f 4 rook 2 f 5 rook 2 f 6 rook 2 f 7 -rook 2 g 2 rook 2 g 3 rook 2 g 4 rook 2 g 5 rook 2 g 6 rook 2 g 7 -rook 2 h 2 rook 2 h 3 rook 2 h 4 rook 2 h 5 rook 2 h 6 rook 2 h 7 rook 3 a 2 -rook 3 a 3 rook 3 a 4 rook 3 a 5 rook 3 a 6 rook 3 a 7 rook 3 b 2 -rook 3 b 3 rook 3 b 4 rook 3 b 5 rook 3 b 6 rook 3 b 7 rook 3 c 2 -rook 3 c 3 rook 3 c 4 rook 3 c 5 rook 3 c 6 rook 3 c 7 rook 3 d 2 -rook 3 d 3 rook 3 d 4 rook 3 d 5 rook 3 d 6 rook 3 d 7 rook 3 e 2 -rook 3 e 3 rook 3 e 4 rook 3 e 5 rook 3 e 6 rook 3 e 7 rook 3 f 2 -rook 3 f 3 rook 3 f 4 rook 3 f 5 rook 3 f 6 rook 3 f 7 rook 3 g 2 -rook 3 g 3 rook 3 g 4 rook 3 g 5 rook 3 g 6 rook 3 g 7 rook 3 h 2 -rook 3 h 3 rook 3 h 4 rook 3 h 5 rook 3 h 6 rook 3 h 7 rook 4 a 2 rook 4 a 3 -rook 4 a 4 rook 4 a 5 rook 4 a 6 rook 4 a 7 rook 4 b 2 rook 4 b 3 -rook 4 b 4 rook 4 b 5 rook 4 b 6 rook 4 b 7 rook 4 c 2 rook 4 c 3 -rook 4 c 4 rook 4 c 5 rook 4 c 6 rook 4 c 7 rook 4 d 2 rook 4 d 3 -rook 4 d 4 rook 4 d 5 rook 4 d 6 rook 4 d 7 rook 4 e 2 rook 4 e 3 -rook 4 e 4 rook 4 e 5 rook 4 e 6 rook 4 e 7 rook 4 f 2 rook 4 f 3 -rook 4 f 4 rook 4 f 5 rook 4 f 6 rook 4 f 7 rook 4 g 2 rook 4 g 3 -rook 4 g 4 rook 4 g 5 rook 4 g 6 rook 4 g 7 rook 4 h 2 rook 4 h 3 -rook 4 h 4 rook 4 h 5 rook 4 h 6 rook 4 h 7 rook 5 a 2 rook 5 a 3 rook 5 a 4 -rook 5 a 5 rook 5 a 6 rook 5 a 7 rook 5 b 2 rook 5 b 3 rook 5 b 4 -rook 5 b 5 rook 5 b 6 rook 5 b 7 rook 5 c 2 rook 5 c 3 rook 5 c 4 -rook 5 c 5 rook 5 c 6 rook 5 c 7 rook 5 d 2 rook 5 d 3 rook 5 d 4 -rook 5 d 5 rook 5 d 6 rook 5 d 7 rook 5 e 2 rook 5 e 3 rook 5 e 4 -rook 5 e 5 rook 5 e 6 rook 5 e 7 rook 5 f 2 rook 5 f 3 rook 5 f 4 -rook 5 f 5 rook 5 f 6 rook 5 f 7 rook 5 g 2 rook 5 g 3 rook 5 g 4 -rook 5 g 5 rook 5 g 6 rook 5 g 7 rook 5 h 2 rook 5 h 3 rook 5 h 4 -rook 5 h 5 rook 5 h 6 rook 5 h 7 rook 6 a 2 rook 6 a 3 rook 6 a 4 rook 6 a 5 -rook 6 a 6 rook 6 a 7 rook 6 b 2 rook 6 b 3 rook 6 b 4 rook 6 b 5 -rook 6 b 6 rook 6 b 7 rook 6 c 2 rook 6 c 3 rook 6 c 4 rook 6 c 5 -rook 6 c 6 rook 6 c 7 rook 6 d 2 rook 6 d 3 rook 6 d 4 rook 6 d 5 -rook 6 d 6 rook 6 d 7 rook 6 e 2 rook 6 e 3 rook 6 e 4 rook 6 e 5 -rook 6 e 6 rook 6 e 7 rook 6 f 2 rook 6 f 3 rook 6 f 4 rook 6 f 5 -rook 6 f 6 rook 6 f 7 rook 6 g 2 rook 6 g 3 rook 6 g 4 rook 6 g 5 -rook 6 g 6 rook 6 g 7 rook 6 h 2 rook 6 h 3 rook 6 h 4 rook 6 h 5 -rook 6 h 6 rook 6 h 7 rook 7 a 2 rook 7 a 3 rook 7 a 4 rook 7 a 5 rook 7 a 6 -rook 7 a 7 rook 7 b 2 rook 7 b 3 rook 7 b 4 rook 7 b 5 rook 7 b 6 -rook 7 b 7 rook 7 c 2 rook 7 c 3 rook 7 c 4 rook 7 c 5 rook 7 c 6 -rook 7 c 7 rook 7 d 2 rook 7 d 3 rook 7 d 4 rook 7 d 5 rook 7 d 6 -rook 7 d 7 rook 7 e 2 rook 7 e 3 rook 7 e 4 rook 7 e 5 rook 7 e 6 -rook 7 e 7 rook 7 f 2 rook 7 f 3 rook 7 f 4 rook 7 f 5 rook 7 f 6 -rook 7 f 7 rook 7 g 2 rook 7 g 3 rook 7 g 4 rook 7 g 5 rook 7 g 6 -rook 7 g 7 rook 7 h 2 rook 7 h 3 rook 7 h 4 rook 7 h 5 rook 7 h 6 -rook 7 h 7 rook 8 a 2 rook 8 a 3 rook 8 a 4 @@ -1502,7 +1455,6 @@ queen 1 b 4 queen 1 b 5 queen 1 b 6 queen 1 b 7 -queen 1 b 8 queen 1 c 1 queen 1 c 2 queen 1 c 3 @@ -1510,7 +1462,6 @@ queen 1 c 4 queen 1 c 5 queen 1 c 6 queen 1 c 7 -queen 1 c 8 queen 1 d 1 queen 1 d 2 queen 1 d 3 @@ -1518,7 +1469,6 @@ queen 1 d 4 queen 1 d 5 queen 1 d 6 queen 1 d 7 -queen 1 d 8 queen 1 e 1 queen 1 e 2 queen 1 e 3 @@ -1526,7 +1476,6 @@ queen 1 e 4 queen 1 e 5 queen 1 e 6 queen 1 e 7 -queen 1 e 8 queen 1 f 1 queen 1 f 2 queen 1 f 3 @@ -1534,7 +1483,6 @@ queen 1 f 4 queen 1 f 5 queen 1 f 6 queen 1 f 7 -queen 1 f 8 queen 1 g 1 queen 1 g 2 queen 1 g 3 @@ -1542,7 +1490,6 @@ queen 1 g 4 queen 1 g 5 queen 1 g 6 queen 1 g 7 -queen 1 g 8 queen 1 h 1 queen 1 h 2 queen 1 h 3 @@ -1574,7 +1521,6 @@ queen 2 c 4 queen 2 c 5 queen 2 c 6 queen 2 c 7 -queen 2 c 8 queen 2 d 1 queen 2 d 2 queen 2 d 3 @@ -1582,7 +1528,6 @@ queen 2 d 4 queen 2 d 5 queen 2 d 6 queen 2 d 7 -queen 2 d 8 queen 2 e 1 queen 2 e 2 queen 2 e 3 @@ -1590,7 +1535,6 @@ queen 2 e 4 queen 2 e 5 queen 2 e 6 queen 2 e 7 -queen 2 e 8 queen 2 f 1 queen 2 f 2 queen 2 f 3 @@ -1598,7 +1542,6 @@ queen 2 f 4 queen 2 f 5 queen 2 f 6 queen 2 f 7 -queen 2 f 8 queen 2 g 1 queen 2 g 2 queen 2 g 3 @@ -1646,7 +1589,6 @@ queen 3 d 4 queen 3 d 5 queen 3 d 6 queen 3 d 7 -queen 3 d 8 queen 3 e 1 queen 3 e 2 queen 3 e 3 @@ -1654,7 +1596,6 @@ queen 3 e 4 queen 3 e 5 queen 3 e 6 queen 3 e 7 -queen 3 e 8 queen 3 f 1 queen 3 f 2 queen 3 f 3 @@ -1831,7 +1772,6 @@ queen 6 c 5 queen 6 c 6 queen 6 c 7 queen 6 c 8 -queen 6 d 1 queen 6 d 2 queen 6 d 3 queen 6 d 4 @@ -1839,7 +1779,6 @@ queen 6 d 5 queen 6 d 6 queen 6 d 7 queen 6 d 8 -queen 6 e 1 queen 6 e 2 queen 6 e 3 queen 6 e 4 @@ -1887,7 +1826,6 @@ queen 7 b 5 queen 7 b 6 queen 7 b 7 queen 7 b 8 -queen 7 c 1 queen 7 c 2 queen 7 c 3 queen 7 c 4 @@ -1895,7 +1833,6 @@ queen 7 c 5 queen 7 c 6 queen 7 c 7 queen 7 c 8 -queen 7 d 1 queen 7 d 2 queen 7 d 3 queen 7 d 4 @@ -1903,7 +1840,6 @@ queen 7 d 5 queen 7 d 6 queen 7 d 7 queen 7 d 8 -queen 7 e 1 queen 7 e 2 queen 7 e 3 queen 7 e 4 @@ -1911,7 +1847,6 @@ queen 7 e 5 queen 7 e 6 queen 7 e 7 queen 7 e 8 -queen 7 f 1 queen 7 f 2 queen 7 f 3 queen 7 f 4 @@ -1943,7 +1878,6 @@ queen 8 a 5 queen 8 a 6 queen 8 a 7 queen 8 a 8 -queen 8 b 1 queen 8 b 2 queen 8 b 3 queen 8 b 4 @@ -1951,7 +1885,6 @@ queen 8 b 5 queen 8 b 6 queen 8 b 7 queen 8 b 8 -queen 8 c 1 queen 8 c 2 queen 8 c 3 queen 8 c 4 @@ -1959,7 +1892,6 @@ queen 8 c 5 queen 8 c 6 queen 8 c 7 queen 8 c 8 -queen 8 d 1 queen 8 d 2 queen 8 d 3 queen 8 d 4 @@ -1967,7 +1899,6 @@ queen 8 d 5 queen 8 d 6 queen 8 d 7 queen 8 d 8 -queen 8 e 1 queen 8 e 2 queen 8 e 3 queen 8 e 4 @@ -1975,7 +1906,6 @@ queen 8 e 5 queen 8 e 6 queen 8 e 7 queen 8 e 8 -queen 8 f 1 queen 8 f 2 queen 8 f 3 queen 8 f 4 @@ -1983,7 +1913,6 @@ queen 8 f 5 queen 8 f 6 queen 8 f 7 queen 8 f 8 -queen 8 g 1 queen 8 g 2 queen 8 g 3 queen 8 g 4 @@ -2523,33 +2452,21 @@ bishop 1 a 4 bishop 1 b 2 bishop 1 b 3 bishop 1 b 4 -bishop 1 b 5 -bishop 1 b 6 -bishop 1 b 7 bishop 1 c 2 bishop 1 c 3 bishop 1 c 4 -bishop 1 c 5 -bishop 1 c 6 bishop 1 d 2 bishop 1 d 3 bishop 1 d 4 -bishop 1 d 5 bishop 1 e 2 bishop 1 e 3 bishop 1 e 4 -bishop 1 e 5 bishop 1 f 2 bishop 1 f 3 bishop 1 f 4 -bishop 1 f 5 -bishop 1 f 6 bishop 1 g 2 bishop 1 g 3 bishop 1 g 4 -bishop 1 g 5 -bishop 1 g 6 -bishop 1 g 7 bishop 1 h 2 bishop 1 h 3 bishop 1 h 4 @@ -2559,31 +2476,21 @@ bishop 2 a 5 bishop 2 b 3 bishop 2 b 4 bishop 2 b 5 -bishop 2 b 6 -bishop 2 b 7 bishop 2 c 3 bishop 2 c 4 bishop 2 c 5 -bishop 2 c 6 -bishop 2 c 7 bishop 2 d 3 bishop 2 d 4 bishop 2 d 5 -bishop 2 d 6 bishop 2 e 3 bishop 2 e 4 bishop 2 e 5 -bishop 2 e 6 bishop 2 f 3 bishop 2 f 4 bishop 2 f 5 -bishop 2 f 6 -bishop 2 f 7 bishop 2 g 3 bishop 2 g 4 bishop 2 g 5 -bishop 2 g 6 -bishop 2 g 7 bishop 2 h 3 bishop 2 h 4 bishop 2 h 5 @@ -2593,138 +2500,90 @@ bishop 3 a 5 bishop 3 b 2 bishop 3 b 4 bishop 3 b 5 -bishop 3 b 6 -bishop 3 b 7 bishop 3 c 2 bishop 3 c 4 bishop 3 c 5 -bishop 3 c 6 -bishop 3 c 7 bishop 3 d 2 bishop 3 d 4 bishop 3 d 5 -bishop 3 d 6 -bishop 3 d 7 bishop 3 e 2 bishop 3 e 4 bishop 3 e 5 -bishop 3 e 6 -bishop 3 e 7 bishop 3 f 2 bishop 3 f 4 bishop 3 f 5 -bishop 3 f 6 -bishop 3 f 7 bishop 3 g 2 bishop 3 g 4 bishop 3 g 5 -bishop 3 g 6 -bishop 3 g 7 bishop 3 h 2 bishop 3 h 4 bishop 3 h 5 bishop 4 a 3 bishop 4 a 5 bishop 4 a 6 -bishop 4 b 2 bishop 4 b 3 bishop 4 b 5 bishop 4 b 6 -bishop 4 b 7 -bishop 4 c 2 bishop 4 c 3 bishop 4 c 5 bishop 4 c 6 -bishop 4 c 7 -bishop 4 d 2 bishop 4 d 3 bishop 4 d 5 bishop 4 d 6 -bishop 4 d 7 -bishop 4 e 2 bishop 4 e 3 bishop 4 e 5 bishop 4 e 6 -bishop 4 e 7 -bishop 4 f 2 bishop 4 f 3 bishop 4 f 5 bishop 4 f 6 -bishop 4 f 7 -bishop 4 g 2 bishop 4 g 3 bishop 4 g 5 bishop 4 g 6 -bishop 4 g 7 bishop 4 h 3 bishop 4 h 5 bishop 4 h 6 bishop 5 a 3 bishop 5 a 4 bishop 5 a 6 -bishop 5 b 2 bishop 5 b 3 bishop 5 b 4 bishop 5 b 6 -bishop 5 b 7 -bishop 5 c 2 bishop 5 c 3 bishop 5 c 4 bishop 5 c 6 -bishop 5 c 7 -bishop 5 d 2 bishop 5 d 3 bishop 5 d 4 bishop 5 d 6 -bishop 5 d 7 -bishop 5 e 2 bishop 5 e 3 bishop 5 e 4 bishop 5 e 6 -bishop 5 e 7 -bishop 5 f 2 bishop 5 f 3 bishop 5 f 4 bishop 5 f 6 -bishop 5 f 7 -bishop 5 g 2 bishop 5 g 3 bishop 5 g 4 bishop 5 g 6 -bishop 5 g 7 bishop 5 h 3 bishop 5 h 4 bishop 5 h 6 bishop 6 a 4 bishop 6 a 5 bishop 6 a 7 -bishop 6 b 2 -bishop 6 b 3 bishop 6 b 4 bishop 6 b 5 bishop 6 b 7 -bishop 6 c 2 -bishop 6 c 3 bishop 6 c 4 bishop 6 c 5 bishop 6 c 7 -bishop 6 d 2 -bishop 6 d 3 bishop 6 d 4 bishop 6 d 5 bishop 6 d 7 -bishop 6 e 2 -bishop 6 e 3 bishop 6 e 4 bishop 6 e 5 bishop 6 e 7 -bishop 6 f 2 -bishop 6 f 3 bishop 6 f 4 bishop 6 f 5 bishop 6 f 7 -bishop 6 g 2 -bishop 6 g 3 bishop 6 g 4 bishop 6 g 5 bishop 6 g 7 @@ -2734,31 +2593,21 @@ bishop 6 h 7 bishop 7 a 4 bishop 7 a 5 bishop 7 a 6 -bishop 7 b 2 -bishop 7 b 3 bishop 7 b 4 bishop 7 b 5 bishop 7 b 6 -bishop 7 c 2 -bishop 7 c 3 bishop 7 c 4 bishop 7 c 5 bishop 7 c 6 -bishop 7 d 3 bishop 7 d 4 bishop 7 d 5 bishop 7 d 6 -bishop 7 e 3 bishop 7 e 4 bishop 7 e 5 bishop 7 e 6 -bishop 7 f 2 -bishop 7 f 3 bishop 7 f 4 bishop 7 f 5 bishop 7 f 6 -bishop 7 g 2 -bishop 7 g 3 bishop 7 g 4 bishop 7 g 5 bishop 7 g 6 @@ -2768,33 +2617,21 @@ bishop 7 h 6 bishop 8 a 5 bishop 8 a 6 bishop 8 a 7 -bishop 8 b 2 -bishop 8 b 3 -bishop 8 b 4 bishop 8 b 5 bishop 8 b 6 bishop 8 b 7 -bishop 8 c 3 -bishop 8 c 4 bishop 8 c 5 bishop 8 c 6 bishop 8 c 7 -bishop 8 d 4 bishop 8 d 5 bishop 8 d 6 bishop 8 d 7 -bishop 8 e 4 bishop 8 e 5 bishop 8 e 6 bishop 8 e 7 -bishop 8 f 3 -bishop 8 f 4 bishop 8 f 5 bishop 8 f 6 bishop 8 f 7 -bishop 8 g 2 -bishop 8 g 3 -bishop 8 g 4 bishop 8 g 5 bishop 8 g 6 bishop 8 g 7 @@ -3250,70 +3087,54 @@ knight 3 g 5 knight 3 h 2 knight 3 h 4 knight 3 h 5 -knight 4 a 2 knight 4 a 3 knight 4 a 5 knight 4 a 6 -knight 4 b 2 knight 4 b 3 knight 4 b 5 knight 4 b 6 -knight 4 c 2 knight 4 c 3 knight 4 c 5 knight 4 c 6 -knight 4 d 2 knight 4 d 3 knight 4 d 5 knight 4 d 6 -knight 4 e 2 knight 4 e 3 knight 4 e 5 knight 4 e 6 -knight 4 f 2 knight 4 f 3 knight 4 f 5 knight 4 f 6 -knight 4 g 2 knight 4 g 3 knight 4 g 5 knight 4 g 6 -knight 4 h 2 knight 4 h 3 knight 4 h 5 knight 4 h 6 knight 5 a 3 knight 5 a 4 knight 5 a 6 -knight 5 a 7 knight 5 b 3 knight 5 b 4 knight 5 b 6 -knight 5 b 7 knight 5 c 3 knight 5 c 4 knight 5 c 6 -knight 5 c 7 knight 5 d 3 knight 5 d 4 knight 5 d 6 -knight 5 d 7 knight 5 e 3 knight 5 e 4 knight 5 e 6 -knight 5 e 7 knight 5 f 3 knight 5 f 4 knight 5 f 6 -knight 5 f 7 knight 5 g 3 knight 5 g 4 knight 5 g 6 -knight 5 g 7 knight 5 h 3 knight 5 h 4 knight 5 h 6 -knight 5 h 7 knight 6 a 4 knight 6 a 5 knight 6 a 7 @@ -3587,685 +3408,13 @@ rook 5 takes rook 6 takes rook 7 takes rook 8 takes -rook a 1 a 2 -rook a 1 a 3 -rook a 1 a 4 -rook a 1 a 5 -rook a 1 a 6 -rook a 1 a 7 -rook a 2 a 3 -rook a 2 a 4 -rook a 2 a 5 -rook a 2 a 6 -rook a 2 a 7 -rook a 2 b 2 -rook a 2 c 2 -rook a 2 d 2 -rook a 2 e 2 -rook a 2 f 2 -rook a 2 g 2 -rook a 2 h 2 -rook a 3 a 2 -rook a 3 a 4 -rook a 3 a 5 -rook a 3 a 6 -rook a 3 a 7 -rook a 3 b 3 -rook a 3 c 3 -rook a 3 d 3 -rook a 3 e 3 -rook a 3 f 3 -rook a 3 g 3 -rook a 3 h 3 -rook a 4 a 2 -rook a 4 a 3 -rook a 4 a 5 -rook a 4 a 6 -rook a 4 a 7 -rook a 4 b 4 -rook a 4 c 4 -rook a 4 d 4 -rook a 4 e 4 -rook a 4 f 4 -rook a 4 g 4 -rook a 4 h 4 -rook a 5 a 2 -rook a 5 a 3 -rook a 5 a 4 -rook a 5 a 6 -rook a 5 a 7 -rook a 5 b 5 -rook a 5 c 5 -rook a 5 d 5 -rook a 5 e 5 -rook a 5 f 5 -rook a 5 g 5 -rook a 5 h 5 -rook a 6 a 2 -rook a 6 a 3 -rook a 6 a 4 -rook a 6 a 5 -rook a 6 a 7 -rook a 6 b 6 -rook a 6 c 6 -rook a 6 d 6 -rook a 6 e 6 -rook a 6 f 6 -rook a 6 g 6 -rook a 6 h 6 -rook a 7 a 2 -rook a 7 a 3 -rook a 7 a 4 -rook a 7 a 5 -rook a 7 a 6 -rook a 7 b 7 -rook a 7 c 7 -rook a 7 d 7 -rook a 7 e 7 -rook a 7 f 7 -rook a 7 g 7 -rook a 7 h 7 -rook a 8 a 2 -rook a 8 a 3 -rook a 8 a 4 -rook a 8 a 5 -rook a 8 a 6 -rook a 8 a 7 rook a takes -rook b 1 b 2 -rook b 1 b 3 -rook b 1 b 4 -rook b 1 b 5 -rook b 1 b 6 -rook b 1 b 7 -rook b 2 a 2 -rook b 2 b 3 -rook b 2 b 4 -rook b 2 b 5 -rook b 2 b 6 -rook b 2 b 7 -rook b 2 c 2 -rook b 2 d 2 -rook b 2 e 2 -rook b 2 f 2 -rook b 2 g 2 -rook b 2 h 2 -rook b 3 a 3 -rook b 3 b 2 -rook b 3 b 4 -rook b 3 b 5 -rook b 3 b 6 -rook b 3 b 7 -rook b 3 c 3 -rook b 3 d 3 -rook b 3 e 3 -rook b 3 f 3 -rook b 3 g 3 -rook b 3 h 3 -rook b 4 a 4 -rook b 4 b 2 -rook b 4 b 3 -rook b 4 b 5 -rook b 4 b 6 -rook b 4 b 7 -rook b 4 c 4 -rook b 4 d 4 -rook b 4 e 4 -rook b 4 f 4 -rook b 4 g 4 -rook b 4 h 4 -rook b 5 a 5 -rook b 5 b 2 -rook b 5 b 3 -rook b 5 b 4 -rook b 5 b 6 -rook b 5 b 7 -rook b 5 c 5 -rook b 5 d 5 -rook b 5 e 5 -rook b 5 f 5 -rook b 5 g 5 -rook b 5 h 5 -rook b 6 a 6 -rook b 6 b 2 -rook b 6 b 3 -rook b 6 b 4 -rook b 6 b 5 -rook b 6 b 7 -rook b 6 c 6 -rook b 6 d 6 -rook b 6 e 6 -rook b 6 f 6 -rook b 6 g 6 -rook b 6 h 6 -rook b 7 a 7 -rook b 7 b 2 -rook b 7 b 3 -rook b 7 b 4 -rook b 7 b 5 -rook b 7 b 6 -rook b 7 c 7 -rook b 7 d 7 -rook b 7 e 7 -rook b 7 f 7 -rook b 7 g 7 -rook b 7 h 7 -rook b 8 b 2 -rook b 8 b 3 -rook b 8 b 4 -rook b 8 b 5 -rook b 8 b 6 -rook b 8 b 7 rook b takes -rook c 1 c 2 -rook c 1 c 3 -rook c 1 c 4 -rook c 1 c 5 -rook c 1 c 6 -rook c 1 c 7 -rook c 2 a 2 -rook c 2 b 2 -rook c 2 c 3 -rook c 2 c 4 -rook c 2 c 5 -rook c 2 c 6 -rook c 2 c 7 -rook c 2 d 2 -rook c 2 e 2 -rook c 2 f 2 -rook c 2 g 2 -rook c 2 h 2 -rook c 3 a 3 -rook c 3 b 3 -rook c 3 c 2 -rook c 3 c 4 -rook c 3 c 5 -rook c 3 c 6 -rook c 3 c 7 -rook c 3 d 3 -rook c 3 e 3 -rook c 3 f 3 -rook c 3 g 3 -rook c 3 h 3 -rook c 4 a 4 -rook c 4 b 4 -rook c 4 c 2 -rook c 4 c 3 -rook c 4 c 5 -rook c 4 c 6 -rook c 4 c 7 -rook c 4 d 4 -rook c 4 e 4 -rook c 4 f 4 -rook c 4 g 4 -rook c 4 h 4 -rook c 5 a 5 -rook c 5 b 5 -rook c 5 c 2 -rook c 5 c 3 -rook c 5 c 4 -rook c 5 c 6 -rook c 5 c 7 -rook c 5 d 5 -rook c 5 e 5 -rook c 5 f 5 -rook c 5 g 5 -rook c 5 h 5 -rook c 6 a 6 -rook c 6 b 6 -rook c 6 c 2 -rook c 6 c 3 -rook c 6 c 4 -rook c 6 c 5 -rook c 6 c 7 -rook c 6 d 6 -rook c 6 e 6 -rook c 6 f 6 -rook c 6 g 6 -rook c 6 h 6 -rook c 7 a 7 -rook c 7 b 7 -rook c 7 c 2 -rook c 7 c 3 -rook c 7 c 4 -rook c 7 c 5 -rook c 7 c 6 -rook c 7 d 7 -rook c 7 e 7 -rook c 7 f 7 -rook c 7 g 7 -rook c 7 h 7 -rook c 8 c 2 -rook c 8 c 3 -rook c 8 c 4 -rook c 8 c 5 -rook c 8 c 6 -rook c 8 c 7 rook c takes -rook d 1 d 2 -rook d 1 d 3 -rook d 1 d 4 -rook d 1 d 5 -rook d 1 d 6 -rook d 1 d 7 -rook d 2 a 2 -rook d 2 b 2 -rook d 2 c 2 -rook d 2 d 3 -rook d 2 d 4 -rook d 2 d 5 -rook d 2 d 6 -rook d 2 d 7 -rook d 2 e 2 -rook d 2 f 2 -rook d 2 g 2 -rook d 2 h 2 -rook d 3 a 3 -rook d 3 b 3 -rook d 3 c 3 -rook d 3 d 2 -rook d 3 d 4 -rook d 3 d 5 -rook d 3 d 6 -rook d 3 d 7 -rook d 3 e 3 -rook d 3 f 3 -rook d 3 g 3 -rook d 3 h 3 -rook d 4 a 4 -rook d 4 b 4 -rook d 4 c 4 -rook d 4 d 2 -rook d 4 d 3 -rook d 4 d 5 -rook d 4 d 6 -rook d 4 d 7 -rook d 4 e 4 -rook d 4 f 4 -rook d 4 g 4 -rook d 4 h 4 -rook d 5 a 5 -rook d 5 b 5 -rook d 5 c 5 -rook d 5 d 2 -rook d 5 d 3 -rook d 5 d 4 -rook d 5 d 6 -rook d 5 d 7 -rook d 5 e 5 -rook d 5 f 5 -rook d 5 g 5 -rook d 5 h 5 -rook d 6 a 6 -rook d 6 b 6 -rook d 6 c 6 -rook d 6 d 2 -rook d 6 d 3 -rook d 6 d 4 -rook d 6 d 5 -rook d 6 d 7 -rook d 6 e 6 -rook d 6 f 6 -rook d 6 g 6 -rook d 6 h 6 -rook d 7 a 7 -rook d 7 b 7 -rook d 7 c 7 -rook d 7 d 2 -rook d 7 d 3 -rook d 7 d 4 -rook d 7 d 5 -rook d 7 d 6 -rook d 7 e 7 -rook d 7 f 7 -rook d 7 g 7 -rook d 7 h 7 -rook d 8 d 2 -rook d 8 d 3 -rook d 8 d 4 -rook d 8 d 5 -rook d 8 d 6 -rook d 8 d 7 rook d takes -rook e 1 e 2 -rook e 1 e 3 -rook e 1 e 4 -rook e 1 e 5 -rook e 1 e 6 -rook e 1 e 7 -rook e 2 a 2 -rook e 2 b 2 -rook e 2 c 2 -rook e 2 d 2 -rook e 2 e 3 -rook e 2 e 4 -rook e 2 e 5 -rook e 2 e 6 -rook e 2 e 7 -rook e 2 f 2 -rook e 2 g 2 -rook e 2 h 2 -rook e 3 a 3 -rook e 3 b 3 -rook e 3 c 3 -rook e 3 d 3 -rook e 3 e 2 -rook e 3 e 4 -rook e 3 e 5 -rook e 3 e 6 -rook e 3 e 7 -rook e 3 f 3 -rook e 3 g 3 -rook e 3 h 3 -rook e 4 a 4 -rook e 4 b 4 -rook e 4 c 4 -rook e 4 d 4 -rook e 4 e 2 -rook e 4 e 3 -rook e 4 e 5 -rook e 4 e 6 -rook e 4 e 7 -rook e 4 f 4 -rook e 4 g 4 -rook e 4 h 4 -rook e 5 a 5 -rook e 5 b 5 -rook e 5 c 5 -rook e 5 d 5 -rook e 5 e 2 -rook e 5 e 3 -rook e 5 e 4 -rook e 5 e 6 -rook e 5 e 7 -rook e 5 f 5 -rook e 5 g 5 -rook e 5 h 5 -rook e 6 a 6 -rook e 6 b 6 -rook e 6 c 6 -rook e 6 d 6 -rook e 6 e 2 -rook e 6 e 3 -rook e 6 e 4 -rook e 6 e 5 -rook e 6 e 7 -rook e 6 f 6 -rook e 6 g 6 -rook e 6 h 6 -rook e 7 a 7 -rook e 7 b 7 -rook e 7 c 7 -rook e 7 d 7 -rook e 7 e 2 -rook e 7 e 3 -rook e 7 e 4 -rook e 7 e 5 -rook e 7 e 6 -rook e 7 f 7 -rook e 7 g 7 -rook e 7 h 7 -rook e 8 e 2 -rook e 8 e 3 -rook e 8 e 4 -rook e 8 e 5 -rook e 8 e 6 -rook e 8 e 7 rook e takes -rook f 1 f 2 -rook f 1 f 3 -rook f 1 f 4 -rook f 1 f 5 -rook f 1 f 6 -rook f 1 f 7 -rook f 2 a 2 -rook f 2 b 2 -rook f 2 c 2 -rook f 2 d 2 -rook f 2 e 2 -rook f 2 f 3 -rook f 2 f 4 -rook f 2 f 5 -rook f 2 f 6 -rook f 2 f 7 -rook f 2 g 2 -rook f 2 h 2 -rook f 3 a 3 -rook f 3 b 3 -rook f 3 c 3 -rook f 3 d 3 -rook f 3 e 3 -rook f 3 f 2 -rook f 3 f 4 -rook f 3 f 5 -rook f 3 f 6 -rook f 3 f 7 -rook f 3 g 3 -rook f 3 h 3 -rook f 4 a 4 -rook f 4 b 4 -rook f 4 c 4 -rook f 4 d 4 -rook f 4 e 4 -rook f 4 f 2 -rook f 4 f 3 -rook f 4 f 5 -rook f 4 f 6 -rook f 4 f 7 -rook f 4 g 4 -rook f 4 h 4 -rook f 5 a 5 -rook f 5 b 5 -rook f 5 c 5 -rook f 5 d 5 -rook f 5 e 5 -rook f 5 f 2 -rook f 5 f 3 -rook f 5 f 4 -rook f 5 f 6 -rook f 5 f 7 -rook f 5 g 5 -rook f 5 h 5 -rook f 6 a 6 -rook f 6 b 6 -rook f 6 c 6 -rook f 6 d 6 -rook f 6 e 6 -rook f 6 f 2 -rook f 6 f 3 -rook f 6 f 4 -rook f 6 f 5 -rook f 6 f 7 -rook f 6 g 6 -rook f 6 h 6 -rook f 7 a 7 -rook f 7 b 7 -rook f 7 c 7 -rook f 7 d 7 -rook f 7 e 7 -rook f 7 f 2 -rook f 7 f 3 -rook f 7 f 4 -rook f 7 f 5 -rook f 7 f 6 -rook f 7 g 7 -rook f 7 h 7 -rook f 8 f 2 -rook f 8 f 3 -rook f 8 f 4 -rook f 8 f 5 -rook f 8 f 6 -rook f 8 f 7 rook f takes -rook g 1 g 2 -rook g 1 g 3 -rook g 1 g 4 -rook g 1 g 5 -rook g 1 g 6 -rook g 1 g 7 -rook g 2 a 2 -rook g 2 b 2 -rook g 2 c 2 -rook g 2 d 2 -rook g 2 e 2 -rook g 2 f 2 -rook g 2 g 3 -rook g 2 g 4 -rook g 2 g 5 -rook g 2 g 6 -rook g 2 g 7 -rook g 2 h 2 -rook g 3 a 3 -rook g 3 b 3 -rook g 3 c 3 -rook g 3 d 3 -rook g 3 e 3 -rook g 3 f 3 -rook g 3 g 2 -rook g 3 g 4 -rook g 3 g 5 -rook g 3 g 6 -rook g 3 g 7 -rook g 3 h 3 -rook g 4 a 4 -rook g 4 b 4 -rook g 4 c 4 -rook g 4 d 4 -rook g 4 e 4 -rook g 4 f 4 -rook g 4 g 2 -rook g 4 g 3 -rook g 4 g 5 -rook g 4 g 6 -rook g 4 g 7 -rook g 4 h 4 -rook g 5 a 5 -rook g 5 b 5 -rook g 5 c 5 -rook g 5 d 5 -rook g 5 e 5 -rook g 5 f 5 -rook g 5 g 2 -rook g 5 g 3 -rook g 5 g 4 -rook g 5 g 6 -rook g 5 g 7 -rook g 5 h 5 -rook g 6 a 6 -rook g 6 b 6 -rook g 6 c 6 -rook g 6 d 6 -rook g 6 e 6 -rook g 6 f 6 -rook g 6 g 2 -rook g 6 g 3 -rook g 6 g 4 -rook g 6 g 5 -rook g 6 g 7 -rook g 6 h 6 -rook g 7 a 7 -rook g 7 b 7 -rook g 7 c 7 -rook g 7 d 7 -rook g 7 e 7 -rook g 7 f 7 -rook g 7 g 2 -rook g 7 g 3 -rook g 7 g 4 -rook g 7 g 5 -rook g 7 g 6 -rook g 7 h 7 -rook g 8 g 2 -rook g 8 g 3 -rook g 8 g 4 -rook g 8 g 5 -rook g 8 g 6 -rook g 8 g 7 rook g takes -rook h 1 h 2 -rook h 1 h 3 -rook h 1 h 4 -rook h 1 h 5 -rook h 1 h 6 -rook h 1 h 7 -rook h 2 a 2 -rook h 2 b 2 -rook h 2 c 2 -rook h 2 d 2 -rook h 2 e 2 -rook h 2 f 2 -rook h 2 g 2 -rook h 2 h 3 -rook h 2 h 4 -rook h 2 h 5 -rook h 2 h 6 -rook h 2 h 7 -rook h 3 a 3 -rook h 3 b 3 -rook h 3 c 3 -rook h 3 d 3 -rook h 3 e 3 -rook h 3 f 3 -rook h 3 g 3 -rook h 3 h 2 -rook h 3 h 4 -rook h 3 h 5 -rook h 3 h 6 -rook h 3 h 7 -rook h 4 a 4 -rook h 4 b 4 -rook h 4 c 4 -rook h 4 d 4 -rook h 4 e 4 -rook h 4 f 4 -rook h 4 g 4 -rook h 4 h 2 -rook h 4 h 3 -rook h 4 h 5 -rook h 4 h 6 -rook h 4 h 7 -rook h 5 a 5 -rook h 5 b 5 -rook h 5 c 5 -rook h 5 d 5 -rook h 5 e 5 -rook h 5 f 5 -rook h 5 g 5 -rook h 5 h 2 -rook h 5 h 3 -rook h 5 h 4 -rook h 5 h 6 -rook h 5 h 7 -rook h 6 a 6 -rook h 6 b 6 -rook h 6 c 6 -rook h 6 d 6 -rook h 6 e 6 -rook h 6 f 6 -rook h 6 g 6 -rook h 6 h 2 -rook h 6 h 3 -rook h 6 h 4 -rook h 6 h 5 -rook h 6 h 7 -rook h 7 a 7 -rook h 7 b 7 -rook h 7 c 7 -rook h 7 d 7 -rook h 7 e 7 -rook h 7 f 7 -rook h 7 g 7 -rook h 7 h 2 -rook h 7 h 3 -rook h 7 h 4 -rook h 7 h 5 -rook h 7 h 6 -rook h 8 h 2 -rook h 8 h 3 -rook h 8 h 4 -rook h 8 h 5 -rook h 8 h 6 -rook h 8 h 7 rook h takes takes bishop takes knight @@ -4291,7 +3440,6 @@ queen a 1 a 4 queen a 1 a 5 queen a 1 a 6 queen a 1 a 7 -queen a 1 a 8 queen a 1 b 1 queen a 1 b 2 queen a 1 c 1 @@ -4304,15 +3452,12 @@ queen a 1 f 1 queen a 1 f 6 queen a 1 g 1 queen a 1 g 7 -queen a 1 h 1 queen a 1 h 8 -queen a 2 a 1 queen a 2 a 3 queen a 2 a 4 queen a 2 a 5 queen a 2 a 6 queen a 2 a 7 -queen a 2 a 8 queen a 2 b 1 queen a 2 b 2 queen a 2 b 3 @@ -4326,14 +3471,11 @@ queen a 2 f 2 queen a 2 f 7 queen a 2 g 2 queen a 2 g 8 -queen a 2 h 2 -queen a 3 a 1 queen a 3 a 2 queen a 3 a 4 queen a 3 a 5 queen a 3 a 6 queen a 3 a 7 -queen a 3 a 8 queen a 3 b 2 queen a 3 b 3 queen a 3 b 4 @@ -4346,15 +3488,11 @@ queen a 3 e 3 queen a 3 e 7 queen a 3 f 3 queen a 3 f 8 -queen a 3 g 3 -queen a 3 h 3 -queen a 4 a 1 queen a 4 a 2 queen a 4 a 3 queen a 4 a 5 queen a 4 a 6 queen a 4 a 7 -queen a 4 a 8 queen a 4 b 3 queen a 4 b 4 queen a 4 b 5 @@ -4366,16 +3504,11 @@ queen a 4 d 4 queen a 4 d 7 queen a 4 e 4 queen a 4 e 8 -queen a 4 f 4 -queen a 4 g 4 -queen a 4 h 4 -queen a 5 a 1 queen a 5 a 2 queen a 5 a 3 queen a 5 a 4 queen a 5 a 6 queen a 5 a 7 -queen a 5 a 8 queen a 5 b 4 queen a 5 b 5 queen a 5 b 6 @@ -4387,16 +3520,11 @@ queen a 5 d 5 queen a 5 d 8 queen a 5 e 1 queen a 5 e 5 -queen a 5 f 5 -queen a 5 g 5 -queen a 5 h 5 -queen a 6 a 1 queen a 6 a 2 queen a 6 a 3 queen a 6 a 4 queen a 6 a 5 queen a 6 a 7 -queen a 6 a 8 queen a 6 b 5 queen a 6 b 6 queen a 6 b 7 @@ -4409,15 +3537,11 @@ queen a 6 e 2 queen a 6 e 6 queen a 6 f 1 queen a 6 f 6 -queen a 6 g 6 -queen a 6 h 6 -queen a 7 a 1 queen a 7 a 2 queen a 7 a 3 queen a 7 a 4 queen a 7 a 5 queen a 7 a 6 -queen a 7 a 8 queen a 7 b 6 queen a 7 b 7 queen a 7 b 8 @@ -4431,8 +3555,6 @@ queen a 7 f 2 queen a 7 f 7 queen a 7 g 1 queen a 7 g 7 -queen a 7 h 7 -queen a 8 a 1 queen a 8 a 2 queen a 8 a 3 queen a 8 a 4 @@ -4452,9 +3574,7 @@ queen a 8 f 8 queen a 8 g 2 queen a 8 g 8 queen a 8 h 1 -queen a 8 h 8 queen a takes -queen b 1 a 1 queen b 1 a 2 queen b 1 b 2 queen b 1 b 3 @@ -4462,7 +3582,6 @@ queen b 1 b 4 queen b 1 b 5 queen b 1 b 6 queen b 1 b 7 -queen b 1 b 8 queen b 1 c 1 queen b 1 c 2 queen b 1 d 1 @@ -4473,18 +3592,14 @@ queen b 1 f 1 queen b 1 f 5 queen b 1 g 1 queen b 1 g 6 -queen b 1 h 1 queen b 1 h 7 queen b 2 a 1 -queen b 2 a 2 queen b 2 a 3 -queen b 2 b 1 queen b 2 b 3 queen b 2 b 4 queen b 2 b 5 queen b 2 b 6 queen b 2 b 7 -queen b 2 b 8 queen b 2 c 1 queen b 2 c 2 queen b 2 c 3 @@ -4496,18 +3611,14 @@ queen b 2 f 2 queen b 2 f 6 queen b 2 g 2 queen b 2 g 7 -queen b 2 h 2 queen b 2 h 8 queen b 3 a 2 -queen b 3 a 3 queen b 3 a 4 -queen b 3 b 1 queen b 3 b 2 queen b 3 b 4 queen b 3 b 5 queen b 3 b 6 queen b 3 b 7 -queen b 3 b 8 queen b 3 c 2 queen b 3 c 3 queen b 3 c 4 @@ -4520,17 +3631,13 @@ queen b 3 f 3 queen b 3 f 7 queen b 3 g 3 queen b 3 g 8 -queen b 3 h 3 queen b 4 a 3 -queen b 4 a 4 queen b 4 a 5 -queen b 4 b 1 queen b 4 b 2 queen b 4 b 3 queen b 4 b 5 queen b 4 b 6 queen b 4 b 7 -queen b 4 b 8 queen b 4 c 3 queen b 4 c 4 queen b 4 c 5 @@ -4542,18 +3649,13 @@ queen b 4 e 4 queen b 4 e 7 queen b 4 f 4 queen b 4 f 8 -queen b 4 g 4 -queen b 4 h 4 queen b 5 a 4 -queen b 5 a 5 queen b 5 a 6 -queen b 5 b 1 queen b 5 b 2 queen b 5 b 3 queen b 5 b 4 queen b 5 b 6 queen b 5 b 7 -queen b 5 b 8 queen b 5 c 4 queen b 5 c 5 queen b 5 c 6 @@ -4565,18 +3667,13 @@ queen b 5 e 5 queen b 5 e 8 queen b 5 f 1 queen b 5 f 5 -queen b 5 g 5 -queen b 5 h 5 queen b 6 a 5 -queen b 6 a 6 queen b 6 a 7 -queen b 6 b 1 queen b 6 b 2 queen b 6 b 3 queen b 6 b 4 queen b 6 b 5 queen b 6 b 7 -queen b 6 b 8 queen b 6 c 5 queen b 6 c 6 queen b 6 c 7 @@ -4589,17 +3686,13 @@ queen b 6 f 2 queen b 6 f 6 queen b 6 g 1 queen b 6 g 6 -queen b 6 h 6 queen b 7 a 6 -queen b 7 a 7 queen b 7 a 8 -queen b 7 b 1 queen b 7 b 2 queen b 7 b 3 queen b 7 b 4 queen b 7 b 5 queen b 7 b 6 -queen b 7 b 8 queen b 7 c 6 queen b 7 c 7 queen b 7 c 8 @@ -4612,10 +3705,7 @@ queen b 7 f 7 queen b 7 g 2 queen b 7 g 7 queen b 7 h 1 -queen b 7 h 7 queen b 8 a 7 -queen b 8 a 8 -queen b 8 b 1 queen b 8 b 2 queen b 8 b 3 queen b 8 b 4 @@ -4633,9 +3723,7 @@ queen b 8 f 8 queen b 8 g 3 queen b 8 g 8 queen b 8 h 2 -queen b 8 h 8 queen b takes -queen c 1 a 1 queen c 1 a 3 queen c 1 b 1 queen c 1 b 2 @@ -4644,8 +3732,6 @@ queen c 1 c 3 queen c 1 c 4 queen c 1 c 5 queen c 1 c 6 -queen c 1 c 7 -queen c 1 c 8 queen c 1 d 1 queen c 1 d 2 queen c 1 e 1 @@ -4654,20 +3740,16 @@ queen c 1 f 1 queen c 1 f 4 queen c 1 g 1 queen c 1 g 5 -queen c 1 h 1 queen c 1 h 6 -queen c 2 a 2 queen c 2 a 4 queen c 2 b 1 queen c 2 b 2 queen c 2 b 3 -queen c 2 c 1 queen c 2 c 3 queen c 2 c 4 queen c 2 c 5 queen c 2 c 6 queen c 2 c 7 -queen c 2 c 8 queen c 2 d 1 queen c 2 d 2 queen c 2 d 3 @@ -4677,21 +3759,17 @@ queen c 2 f 2 queen c 2 f 5 queen c 2 g 2 queen c 2 g 6 -queen c 2 h 2 queen c 2 h 7 queen c 3 a 1 -queen c 3 a 3 queen c 3 a 5 queen c 3 b 2 queen c 3 b 3 queen c 3 b 4 -queen c 3 c 1 queen c 3 c 2 queen c 3 c 4 queen c 3 c 5 queen c 3 c 6 queen c 3 c 7 -queen c 3 c 8 queen c 3 d 2 queen c 3 d 3 queen c 3 d 4 @@ -4702,21 +3780,17 @@ queen c 3 f 3 queen c 3 f 6 queen c 3 g 3 queen c 3 g 7 -queen c 3 h 3 queen c 3 h 8 queen c 4 a 2 -queen c 4 a 4 queen c 4 a 6 queen c 4 b 3 queen c 4 b 4 queen c 4 b 5 -queen c 4 c 1 queen c 4 c 2 queen c 4 c 3 queen c 4 c 5 queen c 4 c 6 queen c 4 c 7 -queen c 4 c 8 queen c 4 d 3 queen c 4 d 4 queen c 4 d 5 @@ -4728,20 +3802,16 @@ queen c 4 f 4 queen c 4 f 7 queen c 4 g 4 queen c 4 g 8 -queen c 4 h 4 queen c 5 a 3 -queen c 5 a 5 queen c 5 a 7 queen c 5 b 4 queen c 5 b 5 queen c 5 b 6 -queen c 5 c 1 queen c 5 c 2 queen c 5 c 3 queen c 5 c 4 queen c 5 c 6 queen c 5 c 7 -queen c 5 c 8 queen c 5 d 4 queen c 5 d 5 queen c 5 d 6 @@ -4753,20 +3823,16 @@ queen c 5 f 5 queen c 5 f 8 queen c 5 g 1 queen c 5 g 5 -queen c 5 h 5 queen c 6 a 4 -queen c 6 a 6 queen c 6 a 8 queen c 6 b 5 queen c 6 b 6 queen c 6 b 7 -queen c 6 c 1 queen c 6 c 2 queen c 6 c 3 queen c 6 c 4 queen c 6 c 5 queen c 6 c 7 -queen c 6 c 8 queen c 6 d 5 queen c 6 d 6 queen c 6 d 7 @@ -4778,19 +3844,15 @@ queen c 6 f 6 queen c 6 g 2 queen c 6 g 6 queen c 6 h 1 -queen c 6 h 6 queen c 7 a 5 -queen c 7 a 7 queen c 7 b 6 queen c 7 b 7 queen c 7 b 8 -queen c 7 c 1 queen c 7 c 2 queen c 7 c 3 queen c 7 c 4 queen c 7 c 5 queen c 7 c 6 -queen c 7 c 8 queen c 7 d 6 queen c 7 d 7 queen c 7 d 8 @@ -4801,13 +3863,9 @@ queen c 7 f 7 queen c 7 g 3 queen c 7 g 7 queen c 7 h 2 -queen c 7 h 7 queen c 8 a 6 -queen c 8 a 8 queen c 8 b 7 queen c 8 b 8 -queen c 8 c 1 -queen c 8 c 2 queen c 8 c 3 queen c 8 c 4 queen c 8 c 5 @@ -4822,9 +3880,7 @@ queen c 8 f 8 queen c 8 g 4 queen c 8 g 8 queen c 8 h 3 -queen c 8 h 8 queen c takes -queen d 1 a 1 queen d 1 a 4 queen d 1 b 1 queen d 1 b 3 @@ -4834,31 +3890,23 @@ queen d 1 d 2 queen d 1 d 3 queen d 1 d 4 queen d 1 d 5 -queen d 1 d 6 -queen d 1 d 7 -queen d 1 d 8 queen d 1 e 1 queen d 1 e 2 queen d 1 f 1 queen d 1 f 3 queen d 1 g 1 queen d 1 g 4 -queen d 1 h 1 queen d 1 h 5 -queen d 2 a 2 queen d 2 a 5 queen d 2 b 2 queen d 2 b 4 queen d 2 c 1 queen d 2 c 2 queen d 2 c 3 -queen d 2 d 1 queen d 2 d 3 queen d 2 d 4 queen d 2 d 5 queen d 2 d 6 -queen d 2 d 7 -queen d 2 d 8 queen d 2 e 1 queen d 2 e 2 queen d 2 e 3 @@ -4866,9 +3914,7 @@ queen d 2 f 2 queen d 2 f 4 queen d 2 g 2 queen d 2 g 5 -queen d 2 h 2 queen d 2 h 6 -queen d 3 a 3 queen d 3 a 6 queen d 3 b 1 queen d 3 b 3 @@ -4876,13 +3922,11 @@ queen d 3 b 5 queen d 3 c 2 queen d 3 c 3 queen d 3 c 4 -queen d 3 d 1 queen d 3 d 2 queen d 3 d 4 queen d 3 d 5 queen d 3 d 6 queen d 3 d 7 -queen d 3 d 8 queen d 3 e 2 queen d 3 e 3 queen d 3 e 4 @@ -4891,10 +3935,8 @@ queen d 3 f 3 queen d 3 f 5 queen d 3 g 3 queen d 3 g 6 -queen d 3 h 3 queen d 3 h 7 queen d 4 a 1 -queen d 4 a 4 queen d 4 a 7 queen d 4 b 2 queen d 4 b 4 @@ -4902,13 +3944,11 @@ queen d 4 b 6 queen d 4 c 3 queen d 4 c 4 queen d 4 c 5 -queen d 4 d 1 queen d 4 d 2 queen d 4 d 3 queen d 4 d 5 queen d 4 d 6 queen d 4 d 7 -queen d 4 d 8 queen d 4 e 3 queen d 4 e 4 queen d 4 e 5 @@ -4918,10 +3958,8 @@ queen d 4 f 6 queen d 4 g 1 queen d 4 g 4 queen d 4 g 7 -queen d 4 h 4 queen d 4 h 8 queen d 5 a 2 -queen d 5 a 5 queen d 5 a 8 queen d 5 b 3 queen d 5 b 5 @@ -4929,13 +3967,11 @@ queen d 5 b 7 queen d 5 c 4 queen d 5 c 5 queen d 5 c 6 -queen d 5 d 1 queen d 5 d 2 queen d 5 d 3 queen d 5 d 4 queen d 5 d 6 queen d 5 d 7 -queen d 5 d 8 queen d 5 e 4 queen d 5 e 5 queen d 5 e 6 @@ -4946,22 +3982,18 @@ queen d 5 g 2 queen d 5 g 5 queen d 5 g 8 queen d 5 h 1 -queen d 5 h 5 queen d 6 a 3 -queen d 6 a 6 queen d 6 b 4 queen d 6 b 6 queen d 6 b 8 queen d 6 c 5 queen d 6 c 6 queen d 6 c 7 -queen d 6 d 1 queen d 6 d 2 queen d 6 d 3 queen d 6 d 4 queen d 6 d 5 queen d 6 d 7 -queen d 6 d 8 queen d 6 e 5 queen d 6 e 6 queen d 6 e 7 @@ -4971,21 +4003,16 @@ queen d 6 f 8 queen d 6 g 3 queen d 6 g 6 queen d 6 h 2 -queen d 6 h 6 queen d 7 a 4 -queen d 7 a 7 queen d 7 b 5 queen d 7 b 7 queen d 7 c 6 queen d 7 c 7 queen d 7 c 8 -queen d 7 d 1 -queen d 7 d 2 queen d 7 d 3 queen d 7 d 4 queen d 7 d 5 queen d 7 d 6 -queen d 7 d 8 queen d 7 e 6 queen d 7 e 7 queen d 7 e 8 @@ -4994,16 +4021,11 @@ queen d 7 f 7 queen d 7 g 4 queen d 7 g 7 queen d 7 h 3 -queen d 7 h 7 queen d 8 a 5 -queen d 8 a 8 queen d 8 b 6 queen d 8 b 8 queen d 8 c 7 queen d 8 c 8 -queen d 8 d 1 -queen d 8 d 2 -queen d 8 d 3 queen d 8 d 4 queen d 8 d 5 queen d 8 d 6 @@ -5015,9 +4037,7 @@ queen d 8 f 8 queen d 8 g 5 queen d 8 g 8 queen d 8 h 4 -queen d 8 h 8 queen d takes -queen e 1 a 1 queen e 1 a 5 queen e 1 b 1 queen e 1 b 4 @@ -5029,16 +4049,11 @@ queen e 1 e 2 queen e 1 e 3 queen e 1 e 4 queen e 1 e 5 -queen e 1 e 6 -queen e 1 e 7 -queen e 1 e 8 queen e 1 f 1 queen e 1 f 2 queen e 1 g 1 queen e 1 g 3 -queen e 1 h 1 queen e 1 h 4 -queen e 2 a 2 queen e 2 a 6 queen e 2 b 2 queen e 2 b 5 @@ -5047,21 +4062,16 @@ queen e 2 c 4 queen e 2 d 1 queen e 2 d 2 queen e 2 d 3 -queen e 2 e 1 queen e 2 e 3 queen e 2 e 4 queen e 2 e 5 queen e 2 e 6 -queen e 2 e 7 -queen e 2 e 8 queen e 2 f 1 queen e 2 f 2 queen e 2 f 3 queen e 2 g 2 queen e 2 g 4 -queen e 2 h 2 queen e 2 h 5 -queen e 3 a 3 queen e 3 a 7 queen e 3 b 3 queen e 3 b 6 @@ -5071,22 +4081,18 @@ queen e 3 c 5 queen e 3 d 2 queen e 3 d 3 queen e 3 d 4 -queen e 3 e 1 queen e 3 e 2 queen e 3 e 4 queen e 3 e 5 queen e 3 e 6 queen e 3 e 7 -queen e 3 e 8 queen e 3 f 2 queen e 3 f 3 queen e 3 f 4 queen e 3 g 1 queen e 3 g 3 queen e 3 g 5 -queen e 3 h 3 queen e 3 h 6 -queen e 4 a 4 queen e 4 a 8 queen e 4 b 1 queen e 4 b 4 @@ -5097,13 +4103,11 @@ queen e 4 c 6 queen e 4 d 3 queen e 4 d 4 queen e 4 d 5 -queen e 4 e 1 queen e 4 e 2 queen e 4 e 3 queen e 4 e 5 queen e 4 e 6 queen e 4 e 7 -queen e 4 e 8 queen e 4 f 3 queen e 4 f 4 queen e 4 f 5 @@ -5111,10 +4115,8 @@ queen e 4 g 2 queen e 4 g 4 queen e 4 g 6 queen e 4 h 1 -queen e 4 h 4 queen e 4 h 7 queen e 5 a 1 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queen e 7 e 6 -queen e 7 e 8 queen e 7 f 6 queen e 7 f 7 queen e 7 f 8 queen e 7 g 5 queen e 7 g 7 queen e 7 h 4 -queen e 7 h 7 queen e 8 a 4 -queen e 8 a 8 queen e 8 b 5 queen e 8 b 8 queen e 8 c 6 queen e 8 c 8 queen e 8 d 7 queen e 8 d 8 -queen e 8 e 1 -queen e 8 e 2 -queen e 8 e 3 queen e 8 e 4 queen e 8 e 5 queen e 8 e 6 @@ -5208,9 +4194,7 @@ queen e 8 f 8 queen e 8 g 6 queen e 8 g 8 queen e 8 h 5 -queen e 8 h 8 queen e takes -queen f 1 a 1 queen f 1 a 6 queen f 1 b 1 queen f 1 b 5 @@ -5225,13 +4209,9 @@ queen f 1 f 3 queen f 1 f 4 queen f 1 f 5 queen f 1 f 6 -queen f 1 f 7 -queen f 1 f 8 queen f 1 g 1 queen f 1 g 2 -queen f 1 h 1 queen f 1 h 3 -queen f 2 a 2 queen f 2 a 7 queen f 2 b 2 queen f 2 b 6 @@ -5242,19 +4222,15 @@ queen f 2 d 4 queen f 2 e 1 queen f 2 e 2 queen f 2 e 3 -queen f 2 f 1 queen f 2 f 3 queen f 2 f 4 queen f 2 f 5 queen f 2 f 6 queen f 2 f 7 -queen f 2 f 8 queen f 2 g 1 queen f 2 g 2 queen f 2 g 3 -queen f 2 h 2 queen f 2 h 4 -queen f 3 a 3 queen f 3 a 