an Absolute Turkey (there does not exist a sequence of legal moves leading from the standard initial position to this position)
Puzzle 2:
Black made the last move.
Same question – the above position is:
a dead position
not a dead position
an Absolute Turkey (there does not exist a sequence of legal moves leading from the standard initial position to this position)
Please note: If either of the above positions is/are an Absolute Turkey, I will consider it incorrect if you say dead position or not a dead position. In other words, if there appears to be more than one correct answer in either or both of the above puzzles, then Absolute Turkey trumps the other answers in that puzzle.
Also note: I said “Black made the last move” rather than “White to move” in order to avoid getting tangled up in kbachler-type arguments such as “If it’s a dead position, how can it be either player’s move? If the position is dead, the game is over, and it’s nobody’s move.”
The white pawns have to make 15 captures, which is possible if blacks a b and c pawns all promoted first and manouvered into range. That’s all of blacks pieces. The extra bishop or bishops have to be promoted a and b pawns.
Position two must be a turkey because the pawn promoted on a black square and it couldn’t have captured a black piece (since the other pawns made all the captures.
Position one seems possible only if Whites last move was gxf7+ and black played Kg8-h8. If white now plays Kc2 black has legal moves. Since black can then go somewhere other than the h8 corner,position 1 is not dead.
The one thing I’m not sold on is whites ability to get his pieces to where they can be captured without ever making a non-capturing pawn move. He can mark time with his knights and his a and b pawns can move. Can anyone prove it impossible and this show position 1 is also a Turkey!
If it starts 1) Nc3 Nc6, 2) Nd5 Nd4, 3) Nb6 Nf3+ 4) exf3 axb6 then we already have white pieces able to move out and two of the necessary 17 captures done (yet to be captured are the the white b-pawn and the other 14 black pieces/pawns, including the promoting c-pawn and two b-pawns).
Well the puzzle conditions don’t require proof of the claim in the form of a game score, so I’ll stick with my claimed answer. Won’t have a chess set for a couple of days