Originally posted by SwissGambit Kardos/Molnar
[fen]n3kB2/ppp1P2R/RQP1N1Pq/1PPP2bB/4NP1p/2K4P/8/8[/fen]
Mate in 1
Seems straightforward enough. So I'm probably missing something then.
It must be black to move as he couldn't have moved last. Black's men have either not moved (a,b,c pawns), all squares they could have moved from are occupied (N, hP), squares are either occupied or would have resulted in a piece moving from giving check (B,Q) and the king would be in either an illegal double check, or impossible check from the white P on c6 (it couldn't have moved last due to the phalanx of pawns behind it.
Originally posted by Peakite Seems straightforward enough. So I'm probably missing something then.
It must be black to move as he couldn't have moved last. Black's men have either not moved (a,b,c pawns), all squares they could have moved from are occupied (N, hP), squares are either occupied or would have resulted in a piece moving from giving check (B,Q) and the king would be in ei ...[text shortened]... Nd6#
Bf6+ Nxf6#
Bxf4 Nxf6#
Qxh5 Ng7#
Qxg6 Bxg6#
Qg7+ Nxg7#
Qxh7 gxh7#
Qxf8 dxf8=Q/R#
Very good. You not only proved that Black has the move, but found all eleven (!) mate-in-one's.