8 queen f 3 b 3 queen f 3 b 7 @@ -5266,20 +4242,16 @@ queen f 3 d 5 queen f 3 e 2 queen f 3 e 3 queen f 3 e 4 -queen f 3 f 1 queen f 3 f 2 queen f 3 f 4 queen f 3 f 5 queen f 3 f 6 queen f 3 f 7 -queen f 3 f 8 queen f 3 g 2 queen f 3 g 3 queen f 3 g 4 queen f 3 h 1 -queen f 3 h 3 queen f 3 h 5 -queen f 4 a 4 queen f 4 b 4 queen f 4 b 8 queen f 4 c 1 @@ -5291,20 +4263,16 @@ queen f 4 d 6 queen f 4 e 3 queen f 4 e 4 queen f 4 e 5 -queen f 4 f 1 queen f 4 f 2 queen f 4 f 3 queen f 4 f 5 queen f 4 f 6 queen f 4 f 7 -queen f 4 f 8 queen f 4 g 3 queen f 4 g 4 queen f 4 g 5 queen f 4 h 2 -queen f 4 h 4 queen f 4 h 6 -queen f 5 a 5 queen f 5 b 1 queen f 5 b 5 queen f 5 c 2 @@ -5316,21 +4284,17 @@ queen f 5 d 7 queen f 5 e 4 queen f 5 e 5 queen f 5 e 6 -queen f 5 f 1 queen f 5 f 2 queen f 5 f 3 queen f 5 f 4 queen f 5 f 6 queen f 5 f 7 -queen f 5 f 8 queen f 5 g 4 queen f 5 g 5 queen f 5 g 6 queen f 5 h 3 -queen f 5 h 5 queen f 5 h 7 queen f 6 a 1 -queen f 6 a 6 queen f 6 b 2 queen f 6 b 6 queen f 6 c 3 @@ -5341,21 +4305,17 @@ queen f 6 d 8 queen f 6 e 5 queen f 6 e 6 queen f 6 e 7 -queen f 6 f 1 queen f 6 f 2 queen f 6 f 3 queen f 6 f 4 queen f 6 f 5 queen f 6 f 7 -queen f 6 f 8 queen f 6 g 5 queen f 6 g 6 queen f 6 g 7 queen f 6 h 4 -queen f 6 h 6 queen f 6 h 8 queen f 7 a 2 -queen f 7 a 7 queen f 7 b 3 queen f 7 b 7 queen f 7 c 4 @@ -5365,20 +4325,16 @@ queen f 7 d 7 queen f 7 e 6 queen f 7 e 7 queen f 7 e 8 -queen f 7 f 1 queen f 7 f 2 queen f 7 f 3 queen f 7 f 4 queen f 7 f 5 queen f 7 f 6 -queen f 7 f 8 queen f 7 g 6 queen f 7 g 7 queen f 7 g 8 queen f 7 h 5 -queen f 7 h 7 queen f 8 a 3 -queen f 8 a 8 queen f 8 b 4 queen f 8 b 8 queen f 8 c 5 @@ -5387,8 +4343,6 @@ queen f 8 d 6 queen f 8 d 8 queen f 8 e 7 queen f 8 e 8 -queen f 8 f 1 -queen f 8 f 2 queen f 8 f 3 queen f 8 f 4 queen f 8 f 5 @@ -5397,9 +4351,7 @@ queen f 8 f 7 queen f 8 g 7 queen f 8 g 8 queen f 8 h 6 -queen f 8 h 8 queen f takes -queen g 1 a 1 queen g 1 a 7 queen g 1 b 1 queen g 1 b 6 @@ -5417,10 +4369,7 @@ queen g 1 g 4 queen g 1 g 5 queen g 1 g 6 queen g 1 g 7 -queen g 1 g 8 -queen g 1 h 1 queen g 1 h 2 -queen g 2 a 2 queen g 2 a 8 queen g 2 b 2 queen g 2 b 7 @@ -5433,17 +4382,13 @@ queen g 2 e 4 queen g 2 f 1 queen g 2 f 2 queen g 2 f 3 -queen g 2 g 1 queen g 2 g 3 queen g 2 g 4 queen g 2 g 5 queen g 2 g 6 queen g 2 g 7 -queen g 2 g 8 queen g 2 h 1 -queen g 2 h 2 queen g 2 h 3 -queen g 3 a 3 queen g 3 b 3 queen g 3 b 8 queen g 3 c 3 @@ -5456,18 +4401,13 @@ queen g 3 e 5 queen g 3 f 2 queen g 3 f 3 queen g 3 f 4 -queen g 3 g 1 queen g 3 g 2 queen g 3 g 4 queen g 3 g 5 queen g 3 g 6 queen g 3 g 7 -queen g 3 g 8 queen g 3 h 2 -queen g 3 h 3 queen g 3 h 4 -queen g 4 a 4 -queen g 4 b 4 queen g 4 c 4 queen g 4 c 8 queen g 4 d 1 @@ -5479,18 +4419,13 @@ queen g 4 e 6 queen g 4 f 3 queen g 4 f 4 queen g 4 f 5 -queen g 4 g 1 queen g 4 g 2 queen g 4 g 3 queen g 4 g 5 queen g 4 g 6 queen g 4 g 7 -queen g 4 g 8 queen g 4 h 3 -queen g 4 h 4 queen g 4 h 5 -queen g 5 a 5 -queen g 5 b 5 queen g 5 c 1 queen g 5 c 5 queen g 5 d 2 @@ -5502,17 +4437,13 @@ queen g 5 e 7 queen g 5 f 4 queen g 5 f 5 queen g 5 f 6 -queen g 5 g 1 queen g 5 g 2 queen g 5 g 3 queen g 5 g 4 queen g 5 g 6 queen g 5 g 7 -queen g 5 g 8 queen g 5 h 4 -queen g 5 h 5 queen g 5 h 6 -queen g 6 a 6 queen g 6 b 1 queen g 6 b 6 queen g 6 c 2 @@ -5525,18 +4456,14 @@ queen g 6 e 8 queen g 6 f 5 queen g 6 f 6 queen g 6 f 7 -queen g 6 g 1 queen g 6 g 2 queen g 6 g 3 queen g 6 g 4 queen g 6 g 5 queen g 6 g 7 -queen g 6 g 8 queen g 6 h 5 -queen g 6 h 6 queen g 6 h 7 queen g 7 a 1 -queen g 7 a 7 queen g 7 b 2 queen g 7 b 7 queen g 7 c 3 @@ -5548,18 +4475,14 @@ queen g 7 e 7 queen g 7 f 6 queen g 7 f 7 queen g 7 f 8 -queen g 7 g 1 queen g 7 g 2 queen g 7 g 3 queen g 7 g 4 queen g 7 g 5 queen g 7 g 6 -queen g 7 g 8 queen g 7 h 6 -queen g 7 h 7 queen g 7 h 8 queen g 8 a 2 -queen g 8 a 8 queen g 8 b 3 queen g 8 b 8 queen g 8 c 4 @@ -5570,7 +4493,6 @@ queen g 8 e 6 queen g 8 e 8 queen g 8 f 7 queen g 8 f 8 -queen g 8 g 1 queen g 8 g 2 queen g 8 g 3 queen g 8 g 4 @@ -5578,9 +4500,7 @@ queen g 8 g 5 queen g 8 g 6 queen g 8 g 7 queen g 8 h 7 -queen g 8 h 8 queen g takes -queen h 1 a 1 queen h 1 a 8 queen h 1 b 1 queen h 1 b 7 @@ -5600,8 +4520,6 @@ queen h 1 h 4 queen h 1 h 5 queen h 1 h 6 queen h 1 h 7 -queen h 1 h 8 -queen h 2 a 2 queen h 2 b 2 queen h 2 b 8 queen h 2 c 2 @@ -5615,15 +4533,11 @@ queen h 2 f 4 queen h 2 g 1 queen h 2 g 2 queen h 2 g 3 -queen h 2 h 1 queen h 2 h 3 queen h 2 h 4 queen h 2 h 5 queen h 2 h 6 queen h 2 h 7 -queen h 2 h 8 -queen h 3 a 3 -queen h 3 b 3 queen h 3 c 3 queen h 3 c 8 queen h 3 d 3 @@ -5636,16 +4550,11 @@ queen h 3 f 5 queen h 3 g 2 queen h 3 g 3 queen h 3 g 4 -queen h 3 h 1 queen h 3 h 2 queen h 3 h 4 queen h 3 h 5 queen h 3 h 6 queen h 3 h 7 -queen h 3 h 8 -queen h 4 a 4 -queen h 4 b 4 -queen h 4 c 4 queen h 4 d 4 queen h 4 d 8 queen h 4 e 1 @@ -5657,16 +4566,11 @@ queen h 4 f 6 queen h 4 g 3 queen h 4 g 4 queen h 4 g 5 -queen h 4 h 1 queen h 4 h 2 queen h 4 h 3 queen h 4 h 5 queen h 4 h 6 queen h 4 h 7 -queen h 4 h 8 -queen h 5 a 5 -queen h 5 b 5 -queen h 5 c 5 queen h 5 d 1 queen h 5 d 5 queen h 5 e 2 @@ -5678,15 +4582,11 @@ queen h 5 f 7 queen h 5 g 4 queen h 5 g 5 queen h 5 g 6 -queen h 5 h 1 queen h 5 h 2 queen h 5 h 3 queen h 5 h 4 queen h 5 h 6 queen h 5 h 7 -queen h 5 h 8 -queen h 6 a 6 -queen h 6 b 6 queen h 6 c 1 queen h 6 c 6 queen h 6 d 2 @@ -5699,14 +4599,11 @@ queen h 6 f 8 queen h 6 g 5 queen h 6 g 6 queen h 6 g 7 -queen h 6 h 1 queen h 6 h 2 queen h 6 h 3 queen h 6 h 4 queen h 6 h 5 queen h 6 h 7 -queen h 6 h 8 -queen h 7 a 7 queen h 7 b 1 queen h 7 b 7 queen h 7 c 2 @@ -5720,15 +4617,12 @@ queen h 7 f 7 queen h 7 g 6 queen h 7 g 7 queen h 7 g 8 -queen h 7 h 1 queen h 7 h 2 queen h 7 h 3 queen h 7 h 4 queen h 7 h 5 queen h 7 h 6 -queen h 7 h 8 queen h 8 a 1 -queen h 8 a 8 queen h 8 b 2 queen h 8 b 8 queen h 8 c 3 @@ -5741,7 +4635,6 @@ queen h 8 f 6 queen h 8 f 8 queen h 8 g 7 queen h 8 g 8 -queen h 8 h 1 queen h 8 h 2 queen h 8 h 3 queen h 8 h 4 @@ -5764,371 +4657,231 @@ bishop 8 takes bishop a 1 b 2 bishop a 1 c 3 bishop a 1 d 4 -bishop a 1 e 5 -bishop a 1 f 6 -bishop a 1 g 7 bishop a 2 b 3 bishop a 2 c 4 bishop a 2 d 5 -bishop a 2 e 6 -bishop a 2 f 7 bishop a 3 b 2 bishop a 3 b 4 bishop a 3 c 5 -bishop a 3 d 6 -bishop a 3 e 7 bishop a 4 b 3 bishop a 4 b 5 -bishop a 4 c 2 bishop a 4 c 6 -bishop a 4 d 7 bishop a 5 b 4 bishop a 5 b 6 bishop a 5 c 3 -bishop a 5 c 7 -bishop a 5 d 2 bishop a 6 b 5 bishop a 6 b 7 bishop a 6 c 4 -bishop a 6 d 3 -bishop a 6 e 2 bishop a 7 b 6 bishop a 7 c 5 bishop a 7 d 4 -bishop a 7 e 3 -bishop a 7 f 2 bishop a 8 b 7 bishop a 8 c 6 bishop a 8 d 5 -bishop a 8 e 4 -bishop a 8 f 3 -bishop a 8 g 2 bishop a takes bishop b 1 c 2 bishop b 1 d 3 bishop b 1 e 4 -bishop b 1 f 5 -bishop b 1 g 6 bishop b 2 c 3 bishop b 2 d 4 bishop b 2 e 5 -bishop b 2 f 6 -bishop b 2 g 7 bishop b 3 c 2 bishop b 3 c 4 bishop b 3 d 5 -bishop b 3 e 6 -bishop b 3 f 7 bishop b 4 c 3 bishop b 4 c 5 -bishop b 4 d 2 bishop b 4 d 6 -bishop b 4 e 7 bishop b 5 c 4 bishop b 5 c 6 bishop b 5 d 3 -bishop b 5 d 7 -bishop b 5 e 2 bishop b 6 c 5 bishop b 6 c 7 bishop b 6 d 4 -bishop b 6 e 3 -bishop b 6 f 2 bishop b 7 c 6 bishop b 7 d 5 bishop b 7 e 4 -bishop b 7 f 3 -bishop b 7 g 2 bishop b 8 c 7 bishop b 8 d 6 bishop b 8 e 5 -bishop b 8 f 4 -bishop b 8 g 3 bishop b takes bishop c 1 b 2 bishop c 1 d 2 bishop c 1 e 3 -bishop c 1 f 4 -bishop c 1 g 5 bishop c 2 b 3 bishop c 2 d 3 bishop c 2 e 4 -bishop c 2 f 5 -bishop c 2 g 6 bishop c 3 b 2 bishop c 3 b 4 bishop c 3 d 2 bishop c 3 d 4 bishop c 3 e 5 -bishop c 3 f 6 -bishop c 3 g 7 bishop c 4 b 3 bishop c 4 b 5 bishop c 4 d 3 bishop c 4 d 5 -bishop c 4 e 2 bishop c 4 e 6 -bishop c 4 f 7 bishop c 5 b 4 bishop c 5 b 6 bishop c 5 d 4 bishop c 5 d 6 bishop c 5 e 3 -bishop c 5 e 7 -bishop c 5 f 2 bishop c 6 b 5 bishop c 6 b 7 bishop c 6 d 5 bishop c 6 d 7 bishop c 6 e 4 -bishop c 6 f 3 -bishop c 6 g 2 bishop c 7 b 6 bishop c 7 d 6 bishop c 7 e 5 -bishop c 7 f 4 -bishop c 7 g 3 bishop c 8 b 7 bishop c 8 d 7 bishop c 8 e 6 -bishop c 8 f 5 -bishop c 8 g 4 bishop c takes -bishop d 1 b 3 bishop d 1 c 2 bishop d 1 e 2 bishop d 1 f 3 -bishop d 1 g 4 -bishop d 2 b 4 bishop d 2 c 3 bishop d 2 e 3 bishop d 2 f 4 -bishop d 2 g 5 -bishop d 3 b 5 bishop d 3 c 2 bishop d 3 c 4 bishop d 3 e 2 bishop d 3 e 4 bishop d 3 f 5 -bishop d 3 g 6 -bishop d 4 b 2 -bishop d 4 b 6 bishop d 4 c 3 bishop d 4 c 5 bishop d 4 e 3 bishop d 4 e 5 -bishop d 4 f 2 bishop d 4 f 6 -bishop d 4 g 7 -bishop d 5 b 3 -bishop d 5 b 7 bishop d 5 c 4 bishop d 5 c 6 bishop d 5 e 4 bishop d 5 e 6 bishop d 5 f 3 -bishop d 5 f 7 -bishop d 5 g 2 -bishop d 6 b 4 bishop d 6 c 5 bishop d 6 c 7 bishop d 6 e 5 bishop d 6 e 7 bishop d 6 f 4 -bishop d 6 g 3 -bishop d 7 b 5 bishop d 7 c 6 bishop d 7 e 6 bishop d 7 f 5 -bishop d 7 g 4 -bishop d 8 b 6 bishop d 8 c 7 bishop d 8 e 7 bishop d 8 f 6 -bishop d 8 g 5 bishop d takes -bishop e 1 b 4 bishop e 1 c 3 bishop e 1 d 2 bishop e 1 f 2 -bishop e 1 g 3 -bishop e 2 b 5 bishop e 2 c 4 bishop e 2 d 3 bishop e 2 f 3 -bishop e 2 g 4 -bishop e 3 b 6 bishop e 3 c 5 bishop e 3 d 2 bishop e 3 d 4 bishop e 3 f 2 bishop e 3 f 4 -bishop e 3 g 5 -bishop e 4 b 7 -bishop e 4 c 2 bishop e 4 c 6 bishop e 4 d 3 bishop e 4 d 5 bishop e 4 f 3 bishop e 4 f 5 -bishop e 4 g 2 -bishop e 4 g 6 -bishop e 5 b 2 bishop e 5 c 3 -bishop e 5 c 7 bishop e 5 d 4 bishop e 5 d 6 bishop e 5 f 4 bishop e 5 f 6 -bishop e 5 g 3 -bishop e 5 g 7 -bishop e 6 b 3 bishop e 6 c 4 bishop e 6 d 5 bishop e 6 d 7 bishop e 6 f 5 bishop e 6 f 7 -bishop e 6 g 4 -bishop e 7 b 4 bishop e 7 c 5 bishop e 7 d 6 bishop e 7 f 6 -bishop e 7 g 5 -bishop e 8 b 5 bishop e 8 c 6 bishop e 8 d 7 bishop e 8 f 7 -bishop e 8 g 6 bishop e takes -bishop f 1 b 5 -bishop f 1 c 4 bishop f 1 d 3 bishop f 1 e 2 bishop f 1 g 2 -bishop f 2 b 6 -bishop f 2 c 5 bishop f 2 d 4 bishop f 2 e 3 bishop f 2 g 3 -bishop f 3 b 7 -bishop f 3 c 6 bishop f 3 d 5 bishop f 3 e 2 bishop f 3 e 4 bishop f 3 g 2 bishop f 3 g 4 -bishop f 4 c 7 -bishop f 4 d 2 bishop f 4 d 6 bishop f 4 e 3 bishop f 4 e 5 bishop f 4 g 3 bishop f 4 g 5 -bishop f 5 c 2 bishop f 5 d 3 -bishop f 5 d 7 bishop f 5 e 4 bishop f 5 e 6 bishop f 5 g 4 bishop f 5 g 6 -bishop f 6 b 2 -bishop f 6 c 3 bishop f 6 d 4 bishop f 6 e 5 bishop f 6 e 7 bishop f 6 g 5 bishop f 6 g 7 -bishop f 7 b 3 -bishop f 7 c 4 bishop f 7 d 5 bishop f 7 e 6 bishop f 7 g 6 -bishop f 8 b 4 -bishop f 8 c 5 bishop f 8 d 6 bishop f 8 e 7 bishop f 8 g 7 bishop f takes -bishop g 1 b 6 -bishop g 1 c 5 bishop g 1 d 4 bishop g 1 e 3 bishop g 1 f 2 -bishop g 2 b 7 -bishop g 2 c 6 bishop g 2 d 5 bishop g 2 e 4 bishop g 2 f 3 -bishop g 3 c 7 -bishop g 3 d 6 bishop g 3 e 5 bishop g 3 f 2 bishop g 3 f 4 -bishop g 4 d 7 -bishop g 4 e 2 bishop g 4 e 6 bishop g 4 f 3 bishop g 4 f 5 -bishop g 5 d 2 bishop g 5 e 3 -bishop g 5 e 7 bishop g 5 f 4 bishop g 5 f 6 -bishop g 6 c 2 -bishop g 6 d 3 bishop g 6 e 4 bishop g 6 f 5 bishop g 6 f 7 -bishop g 7 b 2 -bishop g 7 c 3 bishop g 7 d 4 bishop g 7 e 5 bishop g 7 f 6 -bishop g 8 b 3 -bishop g 8 c 4 bishop g 8 d 5 bishop g 8 e 6 bishop g 8 f 7 bishop g takes -bishop h 1 b 7 -bishop h 1 c 6 -bishop h 1 d 5 bishop h 1 e 4 bishop h 1 f 3 bishop h 1 g 2 -bishop h 2 c 7 -bishop h 2 d 6 bishop h 2 e 5 bishop h 2 f 4 bishop h 2 g 3 -bishop h 3 d 7 -bishop h 3 e 6 bishop h 3 f 5 bishop h 3 g 2 bishop h 3 g 4 -bishop h 4 e 7 -bishop h 4 f 2 bishop h 4 f 6 bishop h 4 g 3 bishop h 4 g 5 -bishop h 5 e 2 bishop h 5 f 3 -bishop h 5 f 7 bishop h 5 g 4 bishop h 5 g 6 -bishop h 6 d 2 -bishop h 6 e 3 bishop h 6 f 4 bishop h 6 g 5 bishop h 6 g 7 -bishop h 7 c 2 -bishop h 7 d 3 bishop h 7 e 4 bishop h 7 f 5 bishop h 7 g 6 -bishop h 8 b 2 -bishop h 8 c 3 -bishop h 8 d 4 bishop h 8 e 5 bishop h 8 f 6 bishop h 8 g 7 @@ -6224,12 +4977,10 @@ knight a 2 c 3 knight a 3 b 5 knight a 3 c 2 knight a 3 c 4 -knight a 4 b 2 knight a 4 b 6 knight a 4 c 3 knight a 4 c 5 knight a 5 b 3 -knight a 5 b 7 knight a 5 c 4 knight a 5 c 6 knight a 6 b 4 @@ -6240,125 +4991,81 @@ knight a 7 c 6 knight a 8 b 6 knight a 8 c 7 knight a takes -knight b 1 a 3 knight b 1 c 3 knight b 1 d 2 -knight b 2 a 4 knight b 2 c 4 knight b 2 d 3 -knight b 3 a 5 knight b 3 c 5 knight b 3 d 2 knight b 3 d 4 -knight b 4 a 2 -knight b 4 a 6 -knight b 4 c 2 knight b 4 c 6 knight b 4 d 3 knight b 4 d 5 -knight b 5 a 3 -knight b 5 a 7 knight b 5 c 3 -knight b 5 c 7 knight b 5 d 4 knight b 5 d 6 -knight b 6 a 4 knight b 6 c 4 knight b 6 d 5 knight b 6 d 7 -knight b 7 a 5 knight b 7 c 5 knight b 7 d 6 -knight b 8 a 6 knight b 8 c 6 knight b 8 d 7 knight b takes -knight c 1 a 2 knight c 1 b 3 knight c 1 d 3 knight c 1 e 2 -knight c 2 a 3 knight c 2 b 4 knight c 2 d 4 knight c 2 e 3 -knight c 3 a 2 -knight c 3 a 4 knight c 3 b 5 knight c 3 d 5 knight c 3 e 2 knight c 3 e 4 -knight c 4 a 3 -knight c 4 a 5 -knight c 4 b 2 knight c 4 b 6 -knight c 4 d 2 knight c 4 d 6 knight c 4 e 3 knight c 4 e 5 -knight c 5 a 4 -knight c 5 a 6 knight c 5 b 3 -knight c 5 b 7 knight c 5 d 3 -knight c 5 d 7 knight c 5 e 4 knight c 5 e 6 -knight c 6 a 5 -knight c 6 a 7 knight c 6 b 4 knight c 6 d 4 knight c 6 e 5 knight c 6 e 7 -knight c 7 a 6 knight c 7 b 5 knight c 7 d 5 knight c 7 e 6 -knight c 8 a 7 knight c 8 b 6 knight c 8 d 6 knight c 8 e 7 knight c takes -knight d 1 b 2 knight d 1 c 3 knight d 1 e 3 knight d 1 f 2 -knight d 2 b 3 knight d 2 c 4 knight d 2 e 4 knight d 2 f 3 -knight d 3 b 2 -knight d 3 b 4 knight d 3 c 5 knight d 3 e 5 knight d 3 f 2 knight d 3 f 4 -knight d 4 b 3 -knight d 4 b 5 -knight d 4 c 2 knight d 4 c 6 -knight d 4 e 2 knight d 4 e 6 knight d 4 f 3 knight d 4 f 5 -knight d 5 b 4 -knight d 5 b 6 knight d 5 c 3 -knight d 5 c 7 knight d 5 e 3 -knight d 5 e 7 knight d 5 f 4 knight d 5 f 6 -knight d 6 b 5 -knight d 6 b 7 knight d 6 c 4 knight d 6 e 4 knight d 6 f 5 knight d 6 f 7 -knight d 7 b 6 knight d 7 c 5 knight d 7 e 5 knight d 7 f 6 -knight d 8 b 7 knight d 8 c 6 knight d 8 e 6 knight d 8 f 7 @@ -6366,125 +5073,81 @@ knight d takes knight e 1 c 2 knight e 1 d 3 knight e 1 f 3 -knight e 1 g 2 knight e 2 c 3 knight e 2 d 4 knight e 2 f 4 -knight e 2 g 3 knight e 3 c 2 knight e 3 c 4 knight e 3 d 5 knight e 3 f 5 -knight e 3 g 2 -knight e 3 g 4 knight e 4 c 3 knight e 4 c 5 -knight e 4 d 2 knight e 4 d 6 -knight e 4 f 2 knight e 4 f 6 -knight e 4 g 3 -knight e 4 g 5 knight e 5 c 4 knight e 5 c 6 knight e 5 d 3 -knight e 5 d 7 knight e 5 f 3 -knight e 5 f 7 -knight e 5 g 4 -knight e 5 g 6 knight e 6 c 5 knight e 6 c 7 knight e 6 d 4 knight e 6 f 4 -knight e 6 g 5 -knight e 6 g 7 knight e 7 c 6 knight e 7 d 5 knight e 7 f 5 -knight e 7 g 6 knight e 8 c 7 knight e 8 d 6 knight e 8 f 6 -knight e 8 g 7 knight e takes knight f 1 d 2 knight f 1 e 3 knight f 1 g 3 -knight f 1 h 2 knight f 2 d 3 knight f 2 e 4 knight f 2 g 4 -knight f 2 h 3 knight f 3 d 2 knight f 3 d 4 knight f 3 e 5 knight f 3 g 5 -knight f 3 h 2 -knight f 3 h 4 knight f 4 d 3 knight f 4 d 5 -knight f 4 e 2 knight f 4 e 6 -knight f 4 g 2 knight f 4 g 6 -knight f 4 h 3 -knight f 4 h 5 knight f 5 d 4 knight f 5 d 6 knight f 5 e 3 -knight f 5 e 7 knight f 5 g 3 -knight f 5 g 7 -knight f 5 h 4 -knight f 5 h 6 knight f 6 d 5 knight f 6 d 7 knight f 6 e 4 knight f 6 g 4 -knight f 6 h 5 -knight f 6 h 7 knight f 7 d 6 knight f 7 e 5 knight f 7 g 5 -knight f 7 h 6 knight f 8 d 7 knight f 8 e 6 knight f 8 g 6 -knight f 8 h 7 knight f takes knight g 1 e 2 knight g 1 f 3 -knight g 1 h 3 knight g 2 e 3 knight g 2 f 4 -knight g 2 h 4 knight g 3 e 2 knight g 3 e 4 knight g 3 f 5 -knight g 3 h 5 knight g 4 e 3 knight g 4 e 5 -knight g 4 f 2 knight g 4 f 6 -knight g 4 h 2 -knight g 4 h 6 knight g 5 e 4 knight g 5 e 6 knight g 5 f 3 -knight g 5 f 7 -knight g 5 h 3 -knight g 5 h 7 knight g 6 e 5 knight g 6 e 7 knight g 6 f 4 -knight g 6 h 4 knight g 7 e 6 knight g 7 f 5 -knight g 7 h 5 knight g 8 e 7 knight g 8 f 6 -knight g 8 h 6 knight g takes knight h 1 f 2 knight h 1 g 3 @@ -6495,12 +5158,10 @@ knight h 