@greenpawn34 saidOn this one, you might end up asleep on the board with dreams of Bishops flying about. 😈
OK Blog posted. Look at the time, at my age I should be tucked up in bed.
But thanks to you I'm not. You know I could not sleep with this hanging over
my head. My first try will be with a Queen on c4 because I know you and that
is bound to be the answer....or not.
Up and bushy tailed refreshed. I must had bee dog tired last night.
it appears I have fallen asleep in mid sentence.
I only found that out a while back. Synod is the collective term for Bishops.
For some reason I always thought it was a cloister. Was what I tried to say.
Still nowhere near solving this one Big Dog but I'm on it.
@greenpawn34 saidTry moving the black king closer to the center. There are more angles of attack.
I have taken care of 1.Ba8# 1.Ba7# 1.Ba6# and 1.Ba5#
[fen]1k1B3R/1B6/8/3B4/2QB4/4B3/8/1R4K1 w - - 0 1[/fen]
Now what? flip the board and mirror the solutions.
@greenpawn34 saidThat's thinking in the right direction.
I have it down to 7 Bishop move mates, the missing one is 1.Ba5.
[fen]1B6/2B5/8/RBkBR3/5Q2/2B5/2R5/2B4K w - - 0 1[/fen]
1.Ba1# 1.Ba2# 1.Ba3# 1.Ba4# 1.Ba6# 1.Ba7# 1.Ba8#
The only thing wrong with this position is that Qc4 is a check.
@bigdogg saidI would venture
I'm thinking of a position in which all but one of the following moves are possible:
1.Ba8#
1.Ba7#
1.Ba6#
1.Ba5#
1.Ba4#
1.Ba3#
1.Ba2#
1.Ba1#
1.Qc4
Which move is not possible?
Ba8#.
Resoning, the mate is brought on the h1-a8 diagonal, but the bishop has to be there already to reach a8, so the King would have been in check already. (Of course ba8B# is not covered)
Resoning, the mate is brought on the h1-a8 diagonal, but the bishop has to be there already to reach a8, so the King would have been in check already. (Of course ba8B# is not covered)
283d
@ponderable saidBy that reasoning, 1. Ba1# would also be impossible.
I would venture
Hidden content removed
@bigdogg saidI now found one position
By that reasoning, 1. Ba1# would also be impossible.
Edits: I found out you can't hide a board ...
283d
@ponderable saidIf you mirror that position vertically, you get 1.Ba8#
I now found one position
[fen]k7/3n1q1n/5b2/5K2/4PPP1/8/8/8w - - 0 1[/fen]
Edits: I found out you can't hide a board ...