Can the king step into stalemate? Is it possible that the king can move to a square, and the opponent can move, but no matter where it is a stalemate? If it is impossible, how do you prove that?
If I understand what you are asking how about this
[Event &quot;&quot;]
[Site &quot;&quot;]
[Date &quot;????.??.??&quot;]
[Round &quot;&quot;]
[White &quot;&quot;]
[Black &quot;&quot;]
[Result &quot;*&quot;]
[FEN &quot;6k1/8/3p4/2bPp3/1p1bP3/1Pp3p1/2P3P1/6Kn w - - 0 1&quot;]

1.Kxh1 *

Black's last move was Nf2-h1+