3 f 4 knight h 3 g 5 knight h 4 f 3 knight h 4 f 5 -knight h 4 g 2 knight h 4 g 6 knight h 5 f 4 knight h 5 f 6 knight h 5 g 3 -knight h 5 g 7 knight h 6 f 5 knight h 6 f 7 knight h 6 g 4 @@ -6509,70 +5170,6 @@ knight h 7 g 5 knight h 8 f 7 knight h 8 g 6 knight h takes -rook a 1 takes -rook a 2 takes -rook a 3 takes -rook a 4 takes -rook a 5 takes -rook a 6 takes -rook a 7 takes -rook a 8 takes -rook b 1 takes -rook b 2 takes -rook b 3 takes -rook b 4 takes -rook b 5 takes -rook b 6 takes -rook b 7 takes -rook b 8 takes -rook c 1 takes -rook c 2 takes -rook c 3 takes -rook c 4 takes -rook c 5 takes -rook c 6 takes -rook c 7 takes -rook c 8 takes -rook d 1 takes -rook d 2 takes -rook d 3 takes -rook d 4 takes -rook d 5 takes -rook d 6 takes -rook d 7 takes -rook d 8 takes -rook e 1 takes -rook e 2 takes -rook e 3 takes -rook e 4 takes -rook e 5 takes -rook e 6 takes -rook e 7 takes -rook e 8 takes -rook f 1 takes -rook f 2 takes -rook f 3 takes -rook f 4 takes -rook f 5 takes -rook f 6 takes -rook f 7 takes -rook f 8 takes -rook g 1 takes -rook g 2 takes -rook g 3 takes -rook g 4 takes -rook g 5 takes -rook g 6 takes -rook g 7 takes -rook g 8 takes -rook h 1 takes -rook h 2 takes -rook h 3 takes -rook h 4 takes -rook h 5 takes -rook h 6 takes -rook h 7 takes -rook h 8 takes rook takes a 1 rook takes a 2 rook takes a 3 @@ -6893,12 +5490,14 @@ bishop h 5 takes bishop h 6 takes bishop h 7 takes bishop h 8 takes +bishop takes a 1 bishop takes a 2 bishop takes a 3 bishop takes a 4 bishop takes a 5 bishop takes a 6 bishop takes a 7 +bishop takes a 8 bishop takes b 1 bishop takes b 2 bishop takes b 3 @@ -6947,18 +5546,21 @@ bishop takes g 5 bishop takes g 6 bishop takes g 7 bishop takes g 8 +bishop takes h 1 bishop takes h 2 bishop takes h 3 bishop takes h 4 bishop takes h 5 bishop takes h 6 bishop takes h 7 +bishop takes h 8 c 1 equals queen c 8 equals queen c takes b 1 rook c takes b 8 rook c takes d 1 rook c takes d 8 rook +castles kingside d 1 equals queen d 8 equals queen d takes c 1 rook @@ -7166,294 +5768,246 @@ rook 1 takes h 4 rook 1 takes h 5 rook 1 takes h 6 rook 1 takes h 7 -rook 2 takes a 2 rook 2 takes a 3 rook 2 takes a 4 rook 2 takes a 5 rook 2 takes a 6 rook 2 takes a 7 -rook 2 takes b 2 rook 2 takes b 3 rook 2 takes b 4 rook 2 takes b 5 rook 2 takes b 6 rook 2 takes b 7 -rook 2 takes c 2 rook 2 takes c 3 rook 2 takes c 4 rook 2 takes c 5 rook 2 takes c 6 rook 2 takes c 7 -rook 2 takes d 2 rook 2 takes d 3 rook 2 takes d 4 rook 2 takes d 5 rook 2 takes d 6 rook 2 takes d 7 -rook 2 takes e 2 rook 2 takes e 3 rook 2 takes e 4 rook 2 takes e 5 rook 2 takes e 6 rook 2 takes e 7 -rook 2 takes f 2 rook 2 takes f 3 rook 2 takes f 4 rook 2 takes f 5 rook 2 takes f 6 rook 2 takes f 7 -rook 2 takes g 2 rook 2 takes g 3 rook 2 takes g 4 rook 2 takes g 5 rook 2 takes g 6 rook 2 takes g 7 -rook 2 takes h 2 rook 2 takes h 3 rook 2 takes h 4 rook 2 takes h 5 rook 2 takes h 6 rook 2 takes h 7 rook 3 takes a 2 -rook 3 takes a 3 rook 3 takes a 4 rook 3 takes a 5 rook 3 takes a 6 rook 3 takes a 7 rook 3 takes b 2 -rook 3 takes b 3 rook 3 takes b 4 rook 3 takes b 5 rook 3 takes b 6 rook 3 takes b 7 rook 3 takes c 2 -rook 3 takes c 3 rook 3 takes c 4 rook 3 takes c 5 rook 3 takes c 6 rook 3 takes c 7 rook 3 takes d 2 -rook 3 takes d 3 rook 3 takes d 4 rook 3 takes d 5 rook 3 takes d 6 rook 3 takes d 7 rook 3 takes e 2 -rook 3 takes e 3 rook 3 takes e 4 rook 3 takes e 5 rook 3 takes e 6 rook 3 takes e 7 rook 3 takes f 2 -rook 3 takes f 3 rook 3 takes f 4 rook 3 takes f 5 rook 3 takes f 6 rook 3 takes f 7 rook 3 takes g 2 -rook 3 takes g 3 rook 3 takes g 4 rook 3 takes g 5 rook 3 takes g 6 rook 3 takes g 7 rook 3 takes h 2 -rook 3 takes h 3 rook 3 takes h 4 rook 3 takes h 5 rook 3 takes h 6 rook 3 takes h 7 rook 4 takes a 2 rook 4 takes a 3 -rook 4 takes a 4 rook 4 takes a 5 rook 4 takes a 6 rook 4 takes a 7 rook 4 takes b 2 rook 4 takes b 3 -rook 4 takes b 4 rook 4 takes b 5 rook 4 takes b 6 rook 4 takes b 7 rook 4 takes c 2 rook 4 takes c 3 -rook 4 takes c 4 rook 4 takes c 5 rook 4 takes c 6 rook 4 takes c 7 rook 4 takes d 2 rook 4 takes d 3 -rook 4 takes d 4 rook 4 takes d 5 rook 4 takes d 6 rook 4 takes d 7 rook 4 takes e 2 rook 4 takes e 3 -rook 4 takes e 4 rook 4 takes e 5 rook 4 takes e 6 rook 4 takes e 7 rook 4 takes f 2 rook 4 takes f 3 -rook 4 takes f 4 rook 4 takes f 5 rook 4 takes f 6 rook 4 takes f 7 rook 4 takes g 2 rook 4 takes g 3 -rook 4 takes g 4 rook 4 takes g 5 rook 4 takes g 6 rook 4 takes g 7 rook 4 takes h 2 rook 4 takes h 3 -rook 4 takes h 4 rook 4 takes h 5 rook 4 takes h 6 rook 4 takes h 7 rook 5 takes a 2 rook 5 takes a 3 rook 5 takes a 4 -rook 5 takes a 5 rook 5 takes a 6 rook 5 takes a 7 rook 5 takes b 2 rook 5 takes b 3 rook 5 takes b 4 -rook 5 takes b 5 rook 5 takes b 6 rook 5 takes b 7 rook 5 takes c 2 rook 5 takes c 3 rook 5 takes c 4 -rook 5 takes c 5 rook 5 takes c 6 rook 5 takes c 7 rook 5 takes d 2 rook 5 takes d 3 rook 5 takes d 4 -rook 5 takes d 5 rook 5 takes d 6 rook 5 takes d 7 rook 5 takes e 2 rook 5 takes e 3 rook 5 takes e 4 -rook 5 takes e 5 rook 5 takes e 6 rook 5 takes e 7 rook 5 takes f 2 rook 5 takes f 3 rook 5 takes f 4 -rook 5 takes f 5 rook 5 takes f 6 rook 5 takes f 7 rook 5 takes g 2 rook 5 takes g 3 rook 5 takes g 4 -rook 5 takes g 5 rook 5 takes g 6 rook 5 takes g 7 rook 5 takes h 2 rook 5 takes h 3 rook 5 takes h 4 -rook 5 takes h 5 rook 5 takes h 6 rook 5 takes h 7 rook 6 takes a 2 rook 6 takes a 3 rook 6 takes a 4 rook 6 takes a 5 -rook 6 takes a 6 rook 6 takes a 7 rook 6 takes b 2 rook 6 takes b 3 rook 6 takes b 4 rook 6 takes b 5 -rook 6 takes b 6 rook 6 takes b 7 rook 6 takes c 2 rook 6 takes c 3 rook 6 takes c 4 rook 6 takes c 5 -rook 6 takes c 6 rook 6 takes c 7 rook 6 takes d 2 rook 6 takes d 3 rook 6 takes d 4 rook 6 takes d 5 -rook 6 takes d 6 rook 6 takes d 7 rook 6 takes e 2 rook 6 takes e 3 rook 6 takes e 4 rook 6 takes e 5 -rook 6 takes e 6 rook 6 takes e 7 rook 6 takes f 2 rook 6 takes f 3 rook 6 takes f 4 rook 6 takes f 5 -rook 6 takes f 6 rook 6 takes f 7 rook 6 takes g 2 rook 6 takes g 3 rook 6 takes g 4 rook 6 takes g 5 -rook 6 takes g 6 rook 6 takes g 7 rook 6 takes h 2 rook 6 takes h 3 rook 6 takes h 4 rook 6 takes h 5 -rook 6 takes h 6 rook 6 takes h 7 rook 7 takes a 2 rook 7 takes a 3 rook 7 takes a 4 rook 7 takes a 5 rook 7 takes a 6 -rook 7 takes a 7 rook 7 takes b 2 rook 7 takes b 3 rook 7 takes b 4 rook 7 takes b 5 rook 7 takes b 6 -rook 7 takes b 7 rook 7 takes c 2 rook 7 takes c 3 rook 7 takes c 4 rook 7 takes c 5 rook 7 takes c 6 -rook 7 takes c 7 rook 7 takes d 2 rook 7 takes d 3 rook 7 takes d 4 rook 7 takes d 5 rook 7 takes d 6 -rook 7 takes d 7 rook 7 takes e 2 rook 7 takes e 3 rook 7 takes e 4 rook 7 takes e 5 rook 7 takes e 6 -rook 7 takes e 7 rook 7 takes f 2 rook 7 takes f 3 rook 7 takes f 4 rook 7 takes f 5 rook 7 takes f 6 -rook 7 takes f 7 rook 7 takes g 2 rook 7 takes g 3 rook 7 takes g 4 rook 7 takes g 5 rook 7 takes g 6 -rook 7 takes g 7 rook 7 takes h 2 rook 7 takes h 3 rook 7 takes h 4 rook 7 takes h 5 rook 7 takes h 6 -rook 7 takes h 7 rook 8 takes a 2 rook 8 takes a 3 rook 8 takes a 4 @@ -8080,6 +6634,7 @@ c takes d 1 queen c takes d 8 queen c takes pawn rook c takes rook rook +castles queenside d 1 equals bishop d 1 equals knight d 8 equals bishop @@ -8147,7 +6702,6 @@ queen 1 takes b 4 queen 1 takes b 5 queen 1 takes b 6 queen 1 takes b 7 -queen 1 takes b 8 queen 1 takes c 1 queen 1 takes c 2 queen 1 takes c 3 @@ -8155,7 +6709,6 @@ queen 1 takes c 4 queen 1 takes c 5 queen 1 takes c 6 queen 1 takes c 7 -queen 1 takes c 8 queen 1 takes d 1 queen 1 takes d 2 queen 1 takes d 3 @@ -8163,7 +6716,6 @@ queen 1 takes d 4 queen 1 takes d 5 queen 1 takes d 6 queen 1 takes d 7 -queen 1 takes d 8 queen 1 takes e 1 queen 1 takes e 2 queen 1 takes e 3 @@ -8171,7 +6723,6 @@ queen 1 takes e 4 queen 1 takes e 5 queen 1 takes e 6 queen 1 takes e 7 -queen 1 takes e 8 queen 1 takes f 1 queen 1 takes f 2 queen 1 takes f 3 @@ -8179,7 +6730,6 @@ queen 1 takes f 4 queen 1 takes f 5 queen 1 takes f 6 queen 1 takes f 7 -queen 1 takes f 8 queen 1 takes g 1 queen 1 takes g 2 queen 1 takes g 3 @@ -8187,7 +6737,6 @@ queen 1 takes g 4 queen 1 takes g 5 queen 1 takes g 6 queen 1 takes g 7 -queen 1 takes g 8 queen 1 takes h 1 queen 1 takes h 2 queen 1 takes h 3 @@ -8219,7 +6768,6 @@ queen 2 takes c 4 queen 2 takes c 5 queen 2 takes c 6 queen 2 takes c 7 -queen 2 takes c 8 queen 2 takes d 1 queen 2 takes d 2 queen 2 takes d 3 @@ -8227,7 +6775,6 @@ queen 2 takes d 4 queen 2 takes d 5 queen 2 takes d 6 queen 2 takes d 7 -queen 2 takes d 8 queen 2 takes e 1 queen 2 takes e 2 queen 2 takes e 3 @@ -8235,7 +6782,6 @@ queen 2 takes e 4 queen 2 takes e 5 queen 2 takes e 6 queen 2 takes e 7 -queen 2 takes e 8 queen 2 takes f 1 queen 2 takes f 2 queen 2 takes f 3 @@ -8243,7 +6789,6 @@ queen 2 takes f 4 queen 2 takes f 5 queen 2 takes f 6 queen 2 takes f 7 -queen 2 takes f 8 queen 2 takes g 1 queen 2 takes g 2 queen 2 takes g 3 @@ -8291,7 +6836,6 @@ queen 3 takes d 4 queen 3 takes d 5 queen 3 takes d 6 queen 3 takes d 7 -queen 3 takes d 8 queen 3 takes e 1 queen 3 takes e 2 queen 3 takes e 3 @@ -8299,7 +6843,6 @@ queen 3 takes e 4 queen 3 takes e 5 queen 3 takes e 6 queen 3 takes e 7 -queen 3 takes e 8 queen 3 takes f 1 queen 3 takes f 2 queen 3 takes f 3 @@ -8476,7 +7019,6 @@ queen 6 takes c 5 queen 6 takes c 6 queen 6 takes c 7 queen 6 takes c 8 -queen 6 takes d 1 queen 6 takes d 2 queen 6 takes d 3 queen 6 takes d 4 @@ -8484,7 +7026,6 @@ queen 6 takes d 5 queen 6 takes d 6 queen 6 takes d 7 queen 6 takes d 8 -queen 6 takes e 1 queen 6 takes e 2 queen 6 takes e 3 queen 6 takes e 4 @@ -8532,7 +7073,6 @@ queen 7 takes b 5 queen 7 takes b 6 queen 7 takes b 7 queen 7 takes b 8 -queen 7 takes c 1 queen 7 takes c 2 queen 7 takes c 3 queen 7 takes c 4 @@ -8540,7 +7080,6 @@ queen 7 takes c 5 queen 7 takes c 6 queen 7 takes c 7 queen 7 takes c 8 -queen 7 takes d 1 queen 7 takes d 2 queen 7 takes d 3 queen 7 takes d 4 @@ -8548,7 +7087,6 @@ queen 7 takes d 5 queen 7 takes d 6 queen 7 takes d 7 queen 7 takes d 8 -queen 7 takes e 1 queen 7 takes e 2 queen 7 takes e 3 queen 7 takes e 4 @@ -8556,7 +7094,6 @@ queen 7 takes e 5 queen 7 takes e 6 queen 7 takes e 7 queen 7 takes e 8 -queen 7 takes f 1 queen 7 takes f 2 queen 7 takes f 3 queen 7 takes f 4 @@ -8588,7 +7125,6 @@ queen 8 takes a 5 queen 8 takes a 6 queen 8 takes a 7 queen 8 takes a 8 -queen 8 takes b 1 queen 8 takes b 2 queen 8 takes b 3 queen 8 takes b 4 @@ -8596,7 +7132,6 @@ queen 8 takes b 5 queen 8 takes b 6 queen 8 takes b 7 queen 8 takes b 8 -queen 8 takes c 1 queen 8 takes c 2 queen 8 takes c 3 queen 8 takes c 4 @@ -8604,7 +7139,6 @@ queen 8 takes c 5 queen 8 takes c 6 queen 8 takes c 7 queen 8 takes c 8 -queen 8 takes d 1 queen 8 takes d 2 queen 8 takes d 3 queen 8 takes d 4 @@ -8612,7 +7146,6 @@ queen 8 takes d 5 queen 8 takes d 6 queen 8 takes d 7 queen 8 takes d 8 -queen 8 takes e 1 queen 8 takes e 2 queen 8 takes e 3 queen 8 takes e 4 @@ -8620,7 +7153,6 @@ queen 8 takes e 5 queen 8 takes e 6 queen 8 takes e 7 queen 8 takes e 8 -queen 8 takes f 1 queen 8 takes f 2 queen 8 takes f 3 queen 8 takes f 4 @@ -8628,7 +7160,6 @@ queen 8 takes f 5 queen 8 takes f 6 queen 8 takes f 7 queen 8 takes f 8 -queen 8 takes g 1 queen 8 takes g 2 queen 8 takes g 3 queen 8 takes g 4 @@ -9222,33 +7753,21 @@ bishop 1 takes a 4 bishop 1 takes b 2 bishop 1 takes b 3 bishop 1 takes b 4 -bishop 1 takes b 5 -bishop 1 takes b 6 -bishop 1 takes b 7 bishop 1 takes c 2 bishop 1 takes c 3 bishop 1 takes c 4 -bishop 1 takes c 5 -bishop 1 takes c 6 bishop 1 takes d 2 bishop 1 takes d 3 bishop 1 takes d 4 -bishop 1 takes d 5 bishop 1 takes e 2 bishop 1 takes e 3 bishop 1 takes e 4 -bishop 1 takes e 5 bishop 1 takes f 2 bishop 1 takes f 3 bishop 1 takes f 4 -bishop 1 takes f 5 -bishop 1 takes f 6 bishop 1 takes g 2 bishop 1 takes g 3 bishop 1 takes g 4 -bishop 1 takes g 5 -bishop 1 takes g 6 -bishop 1 takes g 7 bishop 1 takes h 2 bishop 1 takes h 3 bishop 1 takes h 4 @@ -9258,31 +7777,21 @@ bishop 2 takes a 5 bishop 2 takes b 3 bishop 2 takes b 4 bishop 2 takes b 5 -bishop 2 takes b 6 -bishop 2 takes b 7 bishop 2 takes c 3 bishop 2 takes c 4 bishop 2 takes c 5 -bishop 2 takes c 6 -bishop 2 takes c 7 bishop 2 takes d 3 bishop 2 takes d 4 bishop 2 takes d 5 -bishop 2 takes d 6 bishop 2 takes e 3 bishop 2 takes e 4 bishop 2 takes e 5 -bishop 2 takes e 6 bishop 2 takes f 3 bishop 2 takes f 4 bishop 2 takes f 5 -bishop 2 takes f 6 -bishop 2 takes f 7 bishop 2 takes g 3 bishop 2 takes g 4 bishop 2 takes g 5 -bishop 2 takes g 6 -bishop 2 takes g 7 bishop 2 takes h 3 bishop 2 takes h 4 bishop 2 takes h 5 @@ -9292,138 +7801,90 @@ bishop 3 takes a 5 bishop 3 takes b 2 bishop 3 takes b 4 bishop 3 takes b 5 -bishop 3 takes b 6 -bishop 3 takes b 7 bishop 3 takes c 2 bishop 3 takes c 4 bishop 3 takes c 5 -bishop 3 takes c 6 -bishop 3 takes c 7 bishop 3 takes d 2 bishop 3 takes d 4 bishop 3 takes d 5 -bishop 3 takes d 6 -bishop 3 takes d 7 bishop 3 takes e 2 bishop 3 takes e 4 bishop 3 takes e 5 -bishop 3 takes e 6 -bishop 3 takes e 7 bishop 3 takes f 2 bishop 3 takes f 4 bishop 3 takes f 5 -bishop 3 takes f 6 -bishop 3 takes f 7 bishop 3 takes g 2 bishop 3 takes g 4 bishop 3 takes g 5 -bishop 3 takes g 6 -bishop 3 takes g 7 bishop 3 takes h 2 bishop 3 takes h 4 bishop 3 takes h 5 bishop 4 takes a 3 bishop 4 takes a 5 bishop 4 takes a 6 -bishop 4 takes b 2 bishop 4 takes b 3 bishop 4 takes b 5 bishop 4 takes b 6 -bishop 4 takes b 7 -bishop 4 takes c 2 bishop 4 takes c 3 bishop 4 takes c 5 bishop 4 takes c 6 -bishop 4 takes c 7 -bishop 4 takes d 2 bishop 4 takes d 3 bishop 4 takes d 5 bishop 4 takes d 6 -bishop 4 takes d 7 -bishop 4 takes e 2 bishop 4 takes e 3 bishop 4 takes e 5 bishop 4 takes e 6 -bishop 4 takes e 7 -bishop 4 takes f 2 bishop 4 takes f 3 bishop 4 takes f 5 bishop 4 takes f 6 -bishop 4 takes f 7 -bishop 4 takes g 2 bishop 4 takes g 3 bishop 4 takes g 5 bishop 4 takes g 6 -bishop 4 takes g 7 bishop 4 takes h 3 bishop 4 takes h 5 bishop 4 takes h 6 bishop 5 takes a 3 bishop 5 takes a 4 bishop 5 takes a 6 -bishop 5 takes b 2 bishop 5 takes b 3 bishop 5 takes b 4 bishop 5 takes b 6 -bishop 5 takes b 7 -bishop 5 takes c 2 bishop 5 takes c 3 bishop 5 takes c 4 bishop 5 takes c 6 -bishop 5 takes c 7 -bishop 5 takes d 2 bishop 5 takes d 3 bishop 5 takes d 4 bishop 5 takes d 6 -bishop 5 takes d 7 -bishop 5 takes e 2 bishop 5 takes e 3 bishop 5 takes e 4 bishop 5 takes e 6 -bishop 5 takes e 7 -bishop 5 takes f 2 bishop 5 takes f 3 bishop 5 takes f 4 bishop 5 takes f 6 -bishop 5 takes f 7 -bishop 5 takes g 2 bishop 5 takes g 3 bishop 5 takes g 4 bishop 5 takes g 6 -bishop 5 takes g 7 bishop 5 takes h 3 bishop 5 takes h 4 bishop 5 takes h 6 bishop 6 takes a 4 bishop 6 takes a 5 bishop 6 takes a 7 -bishop 6 takes b 2 -bishop 6 takes b 3 bishop 6 takes b 4 bishop 6 takes b 5 bishop 6 takes b 7 -bishop 6 takes c 2 -bishop 6 takes c 3 bishop 6 takes c 4 bishop 6 takes c 5 bishop 6 takes c 7 -bishop 6 takes d 2 -bishop 6 takes d 3 bishop 6 takes d 4 bishop 6 takes d 5 bishop 6 takes d 7 -bishop 6 takes e 2 -bishop 6 takes e 3 bishop 6 takes e 4 bishop 6 takes e 5 bishop 6 takes e 7 -bishop 6 takes f 2 -bishop 6 takes f 3 bishop 6 takes f 4 bishop 6 takes f 5 bishop 6 takes f 7 -bishop 6 takes g 2 -bishop 6 takes g 3 bishop 6 takes g 4 bishop 6 takes g 5 bishop 6 takes g 7 @@ -9433,31 +7894,21 @@ bishop 6 takes h 7 bishop 7 takes a 4 bishop 7 takes a 5 bishop 7 takes a 6 -bishop 7 takes b 2 -bishop 7 takes b 3 bishop 7 takes b 4 bishop 7 takes b 5 bishop 7 takes b 6 -bishop 7 takes c 2 -bishop 7 takes c 3 bishop 7 takes c 4 bishop 7 takes c 5 bishop 7 takes c 6 -bishop 7 takes d 3 bishop 7 takes d 4 bishop 7 takes d 5 bishop 7 takes d 6 -bishop 7 takes e 3 bishop 7 takes e 4 bishop 7 takes e 5 bishop 7 takes e 6 -bishop 7 takes f 2 -bishop 7 takes f 3 bishop 7 takes f 4 bishop 7 takes f 5 bishop 7 takes f 6 -bishop 7 takes g 2 -bishop 7 takes g 3 bishop 7 takes g 4 