How many toal checkmates can you possibly make against the enemy king?












2












$begingroup$


Just an interesting idea for a puzzle that I had



So, I decided to see how many possible checkmate I could theoretically make, in a legal position that can be legally reached.



Always assume that the two players are mutually cooperating. It would be the checkmaters turn to move. How many possible checkmate could you make for black to possibly deliver? White would not be allowed to be able to stop any of them fully, for then it would not count. (A knight could move in a checkmate’s path, for example, but as long it can be captured with checkmate, it’s movement is fine.) How each color is used does not matter.



A move only counts as a possible checkmate is if it checkmates right away. If a piece can move to two or more squares to deliver a mate, each possibile move counts as a checkmate threat.



Discovered checks that result in checkmate only count if the piece that moves to allow the check do not deliver checkmate themselves.



Promotions by a pawn to do a checkmate, in the case that mate can be done by either a rook or a queen, count as only one threat for each promoting pawn.



Always make sure that the to-be checkmated side has a piece or two so it will not count as a stalemate if the position would be otherwise. This is to make sure the game has stayed a legal one. Stalemates always result in a disqualification. I will be the judge if it, for this is my question.



As such, here is my record of 26 possible checkmates threats:



https://www.apronus.com/chess/pgnviewer/?p=An_____n____n___P__r_r_P__n_K_n____r_r______n____n_____n_______qk0



(There’s two mating threats from each of the knights, rooks, and the queen.)



Try to beat me, even by 1 if you must!










share|improve this question











$endgroup$












  • $begingroup$
    From the gap between your solution and mine I think that there is possibly some rule I didn't understand in your settings.
    $endgroup$
    – Arnaud Mortier
    38 mins ago










  • $begingroup$
    You followed the rules-we just thought in different ways about how to do it, that’s all. Just add a king to your picture to make it legal and I’ll checkmark you’re answer!
    $endgroup$
    – Rewan Demontay
    31 mins ago










  • $begingroup$
    King added :) (stupid me) but someone might still improve the position, as I've been doing so for the last half an hour :)
    $endgroup$
    – Arnaud Mortier
    29 mins ago


















2












$begingroup$


Just an interesting idea for a puzzle that I had



So, I decided to see how many possible checkmate I could theoretically make, in a legal position that can be legally reached.



Always assume that the two players are mutually cooperating. It would be the checkmaters turn to move. How many possible checkmate could you make for black to possibly deliver? White would not be allowed to be able to stop any of them fully, for then it would not count. (A knight could move in a checkmate’s path, for example, but as long it can be captured with checkmate, it’s movement is fine.) How each color is used does not matter.



A move only counts as a possible checkmate is if it checkmates right away. If a piece can move to two or more squares to deliver a mate, each possibile move counts as a checkmate threat.



Discovered checks that result in checkmate only count if the piece that moves to allow the check do not deliver checkmate themselves.



Promotions by a pawn to do a checkmate, in the case that mate can be done by either a rook or a queen, count as only one threat for each promoting pawn.



Always make sure that the to-be checkmated side has a piece or two so it will not count as a stalemate if the position would be otherwise. This is to make sure the game has stayed a legal one. Stalemates always result in a disqualification. I will be the judge if it, for this is my question.



As such, here is my record of 26 possible checkmates threats:



https://www.apronus.com/chess/pgnviewer/?p=An_____n____n___P__r_r_P__n_K_n____r_r______n____n_____n_______qk0



(There’s two mating threats from each of the knights, rooks, and the queen.)



Try to beat me, even by 1 if you must!










share|improve this question











$endgroup$












  • $begingroup$
    From the gap between your solution and mine I think that there is possibly some rule I didn't understand in your settings.
    $endgroup$
    – Arnaud Mortier
    38 mins ago










  • $begingroup$
    You followed the rules-we just thought in different ways about how to do it, that’s all. Just add a king to your picture to make it legal and I’ll checkmark you’re answer!
    $endgroup$
    – Rewan Demontay
    31 mins ago










  • $begingroup$
    King added :) (stupid me) but someone might still improve the position, as I've been doing so for the last half an hour :)
    $endgroup$
    – Arnaud Mortier
    29 mins ago
















2












2








2


1



$begingroup$


Just an interesting idea for a puzzle that I had



So, I decided to see how many possible checkmate I could theoretically make, in a legal position that can be legally reached.



Always assume that the two players are mutually cooperating. It would be the checkmaters turn to move. How many possible checkmate could you make for black to possibly deliver? White would not be allowed to be able to stop any of them fully, for then it would not count. (A knight could move in a checkmate’s path, for example, but as long it can be captured with checkmate, it’s movement is fine.) How each color is used does not matter.



A move only counts as a possible checkmate is if it checkmates right away. If a piece can move to two or more squares to deliver a mate, each possibile move counts as a checkmate threat.



Discovered checks that result in checkmate only count if the piece that moves to allow the check do not deliver checkmate themselves.



Promotions by a pawn to do a checkmate, in the case that mate can be done by either a rook or a queen, count as only one threat for each promoting pawn.



Always make sure that the to-be checkmated side has a piece or two so it will not count as a stalemate if the position would be otherwise. This is to make sure the game has stayed a legal one. Stalemates always result in a disqualification. I will be the judge if it, for this is my question.