bishop 7 takes g 5 bishop 7 takes g 6 @@ -9467,33 +7918,21 @@ bishop 7 takes h 6 bishop 8 takes a 5 bishop 8 takes a 6 bishop 8 takes a 7 -bishop 8 takes b 2 -bishop 8 takes b 3 -bishop 8 takes b 4 bishop 8 takes b 5 bishop 8 takes b 6 bishop 8 takes b 7 -bishop 8 takes c 3 -bishop 8 takes c 4 bishop 8 takes c 5 bishop 8 takes c 6 bishop 8 takes c 7 -bishop 8 takes d 4 bishop 8 takes d 5 bishop 8 takes d 6 bishop 8 takes d 7 -bishop 8 takes e 4 bishop 8 takes e 5 bishop 8 takes e 6 bishop 8 takes e 7 -bishop 8 takes f 3 -bishop 8 takes f 4 bishop 8 takes f 5 bishop 8 takes f 6 bishop 8 takes f 7 -bishop 8 takes g 2 -bishop 8 takes g 3 -bishop 8 takes g 4 bishop 8 takes g 5 bishop 8 takes g 6 bishop 8 takes g 7 @@ -9999,70 +8438,54 @@ knight 3 takes g 5 knight 3 takes h 2 knight 3 takes h 4 knight 3 takes h 5 -knight 4 takes a 2 knight 4 takes a 3 knight 4 takes a 5 knight 4 takes a 6 -knight 4 takes b 2 knight 4 takes b 3 knight 4 takes b 5 knight 4 takes b 6 -knight 4 takes c 2 knight 4 takes c 3 knight 4 takes c 5 knight 4 takes c 6 -knight 4 takes d 2 knight 4 takes d 3 knight 4 takes d 5 knight 4 takes d 6 -knight 4 takes e 2 knight 4 takes e 3 knight 4 takes e 5 knight 4 takes e 6 -knight 4 takes f 2 knight 4 takes f 3 knight 4 takes f 5 knight 4 takes f 6 -knight 4 takes g 2 knight 4 takes g 3 knight 4 takes g 5 knight 4 takes g 6 -knight 4 takes h 2 knight 4 takes h 3 knight 4 takes h 5 knight 4 takes h 6 knight 5 takes a 3 knight 5 takes a 4 knight 5 takes a 6 -knight 5 takes a 7 knight 5 takes b 3 knight 5 takes b 4 knight 5 takes b 6 -knight 5 takes b 7 knight 5 takes c 3 knight 5 takes c 4 knight 5 takes c 6 -knight 5 takes c 7 knight 5 takes d 3 knight 5 takes d 4 knight 5 takes d 6 -knight 5 takes d 7 knight 5 takes e 3 knight 5 takes e 4 knight 5 takes e 6 -knight 5 takes e 7 knight 5 takes f 3 knight 5 takes f 4 knight 5 takes f 6 -knight 5 takes f 7 knight 5 takes g 3 knight 5 takes g 4 knight 5 takes g 6 -knight 5 takes g 7 knight 5 takes h 3 knight 5 takes h 4 knight 5 takes h 6 -knight 5 takes h 7 knight 6 takes a 4 knight 6 takes a 5 knight 6 takes a 7 @@ -10370,685 +8793,13 @@ rook 5 takes queen rook 6 takes queen rook 7 takes queen rook 8 takes queen -rook a 1 takes a 2 -rook a 1 takes a 3 -rook a 1 takes a 4 -rook a 1 takes a 5 -rook a 1 takes a 6 -rook a 1 takes a 7 -rook a 2 takes a 3 -rook a 2 takes a 4 -rook a 2 takes a 5 -rook a 2 takes a 6 -rook a 2 takes a 7 -rook a 2 takes b 2 -rook a 2 takes c 2 -rook a 2 takes d 2 -rook a 2 takes e 2 -rook a 2 takes f 2 -rook a 2 takes g 2 -rook a 2 takes h 2 -rook a 3 takes a 2 -rook a 3 takes a 4 -rook a 3 takes a 5 -rook a 3 takes a 6 -rook a 3 takes a 7 -rook a 3 takes b 3 -rook a 3 takes c 3 -rook a 3 takes d 3 -rook a 3 takes e 3 -rook a 3 takes f 3 -rook a 3 takes g 3 -rook a 3 takes h 3 -rook a 4 takes a 2 -rook a 4 takes a 3 -rook a 4 takes a 5 -rook a 4 takes a 6 -rook a 4 takes a 7 -rook a 4 takes b 4 -rook a 4 takes c 4 -rook a 4 takes d 4 -rook a 4 takes e 4 -rook a 4 takes f 4 -rook a 4 takes g 4 -rook a 4 takes h 4 -rook a 5 takes a 2 -rook a 5 takes a 3 -rook a 5 takes a 4 -rook a 5 takes a 6 -rook a 5 takes a 7 -rook a 5 takes b 5 -rook a 5 takes c 5 -rook a 5 takes d 5 -rook a 5 takes e 5 -rook a 5 takes f 5 -rook a 5 takes g 5 -rook a 5 takes h 5 -rook a 6 takes a 2 -rook a 6 takes a 3 -rook a 6 takes a 4 -rook a 6 takes a 5 -rook a 6 takes a 7 -rook a 6 takes b 6 -rook a 6 takes c 6 -rook a 6 takes d 6 -rook a 6 takes e 6 -rook a 6 takes f 6 -rook a 6 takes g 6 -rook a 6 takes h 6 -rook a 7 takes a 2 -rook a 7 takes a 3 -rook a 7 takes a 4 -rook a 7 takes a 5 -rook a 7 takes a 6 -rook a 7 takes b 7 -rook a 7 takes c 7 -rook a 7 takes d 7 -rook a 7 takes e 7 -rook a 7 takes f 7 -rook a 7 takes g 7 -rook a 7 takes h 7 -rook a 8 takes a 2 -rook a 8 takes a 3 -rook a 8 takes a 4 -rook a 8 takes a 5 -rook a 8 takes a 6 -rook a 8 takes a 7 rook a takes queen -rook b 1 takes b 2 -rook b 1 takes b 3 -rook b 1 takes b 4 -rook b 1 takes b 5 -rook b 1 takes b 6 -rook b 1 takes b 7 -rook b 2 takes a 2 -rook b 2 takes b 3 -rook b 2 takes b 4 -rook b 2 takes b 5 -rook b 2 takes b 6 -rook b 2 takes b 7 -rook b 2 takes c 2 -rook b 2 takes d 2 -rook b 2 takes e 2 -rook b 2 takes f 2 -rook b 2 takes g 2 -rook b 2 takes h 2 -rook b 3 takes a 3 -rook b 3 takes b 2 -rook b 3 takes b 4 -rook b 3 takes b 5 -rook b 3 takes b 6 -rook b 3 takes b 7 -rook b 3 takes c 3 -rook b 3 takes d 3 -rook b 3 takes e 3 -rook b 3 takes f 3 -rook b 3 takes g 3 -rook b 3 takes h 3 -rook b 4 takes a 4 -rook b 4 takes b 2 -rook b 4 takes b 3 -rook b 4 takes b 5 -rook b 4 takes b 6 -rook b 4 takes b 7 -rook b 4 takes c 4 -rook b 4 takes d 4 -rook b 4 takes e 4 -rook b 4 takes f 4 -rook b 4 takes g 4 -rook b 4 takes h 4 -rook b 5 takes a 5 -rook b 5 takes b 2 -rook b 5 takes b 3 -rook b 5 takes b 4 -rook b 5 takes b 6 -rook b 5 takes b 7 -rook b 5 takes c 5 -rook b 5 takes d 5 -rook b 5 takes e 5 -rook b 5 takes f 5 -rook b 5 takes g 5 -rook b 5 takes h 5 -rook b 6 takes a 6 -rook b 6 takes b 2 -rook b 6 takes b 3 -rook b 6 takes b 4 -rook b 6 takes b 5 -rook b 6 takes b 7 -rook b 6 takes c 6 -rook b 6 takes d 6 -rook b 6 takes e 6 -rook b 6 takes f 6 -rook b 6 takes g 6 -rook b 6 takes h 6 -rook b 7 takes a 7 -rook b 7 takes b 2 -rook b 7 takes b 3 -rook b 7 takes b 4 -rook b 7 takes b 5 -rook b 7 takes b 6 -rook b 7 takes c 7 -rook b 7 takes d 7 -rook b 7 takes e 7 -rook b 7 takes f 7 -rook b 7 takes g 7 -rook b 7 takes h 7 -rook b 8 takes b 2 -rook b 8 takes b 3 -rook b 8 takes b 4 -rook b 8 takes b 5 -rook b 8 takes b 6 -rook b 8 takes b 7 rook b takes queen -rook c 1 takes c 2 -rook c 1 takes c 3 -rook c 1 takes c 4 -rook c 1 takes c 5 -rook c 1 takes c 6 -rook c 1 takes c 7 -rook c 2 takes a 2 -rook c 2 takes b 2 -rook c 2 takes c 3 -rook c 2 takes c 4 -rook c 2 takes c 5 -rook c 2 takes c 6 -rook c 2 takes c 7 -rook c 2 takes d 2 -rook c 2 takes e 2 -rook c 2 takes f 2 -rook c 2 takes g 2 -rook c 2 takes h 2 -rook c 3 takes a 3 -rook c 3 takes b 3 -rook c 3 takes c 2 -rook c 3 takes c 4 -rook c 3 takes c 5 -rook c 3 takes c 6 -rook c 3 takes c 7 -rook c 3 takes d 3 -rook c 3 takes e 3 -rook c 3 takes f 3 -rook c 3 takes g 3 -rook c 3 takes h 3 -rook c 4 takes a 4 -rook c 4 takes b 4 -rook c 4 takes c 2 -rook c 4 takes c 3 -rook c 4 takes c 5 -rook c 4 takes c 6 -rook c 4 takes c 7 -rook c 4 takes d 4 -rook c 4 takes e 4 -rook c 4 takes f 4 -rook c 4 takes g 4 -rook c 4 takes h 4 -rook c 5 takes a 5 -rook c 5 takes b 5 -rook c 5 takes c 2 -rook c 5 takes c 3 -rook c 5 takes c 4 -rook c 5 takes c 6 -rook c 5 takes c 7 -rook c 5 takes d 5 -rook c 5 takes e 5 -rook c 5 takes f 5 -rook c 5 takes g 5 -rook c 5 takes h 5 -rook c 6 takes a 6 -rook c 6 takes b 6 -rook c 6 takes c 2 -rook c 6 takes c 3 -rook c 6 takes c 4 -rook c 6 takes c 5 -rook c 6 takes c 7 -rook c 6 takes d 6 -rook c 6 takes e 6 -rook c 6 takes f 6 -rook c 6 takes g 6 -rook c 6 takes h 6 -rook c 7 takes a 7 -rook c 7 takes b 7 -rook c 7 takes c 2 -rook c 7 takes c 3 -rook c 7 takes c 4 -rook c 7 takes c 5 -rook c 7 takes c 6 -rook c 7 takes d 7 -rook c 7 takes e 7 -rook c 7 takes f 7 -rook c 7 takes g 7 -rook c 7 takes h 7 -rook c 8 takes c 2 -rook c 8 takes c 3 -rook c 8 takes c 4 -rook c 8 takes c 5 -rook c 8 takes c 6 -rook c 8 takes c 7 rook c takes queen -rook d 1 takes d 2 -rook d 1 takes d 3 -rook d 1 takes d 4 -rook d 1 takes d 5 -rook d 1 takes d 6 -rook d 1 takes d 7 -rook d 2 takes a 2 -rook d 2 takes b 2 -rook d 2 takes c 2 -rook d 2 takes d 3 -rook d 2 takes d 4 -rook d 2 takes d 5 -rook d 2 takes d 6 -rook d 2 takes d 7 -rook d 2 takes e 2 -rook d 2 takes f 2 -rook d 2 takes g 2 -rook d 2 takes h 2 -rook d 3 takes a 3 -rook d 3 takes b 3 -rook d 3 takes c 3 -rook d 3 takes d 2 -rook d 3 takes d 4 -rook d 3 takes d 5 -rook d 3 takes d 6 -rook d 3 takes d 7 -rook d 3 takes e 3 -rook d 3 takes f 3 -rook d 3 takes g 3 -rook d 3 takes h 3 -rook d 4 takes a 4 -rook d 4 takes b 4 -rook d 4 takes c 4 -rook d 4 takes d 2 -rook d 4 takes d 3 -rook d 4 takes d 5 -rook d 4 takes d 6 -rook d 4 takes d 7 -rook d 4 takes e 4 -rook d 4 takes f 4 -rook d 4 takes g 4 -rook d 4 takes h 4 -rook d 5 takes a 5 -rook d 5 takes b 5 -rook d 5 takes c 5 -rook d 5 takes d 2 -rook d 5 takes d 3 -rook d 5 takes d 4 -rook d 5 takes d 6 -rook d 5 takes d 7 -rook d 5 takes e 5 -rook d 5 takes f 5 -rook d 5 takes g 5 -rook d 5 takes h 5 -rook d 6 takes a 6 -rook d 6 takes b 6 -rook d 6 takes c 6 -rook d 6 takes d 2 -rook d 6 takes d 3 -rook d 6 takes d 4 -rook d 6 takes d 5 -rook d 6 takes d 7 -rook d 6 takes e 6 -rook d 6 takes f 6 -rook d 6 takes g 6 -rook d 6 takes h 6 -rook d 7 takes a 7 -rook d 7 takes b 7 -rook d 7 takes c 7 -rook d 7 takes d 2 -rook d 7 takes d 3 -rook d 7 takes d 4 -rook d 7 takes d 5 -rook d 7 takes d 6 -rook d 7 takes e 7 -rook d 7 takes f 7 -rook d 7 takes g 7 -rook d 7 takes h 7 -rook d 8 takes d 2 -rook d 8 takes d 3 -rook d 8 takes d 4 -rook d 8 takes d 5 -rook d 8 takes d 6 -rook d 8 takes d 7 rook d takes queen -rook e 1 takes e 2 -rook e 1 takes e 3 -rook e 1 takes e 4 -rook e 1 takes e 5 -rook e 1 takes e 6 -rook e 1 takes e 7 -rook e 2 takes a 2 -rook e 2 takes b 2 -rook e 2 takes c 2 -rook e 2 takes d 2 -rook e 2 takes e 3 -rook e 2 takes e 4 -rook e 2 takes e 5 -rook e 2 takes e 6 -rook e 2 takes e 7 -rook e 2 takes f 2 -rook e 2 takes g 2 -rook e 2 takes h 2 -rook e 3 takes a 3 -rook e 3 takes b 3 -rook e 3 takes c 3 -rook e 3 takes d 3 -rook e 3 takes e 2 -rook e 3 takes e 4 -rook e 3 takes e 5 -rook e 3 takes e 6 -rook e 3 takes e 7 -rook e 3 takes f 3 -rook e 3 takes g 3 -rook e 3 takes h 3 -rook e 4 takes a 4 -rook e 4 takes b 4 -rook e 4 takes c 4 -rook e 4 takes d 4 -rook e 4 takes e 2 -rook e 4 takes e 3 -rook e 4 takes e 5 -rook e 4 takes e 6 -rook e 4 takes e 7 -rook e 4 takes f 4 -rook e 4 takes g 4 -rook e 4 takes h 4 -rook e 5 takes a 5 -rook e 5 takes b 5 -rook e 5 takes c 5 -rook e 5 takes d 5 -rook e 5 takes e 2 -rook e 5 takes e 3 -rook e 5 takes e 4 -rook e 5 takes e 6 -rook e 5 takes e 7 -rook e 5 takes f 5 -rook e 5 takes g 5 -rook e 5 takes h 5 -rook e 6 takes a 6 -rook e 6 takes b 6 -rook e 6 takes c 6 -rook e 6 takes d 6 -rook e 6 takes e 2 -rook e 6 takes e 3 -rook e 6 takes e 4 -rook e 6 takes e 5 -rook e 6 takes e 7 -rook e 6 takes f 6 -rook e 6 takes g 6 -rook e 6 takes h 6 -rook e 7 takes a 7 -rook e 7 takes b 7 -rook e 7 takes c 7 -rook e 7 takes d 7 -rook e 7 takes e 2 -rook e 7 takes e 3 -rook e 7 takes e 4 -rook e 7 takes e 5 -rook e 7 takes e 6 -rook e 7 takes f 7 -rook e 7 takes g 7 -rook e 7 takes h 7 -rook e 8 takes e 2 -rook e 8 takes e 3 -rook e 8 takes e 4 -rook e 8 takes e 5 -rook e 8 takes e 6 -rook e 8 takes e 7 rook e takes queen -rook f 1 takes f 2 -rook f 1 takes f 3 -rook f 1 takes f 4 -rook f 1 takes f 5 -rook f 1 takes f 6 -rook f 1 takes f 7 -rook f 2 takes a 2 -rook f 2 takes b 2 -rook f 2 takes c 2 -rook f 2 takes d 2 -rook f 2 takes e 2 -rook f 2 takes f 3 -rook f 2 takes f 4 -rook f 2 takes f 5 -rook f 2 takes f 6 -rook f 2 takes f 7 -rook f 2 takes g 2 -rook f 2 takes h 2 -rook f 3 takes a 3 -rook f 3 takes b 3 -rook f 3 takes c 3 -rook f 3 takes d 3 -rook f 3 takes e 3 -rook f 3 takes f 2 -rook f 3 takes f 4 -rook f 3 takes f 5 -rook f 3 takes f 6 -rook f 3 takes f 7 -rook f 3 takes g 3 -rook f 3 takes h 3 -rook f 4 takes a 4 -rook f 4 takes b 4 -rook f 4 takes c 4 -rook f 4 takes d 4 -rook f 4 takes e 4 -rook f 4 takes f 2 -rook f 4 takes f 3 -rook f 4 takes f 5 -rook f 4 takes f 6 -rook f 4 takes f 7 -rook f 4 takes g 4 -rook f 4 takes h 4 -rook f 5 takes a 5 -rook f 5 takes b 5 -rook f 5 takes c 5 -rook f 5 takes d 5 -rook f 5 takes e 5 -rook f 5 takes f 2 -rook f 5 takes f 3 -rook f 5 takes f 4 -rook f 5 takes f 6 -rook f 5 takes f 7 -rook f 5 takes g 5 -rook f 5 takes h 5 -rook f 6 takes a 6 -rook f 6 takes b 6 -rook f 6 takes c 6 -rook f 6 takes d 6 -rook f 6 takes e 6 -rook f 6 takes f 2 -rook f 6 takes f 3 -rook f 6 takes f 4 -rook f 6 takes f 5 -rook f 6 takes f 7 -rook f 6 takes g 6 -rook f 6 takes h 6 -rook f 7 takes a 7 -rook f 7 takes b 7 -rook f 7 takes c 7 -rook f 7 takes d 7 -rook f 7 takes e 7 -rook f 7 takes f 2 -rook f 7 takes f 3 -rook f 7 takes f 4 -rook f 7 takes f 5 -rook f 7 takes f 6 -rook f 7 takes g 7 -rook f 7 takes h 7 -rook f 8 takes f 2 -rook f 8 takes f 3 -rook f 8 takes f 4 -rook f 8 takes f 5 -rook f 8 takes f 6 -rook f 8 takes f 7 rook f takes queen -rook g 1 takes g 2 -rook g 1 takes g 3 -rook g 1 takes g 4 -rook g 1 takes g 5 -rook g 1 takes g 6 -rook g 1 takes g 7 -rook g 2 takes a 2 -rook g 2 takes b 2 -rook g 2 takes c 2 -rook g 2 takes d 2 -rook g 2 takes e 2 -rook g 2 takes f 2 -rook g 2 takes g 3 -rook g 2 takes g 4 -rook g 2 takes g 5 -rook g 2 takes g 6 -rook g 2 takes g 7 -rook g 2 takes h 2 -rook g 3 takes a 3 -rook g 3 takes b 3 -rook g 3 takes c 3 -rook g 3 takes d 3 -rook g 3 takes e 3 -rook g 3 takes f 3 -rook g 3 takes g 2 -rook g 3 takes g 4 -rook g 3 takes g 5 -rook g 3 takes g 6 -rook g 3 takes g 7 -rook g 3 takes h 3 -rook g 4 takes a 4 -rook g 4 takes b 4 -rook g 4 takes c 4 -rook g 4 takes d 4 -rook g 4 takes e 4 -rook g 4 takes f 4 -rook g 4 takes g 2 -rook g 4 takes g 3 -rook g 4 takes g 5 -rook g 4 takes g 6 -rook g 4 takes g 7 -rook g 4 takes h 4 -rook g 5 takes a 5 -rook g 5 takes b 5 -rook g 5 takes c 5 -rook g 5 takes d 5 -rook g 5 takes e 5 -rook g 5 takes f 5 -rook g 5 takes g 2 -rook g 5 takes g 3 -rook g 5 takes g 4 -rook g 5 takes g 6 -rook g 5 takes g 7 -rook g 5 takes h 5 -rook g 6 takes a 6 -rook g 6 takes b 6 -rook g 6 takes c 6 -rook g 6 takes d 6 -rook g 6 takes e 6 -rook g 6 takes f 6 -rook g 6 takes g 2 -rook g 6 takes g 3 -rook g 6 takes g 4 -rook g 6 takes g 5 -rook g 6 takes g 7 -rook g 6 takes h 6 -rook g 7 takes a 7 -rook g 7 takes b 7 -rook g 7 takes c 7 -rook g 7 takes d 7 -rook g 7 takes e 7 -rook g 7 takes f 7 -rook g 7 takes g 2 -rook g 7 takes g 3 -rook g 7 takes g 4 -rook g 7 takes g 5 -rook g 7 takes g 6 -rook g 7 takes h 7 -rook g 8 takes g 2 -rook g 8 takes g 3 -rook g 8 takes g 4 -rook g 8 takes g 5 -rook g 8 takes g 6 -rook g 8 takes g 7 rook g takes queen -rook h 1 takes h 2 -rook h 1 takes h 3 -rook h 1 takes h 4 -rook h 1 takes h 5 -rook h 1 takes h 6 -rook h 1 takes h 7 -rook h 2 takes a 2 -rook h 2 takes b 2 -rook h 2 takes c 2 -rook h 2 takes d 2 -rook h 2 takes e 2 -rook h 2 takes f 2 -rook h 2 takes g 2 -rook h 2 takes h 3 -rook h 2 takes h 4 -rook h 2 takes h 5 -rook h 2 takes h 6 -rook h 2 takes h 7 -rook h 3 takes a 3 -rook h 3 takes b 3 -rook h 3 takes c 3 -rook h 3 takes d 3 -rook h 3 takes e 3 -rook h 3 takes f 3 -rook h 3 takes g 3 -rook h 3 takes h 2 -rook h 3 takes h 4 -rook h 3 takes h 5 -rook h 3 takes h 6 -rook h 3 takes h 7 -rook h 4 takes a 4 -rook h 4 takes b 4 -rook h 4 takes c 4 -rook h 4 takes d 4 -rook h 4 takes e 4 -rook h 4 takes f 4 -rook h 4 takes g 4 -rook h 4 takes h 2 -rook h 4 takes h 3 -rook h 4 takes h 5 -rook h 4 takes h 6 -rook h 4 takes h 7 -rook h 5 takes a 5 -rook h 5 takes b 5 -rook h 5 takes c 5 -rook h 5 takes d 5 -rook h 5 takes e 5 -rook h 5 takes f 5 -rook h 5 takes g 5 -rook h 5 takes h 2 -rook h 5 takes h 3 -rook h 5 takes h 4 -rook h 5 takes h 6 -rook h 5 takes h 7 -rook h 6 takes a 6 -rook h 6 takes b 6 -rook h 6 takes c 6 -rook h 6 takes d 6 -rook h 6 takes e 6 -rook h 6 takes f 6 -rook h 6 takes g 6 -rook h 6 takes h 2 -rook h 6 takes h 3 -rook h 6 takes h 4 -rook h 6 takes h 5 -rook h 6 takes h 7 -rook h 7 takes a 7 -rook h 7 takes b 7 -rook h 7 takes c 7 -rook h 7 takes d 7 -rook h 7 takes e 7 -rook h 7 takes f 7 -rook h 7 takes g 7 -rook h 7 takes h 2 -rook h 7 takes h 3 -rook h 7 takes h 4 -rook h 7 takes h 5 -rook h 7 takes h 6 -rook h 8 takes h 2 -rook h 8 takes h 3 -rook h 8 takes h 4 -rook h 8 takes h 5 -rook h 8 takes h 6 -rook h 8 takes h 7 rook h takes queen takes bishop queen takes knight queen @@ -11192,7 +8943,6 @@ queen a 1 takes a 4 queen a 1 takes a 5 queen a 1 takes a 6 queen a 1 takes a 7 -queen a 1 takes a 8 queen a 1 takes b 1 queen a 1 takes b 2 queen a 1 takes c 1 @@ -11205,15 +8955,12 @@ queen a 1 takes f 1 queen a 1 takes f 6 queen a 1 takes g 1 queen a 1 takes g 7 -queen a 1 takes h 1 queen a 1 takes h 8 -queen a 2 takes a 1 queen a 2 takes a 3 queen a 2 takes a 4 queen a 2 takes a 5 queen a 2 takes a 6 queen a 2 takes a 7 -queen a 2 takes a 8 queen a 2 takes b 1 queen a 2 takes b 2 queen a 2 takes b 3 @@ -11227,14 +8974,11 @@ queen a 2 takes f 2 queen a 2 takes f 7 queen a 2 takes g 2 queen a 2 takes g 8 -queen a 2 takes h 2 -queen a 3 takes a 1 queen a 3 takes a 2 queen a 3 takes a 4 queen a 3 takes a 5 queen a 3 takes a 6 queen a 3 takes a 7 -queen a 3 takes a 8 queen a 3 takes b 2 queen a 3 takes b 3 queen a 3 takes b 4 @@ -11247,15 +8991,11 @@ queen a 3 takes e 3 queen a 3 takes e 7 queen a 3 takes f 3 queen a 3 takes f 8 -queen a 3 takes g 3 -queen a 3 takes h 3 -queen a 4 takes a 1 queen a 4 takes a 2 queen a 4 takes a 3 queen a 4 takes a 5 queen a 4 takes a 6 queen a 4 takes a 7 -queen a 4 takes a 8 queen a 4 takes b 3 queen a 4 takes b 4 queen a 4 takes b 5 @@ -11267,16 +9007,11 @@ queen a 4 takes d 4 queen a 4 takes d 7 queen a 4 takes e 4 queen a 4 takes e 8 -queen a 4 takes f 4 -queen a 4 takes g 4 -queen a 4 takes h 4 -queen a 5 takes a 1 queen a 5 takes a 2 queen a 5 takes a 3 queen a 5 takes a 4 queen a 5 takes a 6 queen a 5 takes a 7 -queen a 5 takes a 8 queen a 5 takes b 4 queen a 5 takes b 5 queen a 5 takes b 6 @@ -11288,16 +9023,11 @@ queen a 5 takes d 5 queen a 5 takes d 8 queen a 5 takes e 1 queen a 5 takes e 5 -queen a 5 takes f 5 -queen a 5 takes g 5 -queen a 5 takes h 5 -queen a 6 takes a 1 queen a 6 takes a 2 queen a 6 takes a 3 queen a 6 takes a 4 queen a 6 takes a 5 queen a 6 takes a 7 -queen a 6 takes a 8 queen a 6 takes b 5 queen a 6 takes b 6 queen a 6 takes b 7 @@ -11310,15 +9040,11 @@ queen a 6 takes e 2 queen a 6 takes e 6 queen a 6 takes f 1 queen a 6 takes f 6 -queen a 6 takes g 6 -queen a 6 takes h 6 -queen a 7 takes a 1 queen a 7 takes a 2 queen a 7 takes a 3 queen a 7 takes a 4 queen a 7 takes a 5 queen a 7 takes a 6 -queen a 7 takes a 8 queen a 7 takes b 6 queen a 7 takes b 7 queen a 7 takes b 8 @@ -11332,8 +9058,6 @@ queen a 7 takes f 2 queen a 7 takes f 7 queen a 7 takes g 1 queen a 7 takes g 7 -queen a 7 takes h 7 -queen a 8 takes a 1 queen a 8 takes a 2 queen a 8 takes a 3 queen a 8 takes a 4 @@ -11353,9 +9077,7 @@ queen a 8 takes f 8 queen a 8 takes g 2 queen a 8 takes g 8 queen a 8 takes h 1 -queen a 8 takes h 8 queen a takes queen -queen b 1 takes a 1 queen b 1 takes a 2 queen b 1 takes b 2 queen b 1 takes b 3 @@ -11363,7 +9085,6 @@ queen b 1 takes b 4 queen b 1 takes b 5 queen b 1 takes b 6 queen b 1 takes b 7 -queen b 1 takes b 8 queen b 1 takes c 1 queen b 1 takes c 2 queen b 1 takes d 1 @@ -11374,18 +9095,14 @@ queen b 1 takes f 1 queen b 1 takes f 5 queen b 1 takes g 1 queen b 1 takes g 6 -queen b 1 takes h 1 queen b 1 takes h 7 queen b 2 takes a 1 -queen b 2 takes a 2 queen b 2 takes a 3 -queen b 2 takes b 1 queen b 2 takes b 3 queen b 2 takes b 4 queen b 2 takes b 5 queen b 2 takes b 6 queen b 2 takes b 7 -queen b 2 takes b 8 queen b 2 takes c 1 queen b 2 takes c 2 queen b 2 takes c 3 @@ -11397,18 +9114,14 @@ queen b 2 takes f 2 queen b 2 takes f 6 queen b 2 takes g 2 queen b 2 takes g 7 -queen b 2 takes h 2 queen b 2 takes h 8 queen b 3 takes a 2 -queen b 3 takes a 3 queen b 3 takes a 4 -queen b 3 takes b 1 queen b 3 takes b 2 queen b 3 takes b 4 queen b 3 takes b 5 queen b 3 takes b 6 queen b 3 takes b 7 -queen b 3 takes b 8 queen b 3 takes c 2 queen b 3 takes c 3 queen b 3 takes c 4 @@ -11421,17 +9134,13 @@ queen b 3 takes f 3 queen b 3 takes f 7 queen b 3 takes g 3 queen b 3 takes g 8 -queen b 3 takes h 3 queen b 4 takes a 3 -queen b 4 takes a 4 queen b 4 takes a 5 -queen b 4 takes b 1 queen b 4 takes b 2 queen b 4 takes b 3 queen b 4 takes b 5 queen b 4 takes b 6 queen b 4 takes b 7 -queen b 4 takes b 8 queen b 4 takes c 3 queen b 4 takes c 4 queen b 4 takes c 5 @@ -11443,18 +9152,13 @@ queen b 4 takes e 4 queen b 4 takes e 7 queen b 4 takes f 4 queen b 4 takes f 8 -queen b 4 takes g 4 -queen b 4 takes h 4 queen b 5 takes a 4 -queen b 5 takes a 5 queen b 5 takes a 6 -queen b 5 takes b 1 queen b 5 takes b 2 queen b 5 takes b 3 queen b 5 takes b 4 queen b 5 takes b 6 queen b 5 takes b 7 -queen b 5 takes b 8 queen b 5 takes c 4 queen b 5 takes c 5 queen b 5 takes c 6 @@ -11466,18 +9170,13 @@ queen b 5 takes e 5 queen b 5 takes e 8 queen b 5 takes f 1 queen b 5 takes f 5 -queen b 5 takes g 5 -queen b 5 takes h 5 queen b 6 takes a 5 -queen b 6 takes a 6 queen b 6 takes a 7 -queen b 6 takes b 1 queen b 6 takes b 2 queen b 6 takes b 3 queen b 6 takes b 4 queen b 6 takes b 5 queen b 6 takes b 7 -queen b 6 takes b 8 queen b 6 takes c 5 queen b 6 takes c 6 queen b 6 takes c 7 @@ -11490,17 +9189,13 @@ queen b 6 takes f 2 queen b 6 takes f 6 queen b 6 takes g 1 queen b 6 takes g 6 -queen b 6 takes h 6 queen b 7 takes a 6 -queen b 7 takes a 7 queen b 7 takes a 8 -queen b 7 takes b 1 queen b 7 takes b 2 queen b 7 takes b 3 queen b 7 takes b 4 queen b 7 takes b 5 queen b 7 takes b 6 -queen b 7 takes b 8 queen b 7 takes c 6 queen b 7 takes c 7 queen b 7 takes c 8 @@ -11513,10 +9208,7 @@ queen b 7 takes f 7 queen b 7 takes g 2 queen b 7 takes g 7 queen b 7 takes h 1 -queen b 7 takes h 7 queen b 8 takes a 7 -queen b 8 takes a 8 -queen b 8 takes b 1 queen b 8 takes b 2 queen b 8 takes b 3 queen b 8 takes b 4 @@ -11534,9 +9226,7 @@ queen b 8 takes f 8 queen b 8 takes g 3 queen b 8 takes g 8 queen b 8 takes h 2 -queen b 8 takes h 8 queen b takes queen -queen c 1 takes a 1 queen c 1 takes a 3 queen c 1 takes b 1 queen c 1 takes b 2 @@ -11545,8 +9235,6 @@ queen c 1 takes c 3 queen c 1 takes c 4 queen c 1 takes c 5 queen c 1 takes c 6 -queen c 1 takes c 7 -queen c 1 takes c 8 queen c 1 takes d 1 queen c 1 takes d 2 queen c 1 takes e 1 @@ -11555,20 +9243,16 @@ queen c 1 takes f 1 queen c 1 takes f 4 queen c 1 takes g 1 queen c 1 takes g 5 -queen c 1 takes h 1 queen c 1 takes h 6 -queen c 2 takes a 2 queen c 2 takes a 4 queen c 2 takes b 1 queen c 2 takes b 2 queen c 2 takes b 3 -queen c 2 takes c 1 queen c 2 takes c 3 queen c 2 takes c 4 queen c 2 takes c 5 queen c 2 takes c 6 queen c 2 takes c 7 -queen c 2 takes c 8 queen c 2 takes d 1 queen c 2 takes d 2 queen c 2 takes d 3 @@ -11578,21 +9262,17 @@ queen c 2 takes f 2 queen c 2 takes f 5 queen c 2 takes g 2 queen c 2 takes g 6 -queen c 2 takes h 2 queen c 2 takes h 7 queen c 3 takes a 1 -queen c 3 takes a 3 queen c 3 takes a 5 queen c 3 takes b 2 queen c 3 takes b 3 queen c 3 takes b 4 -queen c 3 takes c 1 queen c 3 takes c 2 queen c 3 takes c 4 queen c 3 takes c 5 queen c 3 takes c 6 queen c 3 takes c 7 -queen c 3 takes c 8 queen c 3 takes d 2 queen c 3 takes d 3 queen c 3 takes d 4 @@ -11603,21 +9283,17 @@ queen c 3 takes f 3 queen c 3 takes f 6 queen c 3 takes g 3 queen c 3 takes g 7 -queen c 3 takes h 3 queen c 3 takes h 8 queen c 4 takes a 2 -queen c 4 takes a 4 queen c 4 takes a 6 queen c 4 takes b 3 queen c 4 takes b 4 queen c 4 takes b 5 -queen c 4 takes c 1 queen c 4 takes c 2 queen c 4 takes c 3 queen c 4 takes c 5 queen c 4 takes c 6 queen c 4 takes c 7 -queen c 4 takes c 8 queen c 4 takes d 3 queen c 4 takes d 4 queen c 4 takes d 5 @@ -11629,20 +9305,16 @@ queen c 4 takes f 4 queen c 4 takes f 7 queen c 4 takes g 4 queen c 4 takes g 8 -queen c 4 takes h 4 queen c 5 takes a 3 -queen c 5 takes a 5 queen c 5 takes a 7 queen c 5 takes b 4 queen c 5 takes b 5 queen c 5 takes b 6 -queen c 5 takes c 1 queen c 5 takes c 2 queen c 5 takes c 3 queen c 5 takes c 4 queen c 5 takes c 6 queen c 5 takes c 7 -queen c 5 takes c 8 queen c 5 takes d 4 queen c 5 takes d 5 queen c 5 takes d 6 @@ -11654,20 +9326,16 @@ queen c 5 takes f 5 queen c 5 takes f 8 queen c 5 takes g 1 queen c 5 takes g 5 -queen c 5 takes h 5 queen c 6 takes a 4 -queen c 6 takes a 6 queen c 6 takes a 8 queen c 6 takes b 5 queen c 6 takes b 6 queen c 6 takes b 7 -queen c 6 takes c 1 queen c 6 takes c 2 queen c 6 takes c 3 queen c 6 takes c 4 queen c 6 takes c 5 queen c 6 takes c 7 -queen c 6 takes c 8 queen c 6 takes d 5 queen c 6 takes d 6 queen c 6 takes d 7 @@ -11679,19 +9347,15 @@ queen c 6 takes f 6 queen c 6 takes g 2 queen c 6 takes g 6 queen c 6 takes h 1 -queen c 6 takes h 6 queen c 7 takes a 5 -queen c 7 takes a 7 queen c 7 takes b 6 queen c 7 takes b 7 queen c 7 takes b 8 -queen c 7 takes c 1 queen c 7 takes c 2 queen c 7 takes c 3 queen c 7 takes c 4 queen c 7 takes c 5 queen c 7 takes c 6 -queen c 7 takes c 8 queen c 7 takes d 6 queen c 7 takes d 7 queen c 7 takes d 8 @@ -11702,13 +9366,9 @@ queen c 7 takes f 7 queen c 7 takes g 3 queen c 7 takes g 7 queen c 7 takes h 2 -queen c 7 takes h 7 queen c 8 takes a 6 -queen c 8 takes a 8 queen c 8 takes b 7 queen c 8 takes b 8 -queen c 8 takes c 1 -queen c 8 takes c 2 queen c 8 takes c 3 queen c 8 takes c 4 queen c 8 takes c 5 @@ -11723,9 +9383,7 @@ queen c 8 takes f 8 queen c 8 takes g 4 queen c 8 takes g 8 queen c 8 takes h 3 -queen c 8 takes h 8 queen c takes queen -queen d 1 takes a 1 queen d 1 takes a 4 queen d 1 takes b 1 queen d 1 takes b 3 @@ -11735,31 +9393,23 @@ queen d 1 takes d 2 queen d 1 takes d 3 queen d 1 takes d 4 queen d 1 takes d 5 -queen d 1 takes d 6 -queen d 1 takes d 7 -queen d 1 takes d 8 queen d 1 takes e 1 queen d 1 takes e 2 queen d 1 takes f 1 queen d 1 takes f 3 queen d 1 takes g 1 queen d 1 takes g 4 -queen d 1 takes h 1 queen d 1 takes h 5 -queen d 2 takes a 2 queen d 2 takes a 5 queen d 2 takes b 2 queen d 2 takes b 4 queen d 2 takes c 1 queen d 2 takes c 2 queen d 2 takes c 3 -queen d 2 takes d 1 queen d 2 takes d 3 queen d 2 takes d 4 queen d 2 takes d 5 queen d 2 takes d 6 -queen d 2 takes d 7 -queen d 2 takes d 8 queen d 2 takes e 1 queen d 2 takes e 2 queen d 2 takes e 3 @@ -11767,9 +9417,7 @@ queen d 2 takes f 2 queen d 2 takes f 4 queen d 2 takes g 2 queen d 2 takes g 5 -queen d 2 takes h 2 queen d 2 takes h 6 -queen d 3 takes a 3 queen d 3 takes a 6 queen d 3 takes b 1 queen d 3 takes b 3 @@ -11777,13 +9425,11 @@ queen d 3 takes b 5 queen d 3 takes c 2 queen d 3 takes c 3 queen d 3 takes c 4 -queen d 3 takes d 1 queen d 3 takes d 2 queen d 3 takes d 4 queen d 3 takes d 5 queen d 3 takes d 6 queen d 3 takes d 7 -queen d 3 takes d 8 queen d 3 takes e 2 queen d 3 takes e 3 queen d 3 takes e 4 @@ -11792,10 +9438,8 @@ queen d 3 takes f 3 queen d 3 takes f 5 queen d 3 takes g 3 queen d 3 takes g 6 -queen d 3 takes h 3 queen d 3 takes h 7 queen d 4 takes a 1 -queen d 4 takes a 4 queen d 4 takes a 7 queen d 4 takes b 2 queen d 4 takes b 4 @@ -11803,13 +9447,11 @@ queen d 4 takes b 6 queen d 4 takes c 3 queen d 4 takes c 4 queen d 4 takes c 5 -queen d 4 takes d 1 queen d 4 takes d 2 queen d 4 takes d 3 queen d 4 takes d 5 queen d 4 takes d 6 queen d 4 takes d 7 -queen d 4 takes d 8 queen d 4 takes e 3 queen d 4 takes e 4 queen d 4 takes e 5 @@ -11819,10 +9461,8 @@ queen d 4 takes f 6 queen d 4 takes g 1 queen d 4 takes g 4 queen d 4 takes g 7 -queen d 4 takes h 4 queen d 4 takes h 8 queen d 5 takes a 2 -queen d 5 takes a 5 queen d 5 takes a 8 queen d 5 takes b 3 queen d 5 takes b 5 @@ -11830,13 +9470,11 @@ queen d 5 takes b 7 queen d 5 takes c 4 queen d 5 takes c 5 queen d 5 takes c 6 -queen d 5 takes d 1 queen d 5 takes d 2 queen d 5 takes d 3 queen d 5 takes d 4 queen d 5 takes d 6 queen d 5 takes d 7 -queen d 5 takes d 8 queen d 5 takes e 4 queen d 5 takes e 5 queen d 5 takes e 6 @@ -11847,22 +9485,18 @@ queen d 5 takes g 2 queen d 5 takes g 5 queen d 5 takes g 8 queen d 5 takes h 1 -queen d 5 takes h 5 queen d 6 takes a 3 -queen d 6 takes a 6 queen d 6 takes b 4 queen d 6 takes b 6 queen d 6 takes b 8 queen d 6 takes c 5 queen d 6 takes c 6 queen d 6 takes c 7 -queen d 6 takes d 1 queen d 6 takes d 2 queen d 6 takes d 3 queen d 6 takes d 4 queen d 6 takes d 5 queen d 6 takes d 7 -queen d 6 takes d 8 queen d 6 takes e 5 queen d 6 takes e 6 queen d 6 takes e 7 @@ -11872,21 +9506,16 @@ queen d 6 takes f 8 queen d 6 takes g 3 queen d 6 takes g 6 queen d 6 takes h 2 -queen d 6 takes h 6 queen d 7 takes a 4 -queen d 7 takes a 7 queen d 7 takes b 5 queen d 7 takes b 7 queen d 7 takes c 6 queen d 7 takes c 7 queen d 7 takes c 8 -queen d 7 takes d 1 -queen d 7 takes d 2 queen d 7 takes d 3 queen d 7 takes d 4 queen d 7 takes d 5 queen d 7 takes d 6 -queen d 7 takes d 8 queen d 7 takes e 6 queen d 7 takes e 7 queen d 7 takes e 8 @@ -11895,16 +9524,11 @@ queen d 7 takes f 7 queen d 7 takes g 4 queen d 7 takes g 7 queen d 7 takes h 3 -queen d 7 takes h 7 queen d 8 takes a 5 -queen d 8 takes a 8 queen d 8 takes b 6 queen d 8 takes b 8 queen d 8 takes c 7 queen d 8 takes c 8 -queen d 8 takes d 1 -queen d 8 takes d 2 -queen d 8 takes d 3 queen d 8 takes d 4 queen d 8 takes d 5 queen d 8 takes d 6 @@ -11916,9 +9540,7 @@ queen d 8 takes f 8 queen d 8 takes g 5 queen d 8 takes g 8 queen d 8 takes h 4 -queen d 8 takes h 8 queen d takes queen -queen e 1 takes a 1 queen e 1 takes a 5 queen e 1 takes b 1 queen e 1 takes b 4 @@ -11930,16 +9552,11 @@ queen e 1 takes e 2 queen e 1 takes e 3 queen e 1 takes e 4 queen e 1 takes e 5 -queen e 1 takes e 6 -queen e 1 takes e 7 -queen e 1 takes e 8 queen e 1 takes f 1 queen e 1 takes f 2 queen e 1 takes g 1 queen e 1 takes g 3 -queen e 1 takes h 1 queen e 1 takes h 4 -queen e 2 takes a 2 queen e 2 takes a 6 queen e 2 takes b 2 queen e 2 takes b 5 @@ -11948,21 +9565,16 @@ queen e 2 takes c 4 queen e 2 takes d 1 queen e 2 takes d 2 queen e 2 takes d 3 -queen e 2 takes e 1 queen e 2 takes e 3 queen e 2 takes e 4 queen e 2 takes e 5 queen e 2 takes e 6 -queen e 2 takes e 7 -queen e 2 takes e 8 queen e 2 takes f 1 queen e 2 takes f 2 queen e 2 takes f 3 queen e 2 takes g 2 queen e 2 takes g 4 -queen e 2 takes h 2 queen e 2 takes h 5 -queen e 3 takes a 3 queen e 3 takes a 7 queen e 3 takes b 3 queen e 3 takes b 6 @@ -11972,22 +9584,18 @@ queen e 3 takes c 5 queen e 3 takes d 2 queen e 3 takes d 3 queen e 3 takes d 4 -queen e 3 takes e 1 queen e 3 takes e 2 queen e 3 takes e 4 queen e 3 takes e 5 queen e 3 takes e 6 queen e 3 takes e 7 -queen e 3 takes e 8 queen e 3 takes f 2 queen e 3 takes f 3 queen e 3 takes f 4 queen e 3 takes g 1 queen e 3 takes g 3 queen e 3 takes g 5 -queen e 3 takes h 3 queen e 3 takes h 6 -queen e 4 takes a 4 queen e 4 takes a 8 queen e 4 takes b 1 queen e 4 takes b 4 @@ -11998,13 +9606,11 @@ queen e 4 takes c 6 queen e 4 takes d 3 queen e 4 takes d 4 queen e 4 takes d 5 -queen e 4 takes e 1 queen e 4 takes e 2 queen e 4 takes e 3 queen e 4 takes e 5 queen e 4 takes e 6 queen e 4 takes e 7 -queen e 4 takes e 8 queen e 4 takes f 3 queen e 4 takes f 4 queen e 4 takes f 5 @@ -12012,10 +9618,8 @@ queen e 4 takes g 2 queen e 4 takes g 4 queen e 4 takes g 6 queen e 4 takes h 1 -queen e 4 takes h 4 queen e 4 takes h 7 queen e 5 takes a 1 -queen e 5 takes a 5 queen e 5 takes b 2 queen e 5 takes b 5 queen e 5 takes b 8 @@ -12025,13 +9629,11 @@ queen e 5 takes c 7 queen e 5 takes d 4 queen e 5 takes d 5 queen e 5 takes d 6 -queen e 5 takes e 1 queen e 5 takes e 2 queen e 5 takes e 3 queen e 5 takes e 4 queen e 5 takes e 6 queen e 5 takes e 7 -queen e 5 takes e 8 queen e 5 takes f 4 queen e 5 takes f 5 queen e 5 takes f 6 @@ -12039,10 +9641,8 @@ queen e 5 takes g 3 queen e 5 takes g 5 queen e 5 takes g 7 queen e 5 takes h 2 -queen e 5 takes h 5 queen e 5 takes h 8 queen e 6 takes a 2 -queen e 6 takes a 6 queen e 6 takes b 3 queen e 6 takes b 6 queen e 6 takes c 4 @@ -12051,13 +9651,11 @@ queen e 6 takes c 8 queen e 6 takes d 5 queen e 6 takes d 6 queen e 6 takes d 7 -queen e 6 takes e 1 queen e 6 takes e 2 queen e 6 takes e 3 queen e 6 takes e 4 queen e 6 takes e 5 queen e 6 takes e 7 -queen e 6 takes e 8 queen e 6 takes f 5 queen e 6 takes f 6 queen e 6 takes f 7 @@ -12065,9 +9663,7 @@ queen e 6 takes g 4 queen e 6 takes g 6 queen e 6 takes g 8 queen e 6 takes h 3 -queen e 6 takes h 6 queen e 7 takes a 3 -queen e 7 takes a 7 queen e 7 takes b 4 queen e 7 takes b 7 queen e 7 takes c 5 @@ -12075,31 +9671,23 @@ queen e 7 takes c 7 queen e 7 takes d 6 queen e 7 takes d 7 queen e 7 takes d 8 -queen e 7 takes e 1 -queen e 7 takes e 2 queen e 7 takes e 3 queen e 7 takes e 4 queen e 7 takes e 5 queen e 7 takes e 6 -queen e 7 takes e 8 queen e 7 takes f 6 queen e 7 takes f 7 queen e 7 takes f 8 queen e 7 takes g 5 queen e 7 takes g 7 queen e 7 takes h 4 -queen e 7 takes h 7 queen e 8 takes a 4 -queen e 8 takes a 8 queen e 8 takes b 5 queen e 8 takes b 8 queen e 8 takes c 6 queen e 8 takes c 8 queen e 8 takes d 7 queen e 8 takes d 8 -queen e 8 takes e 1 -queen e 8 takes e 2 -queen e 8 takes e 3 queen e 8 takes e 4 queen e 8 takes e 5 queen e 8 takes e 6 @@ -12109,9 +9697,7 @@ queen e 8 takes f 8 queen e 8 takes g 6 queen e 8 takes g 8 queen e 8 takes h 5 -queen e 8 takes h 8 queen e takes queen -queen f 1 takes a 1 queen f 1 takes a 6 queen f 1 takes b 1 queen f 1 takes b 5 @@ -12126,13 +9712,9 @@ queen f 1 takes f 3 queen f 1 takes f 4 queen f 1 takes f 5 queen f 1 takes f 6 -queen f 1 takes f 7 -queen f 1 takes f 8 queen f 1 takes g 1 queen f 1 takes g 2 -queen f 1 takes h 1 queen f 1 takes h 3 -queen f 2 takes a 2 queen f 2 takes a 7 queen f 2 takes b 2 queen f 2 takes b 6 @@ -12143,19 +9725,15 @@ queen f 2 takes d 4 queen f 2 takes e 1 queen f 2 takes e 2 queen f 2 takes e 3 -queen f 2 takes f 1 queen f 2 takes f 3 queen f 2 takes f 4 queen f 2 takes f 5 queen f 2 takes f 6 queen f 2 takes f 7 -queen f 2 takes f 8 queen f 2 takes g 1 queen f 2 takes g 2 queen f 2 takes g 3 -queen f 2 takes h 2 queen f 2 takes h 4 -queen f 3 takes a 3 queen f 3 takes a 8 queen f 3 takes b 3 queen f 3 takes b 7 @@ -12167,20 +9745,16 @@ queen f 3 takes d 5 queen f 3 takes e 2 queen f 3 takes e 3 queen f 3 takes e 4 -queen f 3 takes f 1 queen f 3 takes f 2 queen f 3 takes f 4 queen f 3 takes f 5 queen f 3 takes f 6 queen f 3 takes f 7 -queen f 3 takes f 8 queen f 3 takes g 2 queen f 3 takes g 3 queen f 3 takes g 4 queen f 3 takes h 1 -queen f 3 takes h 3 queen f 3 takes h 5 -queen f 4 takes a 4 queen f 4 takes b 4 queen f 4 takes b 8 queen f 4 takes c 1 @@ -12192,20 +9766,16 @@ queen f 4 takes d 6 queen f 4 takes e 3 queen f 4 takes e 4 queen f 4 takes e 5 -queen f 4 takes f 1 queen f 4 takes f 2 queen f 4 takes f 3 queen f 4 takes f 5 queen f 4 takes f 6 queen f 4 takes f 7 -queen f 4 takes f 8 queen f 4 takes g 3 queen f 4 takes g 4 queen f 4 takes g 5 queen f 4 takes h 2 -queen f 4 takes h 4 queen f 4 takes h 6 -queen f 5 takes a 5 queen f 5 takes b 1 queen f 5 takes b 5 queen f 5 takes c 2 @@ -12217,21 +9787,17 @@ queen f 5 takes d 7 queen f 5 takes e 4 queen f 5 takes e 5 queen f 5 takes e 6 -queen f 5 takes f 1 queen f 5 takes f 2 queen f 5 takes f 3 queen f 5 takes f 4 queen f 5 takes f 6 queen f 5 takes f 7 -queen f 5 takes f 8 queen f 5 takes g 4 queen f 5 takes g 5 queen f 5 takes g 6 queen f 5 takes h 3 -queen f 5 takes h 5 queen f 5 takes h 7 queen f 6 takes a 1 -queen f 6 takes a 6 queen f 6 takes b 2 queen f 6 takes b 6 queen f 6 takes c 3 @@ -12242,21 +9808,17 @@ queen f 6 takes d 8 queen f 6 takes e 5 queen f 6 takes e 6 queen f 6 takes e 7 -queen f 6 takes f 1 queen f 6 takes f 2 queen f 6 takes f 3 queen f 6 takes f 4 queen f 6 takes f 5 queen f 6 takes f 7 -queen f 6 takes f 8 queen f 6 takes g 5 queen f 6 takes g 6 queen f 6 takes g 7 queen f 6 takes h 4 -queen f 6 takes h 6 queen f 6 takes h 8 queen f 7 takes a 2 -queen f 7 takes a 7 queen f 7 takes b 3 queen f 7 takes b 7 queen f 7 takes c 4 @@ -12266,20 +9828,16 @@ queen f 7 takes d 7 queen f 7 takes e 6 queen f 7 takes e 7 queen f 7 takes e 8 -queen f 7 takes f 1 queen f 7 takes f 2 queen f 7 takes f 3 queen f 7 takes f 4 queen f 7 takes f 5 queen f 7 takes f 6 -queen f 7 takes f 8 queen f 7 takes g 6 queen f 7 takes g 7 queen f 7 takes g 8 queen f 7 takes h 5 -queen f 7 takes h 7 queen f 8 takes a 3 -queen f 8 takes a 8 queen f 8 takes b 4 queen f 8 takes b 8 queen f 8 takes c 5 @@ -12288,8 +9846,6 @@ queen f 8 takes d 6 queen f 8 takes d 8 queen f 8 takes e 7 queen f 8 takes e 8 -queen f 8 takes f 1 -queen f 8 takes f 2 queen f 8 takes f 3 queen f 8 takes f 4 queen f 8 takes f 5 @@ -12298,9 +9854,7 @@ queen f 8 takes f 7 queen f 8 takes g 7 queen f 8 takes g 8 queen f 8 takes h 6 -queen f 8 takes h 8 queen f takes queen -queen g 1 takes a 1 queen g 1 takes a 7 queen g 1 takes b 1 queen g 1 takes b 6 @@ -12318,10 +9872,7 @@ queen g 1 takes g 4 queen g 1 takes g 5 queen g 1 takes g 6 queen g 1 takes g 7 -queen g 1 takes g 8 -queen g 1 takes h 1 queen g 1 takes h 2 -queen g 2 takes a 2 queen g 2 takes a 8 queen g 2 takes b 2 queen g 2 takes b 7 @@ -12334,17 +9885,13 @@ queen g 2 takes e 4 queen g 2 takes f 1 queen g 2 takes f 2 queen g 2 takes f 3 -queen g 2 takes g 1 queen g 2 takes g 3 queen g 2 takes g 4 queen g 2 takes g 5 queen g 2 takes g 6 queen g 2 takes g 7 -queen g 2 takes g 8 queen g 2 takes h 1 -queen g 2 takes h 2 queen g 2 takes h 3 -queen g 3 takes a 3 queen g 3 takes b 3 queen g 3 takes b 8 queen g 3 takes c 3 @@ -12357,18 +9904,13 @@ queen g 3 takes e 5 queen g 3 takes f 2 queen g 3 takes f 3 queen g 3 takes f 4 -queen g 3 takes g 1 queen g 3 takes g 2 queen g 3 takes g 4 queen g 3 takes g 5 queen g 3 takes g 6 queen g 3 takes g 7 -queen g 3 takes g 8 queen g 3 takes h 2 -queen g 3 takes h 3 queen g 3 takes h 4 -queen g 4 takes a 4 -queen g 4 takes b 4 queen g 4 takes c 4 queen g 4 takes c 8 queen g 4 takes d 1 @@ -12380,18 +9922,13 @@ queen g 4 takes e 6 queen g 4 takes f 3 queen g 4 takes f 4 queen g 4 takes f 5 -queen g 4 takes g 1 queen g 4 takes g 2 queen g 4 takes g 3 queen g 4 takes g 5 queen g 4 takes g 6 queen g 4 takes g 7 -queen g 4 takes g 8 queen g 4 takes h 3 -queen g 4 takes h 4 queen g 4 takes h 5 -queen g 5 takes a 5 -queen g 5 takes b 5 queen g 5 takes c 1 queen g 5 takes c 5 queen g 5 takes d 2 @@ -12403,17 +9940,13 @@ queen g 5 takes e 7 queen g 5 takes f 4 queen g 5 takes f 5 queen g 5 takes f 6 -queen g 5 takes g 1 queen g 5 takes g 2 queen g 5 takes g 3 queen g 5 takes g 4 queen g 5 takes g 6 queen g 5 takes g 7 -queen g 5 takes g 8 queen g 5 takes h 4 -queen g 5 takes h 5 queen g 5 takes h 6 -queen g 6 takes a 6 queen g 6 takes b 1 queen g 6 takes b 6 queen g 6 takes c 2 @@ -12426,18 +9959,14 @@ queen g 6 takes e 8 queen g 6 takes f 5 queen g 6 takes f 6 queen g 6 takes f 7 -queen g 6 takes g 1 queen g 6 takes g 2 queen g 6 takes g 3 queen g 6 takes g 4 queen g 6 takes g 5 queen g 6 takes g 7 -queen g 6 takes g 8 queen g 6 takes h 5 -queen g 6 takes h 6 queen g 6 takes h 7 queen g 7 takes a 1 -queen g 7 takes a 7 queen g 7 takes b 2 queen g 7 takes b 7 queen g 7 takes c 3 @@ -12449,18 +9978,14 @@ queen g 7 takes e 7 queen g 7 takes f 6 queen g 7 takes f 7 queen g 7 takes f 8 -queen g 7 takes g 1 queen g 7 takes g 2 queen g 7 takes g 3 queen g 7 takes g 4 queen g 7 takes g 5 queen g 7 takes g 6 -queen g 7 takes g 8 queen g 7 takes h 6 -queen g 7 takes h 7 queen g 7 takes h 8 queen g 8 takes a 2 -queen g 8 takes a 8 queen g 8 takes b 3 queen g 8 takes b 8 queen g 8 takes c 4 @@ -12471,7 +9996,6 @@ queen g 8 takes e 6 queen g 8 takes e 8 queen g 8 takes f 7 queen g 8 takes f 8 -queen g 8 takes g 1 queen g 8 takes g 2 queen g 8 takes g 3 queen g 8 takes g 4 @@ -12479,9 +10003,7 @@ queen g 8 takes g 5 queen g 8 takes g 6 queen g 8 takes g 7 queen g 8 takes h 7 -queen g 8 takes h 8 queen g takes queen -queen h 1 takes a 1 queen h 1 takes a 8 queen h 1 takes b 1 queen h 1 takes b 7 @@ -12501,8 +10023,6 @@ queen h 1 takes h 4 queen h 1 takes h 5 queen h 1 takes h 6 queen h 1 takes h 7 -queen h 1 takes h 8 -queen h 2 takes a 2 queen h 2 takes b 2 queen h 2 takes b 8 queen h 2 takes c 2 @@ -12516,15 +10036,11 @@ queen h 2 takes f 4 queen h 2 takes g 1 queen h 2 takes g 2 queen h 2 takes g 3 -queen h 2 takes h 1 queen h 2 takes h 3 queen h 2 takes h 4 queen h 2 takes h 5 queen h 2 takes h 6 queen h 2 takes h 7 -queen h 2 takes h 8 -queen h 3 takes a 3 -queen h 3 takes b 3 queen h 3 takes c 3 queen h 3 takes c 8 queen h 3 takes d 3 @@ -12537,16 +10053,11 @@ queen h 3 takes f 5 queen h 3 takes g 2 queen h 3 takes g 3 queen h 3 takes g 4 -queen h 3 takes h 1 queen h 3 takes h 2 queen h 3 takes h 4 queen h 3 takes h 5 queen h 3 takes h 6 queen h 3 takes h 7 -queen h 3 takes h 8 -queen h 4 takes a 4 -queen h 4 takes b 4 -queen h 4 takes c 4 queen h 4 takes d 4 queen h 4 takes d 8 queen h 4 takes e 1 @@ -12558,16 +10069,11 @@ queen h 4 takes f 6 queen h 4 takes g 3 queen h 4 takes g 4 queen h 4 takes g 5 -queen h 4 takes h 1 queen h 4 takes h 2 queen h 4 takes h 3 queen h 4 takes h 5 queen h 4 takes h 6 queen h 4 takes h 7 -queen h 4 takes h 8 -queen h 5 takes a 5 -queen h 5 takes b 5 -queen h 5 takes c 5 queen h 5 takes d 1 queen h 5 takes d 5 queen h 5 takes e 2 @@ -12579,15 +10085,11 @@ queen h 5 takes f 7 queen h 5 takes g 4 queen h 5 takes g 5 queen h 5 takes g 6 -queen h 5 takes h 1 queen h 5 takes h 2 queen h 5 takes h 3 queen h 5 takes h 4 queen h 5 takes h 6 queen h 5 takes h 7 -queen h 5 takes h 8 -queen h 6 takes a 6 -queen h 6 takes b 6 queen h 6 takes c 1 queen h 6 takes c 6 queen h 6 takes d 2 @@ -12600,14 +10102,11 @@ queen h 6 takes f 8 queen h 6 takes g 5 queen h 6 takes g 6 queen h 6 takes g 7 -queen h 6 takes h 1 queen h 6 takes h 2 queen h 6 takes h 3 queen h 6 takes h 4 queen h 6 takes h 5 queen h 6 takes h 7 -queen h 6 takes h 8 -queen h 7 takes a 7 queen h 7 takes b 1 queen h 7 takes b 7 queen h 7 takes c 2 @@ -12621,15 +10120,12 @@ queen h 7 takes f 7 queen h 7 takes g 6 queen h 7 takes g 7 queen h 7 takes g 8 -queen h 7 takes h 1 queen h 7 takes h 2 queen h 7 takes h 3 queen h 7 takes h 4 queen h 7 takes h 5 queen h 7 takes h 6 -queen h 7 takes h 8 queen h 8 takes a 1 -queen h 8 takes a 8 queen h 8 takes b 2 queen h 8 takes b 8 queen h 8 takes c 3 @@ -12642,7 +10138,6 @@ queen h 8 takes f 6 queen h 8 takes f 8 queen h 8 takes g 7 queen h 8 takes g 8 -queen h 8 takes h 1 queen h 8 takes h 2 queen h 8 takes h 3 queen h 8 takes h 4 @@ -12666,148 +10161,20 @@ rook 7 takes bishop rook 7 takes knight rook 8 takes bishop rook 8 takes knight -rook a 1 takes pawn -rook a 1 takes rook -rook a 2 takes pawn -rook a 2 takes rook -rook a 3 takes pawn -rook a 3 takes rook -rook a 4 takes pawn -rook a 4 takes rook -rook a 5 takes pawn -rook a 5 takes rook -rook a 6 takes pawn -rook a 6 takes rook -rook a 7 takes pawn -rook a 7 takes rook -rook a 8 takes pawn -rook a 8 takes rook rook a takes bishop rook a takes knight -rook b 1 takes pawn -rook b 1 takes rook -rook b 2 takes pawn -rook b 2 takes rook -rook b 3 takes pawn -rook b 3 takes rook -rook b 4 takes pawn -rook b 4 takes rook -rook b 5 takes pawn -rook b 5 takes rook -rook b 6 takes pawn -rook b 6 takes rook -rook b 7 takes pawn -rook b 7 takes rook -rook b 8 takes pawn -rook b 8 takes rook rook b takes bishop rook b takes knight -rook c 1 takes pawn -rook c 1 takes rook -rook c 2 takes pawn -rook c 2 takes rook -rook c 3 takes pawn -rook c 3 takes rook -rook c 4 takes pawn -rook c 4 takes rook -rook c 5 takes pawn -rook c 5 takes rook -rook c 6 takes pawn -rook c 6 takes rook -rook c 7 takes pawn -rook c 7 takes rook -rook c 8 takes pawn -rook c 8 takes rook rook c takes bishop rook c takes knight -rook d 1 takes pawn -rook d 1 takes rook -rook d 2 takes pawn -rook d 2 takes rook -rook d 3 takes pawn -rook d 3 takes rook -rook d 4 takes pawn -rook d 4 takes rook -rook d 5 takes pawn -rook d 5 takes rook -rook d 6 takes pawn -rook d 6 takes rook -rook d 7 takes pawn -rook d 7 takes rook -rook d 8 takes pawn -rook d 8 takes rook rook d takes bishop rook d takes knight -rook e 1 takes pawn -rook e 1 takes rook -rook e 2 takes pawn -rook e 2 takes rook -rook e 3 takes pawn -rook e 3 takes rook -rook e 4 takes pawn -rook e 4 takes rook -rook e 5 takes pawn -rook e 5 takes rook -rook e 6 takes pawn -rook e 6 takes rook -rook e 7 takes pawn -rook e 7 takes rook -rook e 8 takes pawn -rook e 8 takes rook rook e takes bishop rook e takes knight -rook f 1 takes pawn -rook f 1 takes rook -rook f 2 takes pawn -rook f 2 takes rook -rook f 3 takes pawn -rook f 3 takes rook -rook f 4 takes pawn -rook f 4 takes rook -rook f 5 takes pawn -rook f 5 takes rook -rook f 6 takes pawn -rook f 6 takes rook -rook f 7 takes pawn -rook f 7 takes rook -rook f 8 takes pawn -rook f 8 takes rook rook f takes bishop rook f takes knight -rook g 1 takes pawn -rook g 1 takes rook -rook g 2 takes pawn -rook g 2 takes rook -rook g 3 takes pawn -rook g 3 takes rook -rook g 4 takes pawn -rook g 4 takes rook -rook g 5 takes pawn -rook g 5 takes rook -rook g 6 takes pawn -rook g 6 takes rook -rook g 7 takes pawn -rook g 7 takes rook -rook g 8 takes pawn -rook g 8 takes rook rook g takes bishop rook g takes knight -rook h 1 takes pawn -rook h 1 takes rook -rook h 2 takes pawn -rook h 2 takes rook -rook h 3 takes pawn -rook h 3 takes rook -rook h 4 takes pawn -rook h 4 takes rook -rook h 5 takes pawn -rook h 5 takes rook -rook h 6 takes pawn -rook h 6 takes rook -rook h 7 takes pawn -rook h 7 takes rook -rook h 8 takes pawn -rook h 8 takes rook rook h takes bishop rook h takes knight takes bishop bishop @@ -12833,371 +10200,231 @@ bishop 8 takes queen bishop a 1 takes b 2 bishop a 1 takes c 3 bishop a 1 takes d 4 -bishop a 1 takes e 5 -bishop a 1 takes f 6 -bishop a 1 takes g 7 bishop a 2 takes b 3 bishop a 2 takes c 4 bishop a 2 takes d 5 -bishop a 2 takes e 6 -bishop a 2 takes f 7 bishop a 3 takes b 2 bishop a 3 takes b 4 bishop a 3 takes c 5 -bishop a 3 takes d 6 -bishop a 3 takes e 7 bishop a 4 takes b 3 bishop a 4 takes b 5 -bishop a 4 takes c 2 bishop a 4 takes c 6 -bishop a 4 takes d 7 bishop a 5 takes b 4 bishop a 5 takes b 6 bishop a 5 takes c 3 -bishop a 5 takes c 7 -bishop a 5 takes d 2 bishop a 6 takes b 5 bishop a 6 takes b 7 bishop a 6 takes c 4 -bishop a 6 takes d 3 -bishop a 6 takes e 2 bishop a 7 takes b 6 bishop a 7 takes c 5 bishop a 7 takes d 4 -bishop a 7 takes e 3 -bishop a 7 takes f 2 bishop a 8 takes b 7 bishop a 8 takes c 6 bishop a 8 takes d 5 -bishop a 8 takes e 4 -bishop a 8 takes f 3 -bishop a 8 takes g 2 bishop a takes queen bishop b 1 takes c 2 bishop b 1 takes d 3 bishop b 1 takes e 4 -bishop b 1 takes f 5 -bishop b 1 takes g 6 bishop b 2 takes c 3 bishop b 2 takes d 4 bishop b 2 takes e 5 -bishop b 2 takes f 6 -bishop b 2 takes g 7 bishop b 3 takes c 2 bishop b 3 takes c 4 bishop b 3 takes d 5 -bishop b 3 takes e 6 -bishop b 3 takes f 7 bishop b 4 takes c 3 bishop b 4 takes c 5 -bishop b 4 takes d 2 bishop b 4 takes d 6 -bishop b 4 takes e 7 bishop b 5 takes c 4 bishop b 5 takes c 6 bishop b 5 takes d 3 -bishop b 5 takes d 7 -bishop b 5 takes e 2 bishop b 6 takes c 5 bishop b 6 takes c 7 bishop b 6 takes d 4 -bishop b 6 takes e 3 -bishop b 6 takes f 2 bishop b 7 takes c 6 bishop b 7 takes d 5 bishop b 7 takes e 4 -bishop b 7 takes f 3 -bishop b 7 takes g 2 bishop b 8 takes c 7 bishop b 8 takes d 6 bishop b 8 takes e 5 -bishop b 8 takes f 4 -bishop b 8 takes g 3 bishop b takes queen bishop c 1 takes b 2 bishop c 1 takes d 2 bishop c 1 takes e 3 -bishop c 1 takes f 4 -bishop c 1 takes g 5 bishop c 2 takes b 3 bishop c 2 takes d 3 bishop c 2 takes e 4 -bishop c 2 takes f 5 -bishop c 2 takes g 6 bishop c 3 takes b 2 bishop c 3 takes b 4 bishop c 3 takes d 2 bishop c 3 takes d 4 bishop c 3 takes e 5 -bishop c 3 takes f 6 -bishop c 3 takes g 7 bishop c 4 takes b 3 bishop c 4 takes b 5 bishop c 4 takes d 3 bishop c 4 takes d 5 -bishop c 4 takes e 2 bishop c 4 takes e 6 -bishop c 4 takes f 7 bishop c 5 takes b 4 bishop c 5 takes b 6 bishop c 5 takes d 4 bishop c 5 takes d 6 bishop c 5 takes e 3 -bishop c 5 takes e 7 -bishop c 5 takes f 2 bishop c 6 takes b 5 bishop c 6 takes b 7 bishop c 6 takes d 5 bishop c 6 takes d 7 bishop c 6 takes e 4 -bishop c 6 takes f 3 -bishop c 6 takes g 2 bishop c 7 takes b 6 bishop c 7 takes d 6 bishop c 7 takes e 5 -bishop c 7 takes f 4 -bishop c 7 takes g 3 bishop c 8 takes b 7 bishop c 8 takes d 7 bishop c 8 takes e 6 -bishop c 8 takes f 5 -bishop c 8 takes g 4 bishop c takes queen -bishop d 1 takes b 3 bishop d 1 takes c 2 bishop d 1 takes e 2 bishop d 1 takes f 3 -bishop d 1 takes g 4 -bishop d 2 takes b 4 bishop d 2 takes c 3 bishop d 2 takes e 3 bishop d 2 takes f 4 -bishop d 2 takes g 5 -bishop d 3 takes b 5 bishop d 3 takes c 2 bishop d 3 takes c 4 bishop d 3 takes e 2 bishop d 3 takes e 4 bishop d 3 takes f 5 -bishop d 3 takes g 6 -bishop d 4 takes b 2 -bishop d 4 takes b 6 bishop d 4 takes c 3 bishop d 4 takes c 5 bishop d 4 takes e 3 bishop d 4 takes e 5 -bishop d 4 takes f 2 bishop d 4 takes f 6 -bishop d 4 takes g 7 -bishop d 5 takes b 3 -bishop d 5 takes b 7 bishop d 5 takes c 4 bishop d 5 takes c 6 bishop d 5 takes e 4 bishop d 5 takes e 6 bishop d 5 takes f 3 -bishop d 5 takes f 7 -bishop d 5 takes g 2 -bishop d 6 takes b 4 bishop d 6 takes c 5 bishop d 6 takes c 7 bishop d 6 takes e 5 bishop d 6 takes e 7 bishop d 6 takes f 4 -bishop d 6 takes g 3 -bishop d 7 takes b 5 bishop d 7 takes c 6 bishop d 7 takes e 6 bishop d 7 takes f 5 -bishop d 7 takes g 4 -bishop d 8 takes b 6 bishop d 8 takes c 7 bishop d 8 takes e 7 bishop d 8 takes f 6 -bishop d 8 takes g 5 bishop d takes queen -bishop e 1 takes b 4 bishop e 1 takes c 3 bishop e 1 takes d 2 bishop e 1 takes f 2 -bishop e 1 takes g 3 -bishop e 2 takes b 5 bishop e 2 takes c 4 bishop e 2 takes d 3 bishop e 2 takes f 3 -bishop e 2 takes g 4 -bishop e 3 takes b 6 bishop e 3 takes c 5 bishop e 3 takes d 2 bishop e 3 takes d 4 bishop e 3 takes f 2 bishop e 3 takes f 4 -bishop e 3 takes g 5 -bishop e 4 takes b 7 -bishop e 4 takes c 2 bishop e 4 takes c 6 bishop e 4 takes d 3 bishop e 4 takes d 5 bishop e 4 takes f 3 bishop e 4 takes f 5 -bishop e 4 takes g 2 -bishop e 4 takes g 6 -bishop e 5 takes b 2 bishop e 5 takes c 3 -bishop e 5 takes c 7 bishop e 5 takes d 4 bishop e 5 takes d 6 bishop e 5 takes f 4 bishop e 5 takes f 6 -bishop e 5 takes g 3 -bishop e 5 takes g 7 -bishop e 6 takes b 3 bishop e 6 takes c 4 bishop e 6 takes d 5 bishop e 6 takes d 7 bishop e 6 takes f 5 bishop e 6 takes f 7 -bishop e 6 takes g 4 -bishop e 7 takes b 4 bishop e 7 takes c 5 bishop e 7 takes d 6 bishop e 7 takes f 6 -bishop e 7 takes g 5 -bishop e 8 takes b 5 bishop e 8 takes c 6 bishop e 8 takes d 7 bishop e 8 takes f 7 -bishop e 8 takes g 6 bishop e takes queen -bishop f 1 takes b 5 -bishop f 1 takes c 4 bishop f 1 takes d 3 bishop f 1 takes e 2 bishop f 1 takes g 2 -bishop f 2 takes b 6 -bishop f 2 takes c 5 bishop f 2 takes d 4 bishop f 2 takes e 3 bishop f 2 takes g 3 -bishop f 3 takes b 7 -bishop f 3 takes c 6 bishop f 3 takes d 5 bishop f 3 takes e 2 bishop f 3 takes e 4 bishop f 3 takes g 2 bishop f 3 takes g 4 -bishop f 4 takes c 7 -bishop f 4 takes d 2 bishop f 4 takes d 6 bishop f 4 takes e 3 bishop f 4 takes e 5 bishop f 4 takes g 3 bishop f 4 takes g 5 -bishop f 5 takes c 2 bishop f 5 takes d 3 -bishop f 5 takes d 7 bishop f 5 takes e 4 bishop f 5 takes e 6 bishop f 5 takes g 4 bishop f 5 takes g 6 -bishop f 6 takes b 2 -bishop f 6 takes c 3 bishop f 6 takes d 4 bishop f 6 takes e 5 bishop f 6 takes e 7 bishop f 6 takes g 5 bishop f 6 takes g 7 -bishop f 7 takes b 3 -bishop f 7 takes c 4 bishop f 7 takes d 5 bishop f 7 takes e 6 bishop f 7 takes g 6 -bishop f 8 takes b 4 -bishop f 8 takes c 5 bishop f 8 takes d 6 bishop f 8 takes e 7 bishop f 8 takes g 7 bishop f takes queen -bishop g 1 takes b 6 -bishop g 1 takes c 5 bishop g 1 takes d 4 bishop g 1 takes e 3 bishop g 1 takes f 2 -bishop g 2 takes b 7 -bishop g 2 takes c 6 bishop g 2 takes d 5 bishop g 2 takes e 4 bishop g 2 takes f 3 -bishop g 3 takes c 7 -bishop g 3 takes d 6 bishop g 3 takes e 5 bishop g 3 takes f 2 bishop g 3 takes f 4 -bishop g 4 takes d 7 -bishop g 4 takes e 2 bishop g 4 takes e 6 bishop g 4 takes f 3 bishop g 4 takes f 5 -bishop g 5 takes d 2 bishop g 5 takes e 3 -bishop g 5 takes e 7 bishop g 5 takes f 4 bishop g 5 takes f 6 -bishop g 6 takes c 2 -bishop g 6 takes d 3 bishop g 6 takes e 4 bishop g 6 takes f 5 bishop g 6 takes f 7 -bishop g 7 takes b 2 -bishop g 7 takes c 3 bishop g 7 takes d 4 bishop g 7 takes e 5 bishop g 7 takes f 6 -bishop g 8 takes b 3 -bishop g 8 takes c 4 bishop g 8 takes d 5 bishop g 8 takes e 6 bishop g 8 takes f 7 bishop g takes queen -bishop h 1 takes b 7 -bishop h 1 takes c 6 -bishop h 1 takes d 5 bishop h 1 takes e 4 bishop h 1 takes f 3 bishop h 1 takes g 2 -bishop h 2 takes c 7 -bishop h 2 takes d 6 bishop h 2 takes e 5 bishop h 2 takes f 4 bishop h 2 takes g 3 -bishop h 3 takes d 7 -bishop h 3 takes e 6 bishop h 3 takes f 5 bishop h 3 takes g 2 bishop h 3 takes g 4 -bishop h 4 takes e 7 -bishop h 4 takes f 2 bishop h 4 takes f 6 bishop h 4 takes g 3 bishop h 4 takes g 5 -bishop h 5 takes e 2 bishop h 5 takes f 3 -bishop h 5 takes f 7 bishop h 5 takes g 4 bishop h 5 takes g 6 -bishop h 6 takes d 2 -bishop h 6 takes e 3 bishop h 6 takes f 4 bishop h 6 takes g 5 bishop h 6 takes g 7 -bishop h 7 takes c 2 -bishop h 7 takes d 3 bishop h 7 takes e 4 bishop h 7 takes f 5 bishop h 7 takes g 6 -bishop h 8 takes b 2 -bishop h 8 takes c 3 -bishop h 8 takes d 4 bishop h 8 takes e 5 bishop h 8 takes f 6 bishop h 8 takes g 7 @@ -13241,12 +10468,10 @@ knight a 2 takes c 3 knight a 3 takes b 5 knight a 3 takes c 2 knight a 3 takes c 4 -knight a 4 takes b 2 knight a 4 takes b 6 knight a 4 takes c 3 knight a 4 takes c 5 knight a 5 takes b 3 -knight a 5 takes b 7 knight a 5 takes c 4 knight a 5 takes c 6 knight a 6 takes b 4 @@ -13257,125 +10482,81 @@ knight a 7 takes c 6 knight a 8 takes b 6 knight a 8 takes c 7 knight a takes queen -knight b 1 takes a 3 knight b 1 takes c 3 knight b 1 takes d 2 -knight b 2 takes a 4 knight b 2 takes c 4 knight b 2 takes d 3 -knight b 3 takes a 5 knight b 3 takes c 5 knight b 3 takes d 2 knight b 3 takes d 4 -knight b 4 takes a 2 -knight b 4 takes a 6 -knight b 4 takes c 2 knight b 4 takes c 6 knight b 4 takes d 3 knight b 4 takes d 5 -knight b 5 takes a 3 -knight b 5 takes a 7 knight b 5 takes c 3 -knight b 5 takes c 7 knight b 5 takes d 4 knight b 5 takes d 6 -knight b 6 takes a 4 knight b 6 takes c 4 knight b 6 takes d 5 knight b 6 takes d 7 -knight b 7 takes a 5 knight b 7 takes c 5 knight b 7 takes d 6 -knight b 8 takes a 6 knight b 8 takes c 6 knight b 8 takes d 7 knight b takes queen -knight c 1 takes a 2 knight c 1 takes b 3 knight c 1 takes d 3 knight c 1 takes e 2 -knight c 2 takes a 3 knight c 2 takes b 4 knight c 2 takes d 4 knight c 2 takes e 3 -knight c 3 takes a 2 -knight c 3 takes a 4 knight c 3 takes b 5 knight c 3 takes d 5 knight c 3 takes e 2 knight c 3 takes e 4 -knight c 4 takes a 3 -knight c 4 takes a 5 -knight c 4 takes b 2 knight c 4 takes b 6 -knight c 4 takes d 2 knight c 4 takes d 6 knight c 4 takes e 3 knight c 4 takes e 5 -knight c 5 takes a 4 -knight c 5 takes a 6 knight c 5 takes b 3 -knight c 5 takes b 7 knight c 5 takes d 3 -knight c 5 takes d 7 knight c 5 takes e 4 knight c 5 takes e 6 -knight c 6 takes a 5 -knight c 6 takes a 7 knight c 6 takes b 4 knight c 6 takes d 4 knight c 6 takes e 5 knight c 6 takes e 7 -knight c 7 takes a 6 knight c 7 takes b 5 knight c 7 takes d 5 knight c 7 takes e 6 -knight c 8 takes a 7 knight c 8 takes b 6 knight c 8 takes d 6 knight c 8 takes e 7 knight c takes queen -knight d 1 takes b 2 knight d 1 takes c 3 knight d 1 takes e 3 knight d 1 takes f 2 -knight d 2 takes b 3 knight d 2 takes c 4 knight d 2 takes e 4 knight d 2 takes f 3 -knight d 3 takes b 2 -knight d 3 takes b 4 knight d 3 takes c 5 knight d 3 takes e 5 knight d 3 takes f 2 knight d 3 takes f 4 -knight d 4 takes b 3 -knight d 4 takes b 5 -knight d 4 takes c 2 knight d 4 takes c 6 -knight d 4 takes e 2 knight d 4 takes e 6 knight d 4 takes f 3 knight d 4 takes f 5 -knight d 5 takes b 4 -knight d 5 takes b 6 knight d 5 takes c 3 -knight d 5 takes c 7 knight d 5 takes e 3 -knight d 5 takes e 7 knight d 5 takes f 4 knight d 5 takes f 6 -knight d 6 takes b 5 -knight d 6 takes b 7 knight d 6 takes c 4 knight d 6 takes e 4 knight d 6 takes f 5 knight d 6 takes f 7 -knight d 7 takes b 6 knight d 7 takes c 5 knight d 7 takes e 5 knight d 7 takes f 6 -knight d 8 takes b 7 knight d 8 takes c 6 knight d 8 takes e 6 knight d 8 takes f 7 @@ -13383,125 +10564,81 @@ knight d takes queen knight e 1 takes c 2 knight e 1 takes d 3 knight e 1 takes f 3 -knight e 1 takes g 2 knight e 2 takes c 3 knight e 2 takes d 4 knight e 2 takes f 4 -knight e 2 takes g 3 knight e 3 takes c 2 knight e 3 takes c 4 knight e 3 takes d 5 knight e 3 takes f 5 -knight e 3 takes g 2 -knight e 3 takes g 4 knight e 4 takes c 3 knight e 4 takes c 5 -knight e 4 takes d 2 knight e 4 takes d 6 -knight e 4 takes f 2 knight e 4 takes f 6 -knight e 4 takes g 3 -knight e 4 takes g 5 knight e 5 takes c 4 knight e 5 takes c 6 knight e 5 takes d 3 -knight e 5 takes d 7 knight e 5 takes f 3 -knight e 5 takes f 7 -knight e 5 takes g 4 -knight e 5 takes g 6 knight e 6 takes c 5 knight e 6 takes c 7 knight e 6 takes d 4 knight e 6 takes f 4 -knight e 6 takes g 5 -knight e 6 takes g 7 knight e 7 takes c 6 knight e 7 takes d 5 knight e 7 takes f 5 -knight e 7 takes g 6 knight e 8 takes c 7 knight e 8 takes d 6 knight e 8 takes f 6 -knight e 8 takes g 7 knight e takes queen knight f 1 takes d 2 knight f 1 takes e 3 knight f 1 takes g 3 -knight f 1 takes h 2 knight f 2 takes d 3 knight f 2 takes e 4 knight f 2 takes g 4 -knight f 2 takes h 3 knight f 3 takes d 2 knight f 3 takes d 4 knight f 3 takes e 5 knight f 3 takes g 5 -knight f 3 takes h 2 -knight f 3 takes h 4 knight f 4 takes d 3 knight f 4 takes d 5 -knight f 4 takes e 2 knight f 4 takes e 6 -knight f 4 takes g 2 knight f 4 takes g 6 -knight f 4 takes h 3 -knight f 4 takes h 5 knight f 5 takes d 4 knight f 5 takes d 6 knight f 5 takes e 3 -knight f 5 takes e 7 knight f 5 takes g 3 -knight f 5 takes g 7 -knight f 5 takes h 4 -knight f 5 takes h 6 knight f 6 takes d 5 knight f 6 takes d 7 knight f 6 takes e 4 knight f 6 takes g 4 -knight f 6 takes h 5 -knight f 6 takes h 7 knight f 7 takes d 6 knight f 7 takes e 5 knight f 7 takes g 5 -knight f 7 takes h 6 knight f 8 takes d 7 knight f 8 takes e 6 knight f 8 takes g 6 -knight f 8 takes h 7 knight f takes queen knight g 1 takes e 2 knight g 1 takes f 3 -knight g 1 takes h 3 knight g 2 takes e 3 knight g 2 takes f 4 -knight g 2 takes h 4 knight g 3 takes e 2 knight g 3 takes e 4 knight g 3 takes f 5 -knight g 3 takes h 5 knight g 4 takes e 3 knight g 4 takes e 5 -knight g 4 takes f 2 knight g 4 takes f 6 -knight g 4 takes h 2 -knight g 4 takes h 6 knight g 5 takes e 4 knight g 5 takes e 6 knight g 5 takes f 3 -knight g 5 takes f 7 -knight g 5 takes h 3 -knight g 5 takes h 7 knight g 6 takes e 5 knight g 6 takes e 7 knight g 6 takes f 4 -knight g 6 takes h 4 knight g 7 takes e 6 knight g 7 takes f 5 -knight g 7 takes h 5 knight g 8 takes e 7 knight g 8 takes f 6 -knight g 8 takes h 6 knight g takes queen knight h 1 takes f 2 knight h 1 takes g 3 @@ -13512,12 +10649,10 @@ knight h 3 takes f 4 knight h 3 takes g 5 knight h 4 takes f 3 knight h 4 takes f 5 -knight h 4 takes g 2 knight h 4 takes g 6 knight h 5 takes f 4 knight h 5 takes f 6 knight h 5 takes g 3 -knight h 5 takes g 7 knight h 6 takes f 5 knight h 6 takes f 7 knight h 6 takes g 4 @@ -13686,70 +10821,6 @@ queen h 8 takes pawn queen h 8 takes rook queen h takes bishop queen h takes knight -rook a 1 takes queen -rook a 2 takes queen -rook a 3 takes queen -rook a 4 takes queen -rook a 5 takes queen -rook a 6 takes queen -rook a 7 takes queen -rook a 8 takes queen -rook b 1 takes queen -rook b 2 takes queen -rook b 3 takes queen -rook b 4 takes queen -rook b 5 takes queen -rook b 6 takes queen -rook b 7 takes queen -rook b 8 takes queen -rook c 1 takes queen -rook c 2 takes queen -rook c 3 takes queen -rook c 4 takes queen -rook c 5 takes queen -rook c 6 takes queen -rook c 7 takes queen -rook c 8 takes queen -rook d 1 takes queen -rook d 2 takes queen -rook d 3 takes queen -rook d 4 takes queen -rook d 5 takes queen -rook d 6 takes queen -rook d 7 takes queen -rook d 8 takes queen -rook e 1 takes queen -rook e 2 takes queen -rook e 3 takes queen -rook e 4 takes queen -rook e 5 takes queen -rook e 6 takes queen -rook e 7 takes queen -rook e 8 takes queen -rook f 1 takes queen -rook f 2 takes queen -rook f 3 takes queen -rook f 4 takes queen -rook f 5 takes queen -rook f 6 takes queen -rook f 7 takes queen -rook f 8 takes queen -rook g 1 takes queen -rook g 2 takes queen -rook g 3 takes queen -rook g 4 takes queen -rook g 5 takes queen -rook g 6 takes queen -rook g 7 takes queen -rook g 8 takes queen -rook h 1 takes queen -rook h 2 takes queen -rook h 3 takes queen -rook h 4 takes queen -rook h 5 takes queen -rook h 6 takes queen -rook h 7 takes queen -rook h 8 takes queen a takes bishop bishop a takes bishop knight a takes knight bishop @@ -14166,134 +11237,6 @@ queen h 5 takes queen queen h 6 takes queen queen h 7 takes queen queen h 8 takes queen -rook a 1 takes bishop -rook a 1 takes knight -rook a 2 takes bishop -rook a 2 takes knight -rook a 3 takes bishop -rook a 3 takes knight -rook a 4 takes bishop -rook a 4 takes knight -rook a 5 takes bishop -rook a 5 takes knight -rook a 6 takes bishop -rook a 6 takes knight -rook a 7 takes bishop -rook a 7 takes knight -rook a 8 takes bishop -rook a 8 takes knight -rook b 1 takes bishop -rook b 1 takes knight -rook b 2 takes bishop -rook b 2 takes knight -rook b 3 takes bishop -rook b 3 takes knight -rook b 4 takes bishop -rook b 4 takes knight -rook b 5 takes bishop -rook b 5 takes knight -rook b 6 takes bishop -rook b 6 takes knight -rook b 7 takes bishop -rook b 7 takes knight -rook b 8 takes bishop -rook b 8 takes knight -rook c 1 takes bishop -rook c 1 takes knight -rook c 2 takes bishop -rook c 2 takes knight -rook c 3 takes bishop -rook c 3 takes knight -rook c 4 takes bishop -rook c 4 takes knight -rook c 5 takes bishop -rook c 5 takes knight -rook c 6 takes bishop -rook c 6 takes knight -rook c 7 takes bishop -rook c 7 takes knight -rook c 8 takes bishop -rook c 8 takes knight -rook d 1 takes bishop -rook d 1 takes knight -rook d 2 takes bishop -rook d 2 takes knight -rook d 3 takes bishop -rook d 3 takes knight -rook d 4 takes bishop -rook d 4 takes knight -rook d 5 takes bishop -rook d 5 takes knight -rook d 6 takes bishop -rook d 6 takes knight -rook d 7 takes bishop -rook d 7 takes knight -rook d 8 takes bishop -rook d 8 takes knight -rook e 1 takes bishop -rook e 1 takes knight -rook e 2 takes bishop -rook e 2 takes knight -rook e 3 takes bishop -rook e 3 takes knight -rook e 4 takes bishop -rook e 4 takes knight -rook e 5 takes bishop -rook e 5 takes knight -rook e 6 takes bishop -rook e 6 takes knight -rook e 7 takes bishop -rook e 7 takes knight -rook e 8 takes bishop -rook e 8 takes knight -rook f 1 takes bishop -rook f 1 takes knight -rook f 2 takes bishop -rook f 2 takes knight -rook f 3 takes bishop -rook f 3 takes knight -rook f 4 takes bishop -rook f 4 takes knight -rook f 5 takes bishop -rook f 5 takes knight -rook f 6 takes bishop -rook f 6 takes knight -rook f 7 takes bishop -rook f 7 takes knight -rook f 8 takes bishop -rook f 8 takes knight -rook g 1 takes bishop -rook g 1 takes knight -rook g 2 takes bishop -rook g 2 takes knight -rook g 3 takes bishop -rook g 3 takes knight -rook g 4 takes bishop -rook g 4 takes knight -rook g 5 takes bishop -rook g 5 takes knight -rook g 6 takes bishop -rook g 6 takes knight -rook g 7 takes bishop -rook g 7 takes knight -rook g 8 takes bishop -rook g 8 takes knight -rook h 1 takes bishop -rook h 1 takes knight -rook h 2 takes bishop -rook h 2 takes knight -rook h 3 takes bishop -rook h 3 takes knight -rook h 4 takes bishop -rook h 4 takes knight -rook h 5 takes bishop -rook h 5 takes knight -rook h 6 takes bishop -rook h 6 takes knight -rook h 7 takes bishop -rook h 7 takes knight -rook h 8 takes bishop -rook h 8 takes knight bishop a 1 takes queen bishop a 2 takes queen bishop a 3 takes queen