As such, here is my record of 26 possible checkmates threats:



https://www.apronus.com/chess/pgnviewer/?p=An_____n____n___P__r_r_P__n_K_n____r_r______n____n_____n_______qk0



(There’s two mating threats from each of the knights, rooks, and the queen.)



Try to beat me, even by 1 if you must!










share|improve this question











$endgroup$




Just an interesting idea for a puzzle that I had



So, I decided to see how many possible checkmate I could theoretically make, in a legal position that can be legally reached.



Always assume that the two players are mutually cooperating. It would be the checkmaters turn to move. How many possible checkmate could you make for black to possibly deliver? White would not be allowed to be able to stop any of them fully, for then it would not count. (A knight could move in a checkmate’s path, for example, but as long it can be captured with checkmate, it’s movement is fine.) How each color is used does not matter.



A move only counts as a possible checkmate is if it checkmates right away. If a piece can move to two or more squares to deliver a mate, each possibile move counts as a checkmate threat.



Discovered checks that result in checkmate only count if the piece that moves to allow the check do not deliver checkmate themselves.



Promotions by a pawn to do a checkmate, in the case that mate can be done by either a rook or a queen, count as only one threat for each promoting pawn.



Always make sure that the to-be checkmated side has a piece or two so it will not count as a stalemate if the position would be otherwise. This is to make sure the game has stayed a legal one. Stalemates always result in a disqualification. I will be the judge if it, for this is my question.



As such, here is my record of 26 possible checkmates threats:



https://www.apronus.com/chess/pgnviewer/?p=An_____n____n___P__r_r_P__n_K_n____r_r______n____n_____n_______qk0



(There’s two mating threats from each of the knights, rooks, and the queen.)



Try to beat me, even by 1 if you must!







chess puzzle-creation checkerboard






share|improve this question















share|improve this question













share|improve this question




share|improve this question








edited 8 mins ago







Rewan Demontay

















asked 1 hour ago









Rewan DemontayRewan Demontay

25412




25412












  • $begingroup$
    From the gap between your solution and mine I think that there is possibly some rule I didn't understand in your settings.
    $endgroup$
    – Arnaud Mortier
    38 mins ago










  • $begingroup$
    You followed the rules-we just thought in different ways about how to do it, that’s all. Just add a king to your picture to make it legal and I’ll checkmark you’re answer!
    $endgroup$
    – Rewan Demontay
    31 mins ago










  • $begingroup$
    King added :) (stupid me) but someone might still improve the position, as I've been doing so for the last half an hour :)
    $endgroup$
    – Arnaud Mortier
    29 mins ago




















  • $begingroup$
    From the gap between your solution and mine I think that there is possibly some rule I didn't understand in your settings.
    $endgroup$
    – Arnaud Mortier
    38 mins ago










  • $begingroup$
    You followed the rules-we just thought in different ways about how to do it, that’s all. Just add a king to your picture to make it legal and I’ll checkmark you’re answer!
    $endgroup$
    – Rewan Demontay
    31 mins ago










  • $begingroup$
    King added :) (stupid me) but someone might still improve the position, as I've been doing so for the last half an hour :)
    $endgroup$
    – Arnaud Mortier
    29 mins ago


















$begingroup$
From the gap between your solution and mine I think that there is possibly some rule I didn't understand in your settings.
$endgroup$
– Arnaud Mortier
38 mins ago




$begingroup$
From the gap between your solution and mine I think that there is possibly some rule I didn't understand in your settings.
$endgroup$
– Arnaud Mortier
38 mins ago












$begingroup$
You followed the rules-we just thought in different ways about how to do it, that’s all. Just add a king to your picture to make it legal and I’ll checkmark you’re answer!
$endgroup$
– Rewan Demontay
31 mins ago




$begingroup$
You followed the rules-we just thought in different ways about how to do it, that’s all. Just add a king to your picture to make it legal and I’ll checkmark you’re answer!
$endgroup$
– Rewan Demontay
31 mins ago












$begingroup$
King added :) (stupid me) but someone might still improve the position, as I've been doing so for the last half an hour :)
$endgroup$
– Arnaud Mortier
29 mins ago






$begingroup$
King added :) (stupid me) but someone might still improve the position, as I've been doing so for the last half an hour :)
$endgroup$
– Arnaud Mortier
29 mins ago












1 Answer
1






active

oldest

votes


















0












$begingroup$

I have




86.




Contributed by:




The 8 symmetric Queens: 10 for each on the left and at the bottom, 9 for each at the top and on the right, so 76.
The last Queen: 5.
The 2 Rooks, 2 each: 4.
The Bishop: 1.




The board:




chessboard




Note: the position is easily seen to be legal, as the knight can make back and forth moves while the black pieces get into position.






share|improve this answer











$endgroup$













  • $begingroup$
    You'd still need a black king somewhere on the board for it to be a legal position. There are a few options with your solution though, such as at H1.
    $endgroup$
    – Matthew Barber
    37 mins ago










  • $begingroup$
    @MatthewBarber True. Thanks.
    $endgroup$
    – Arnaud Mortier
    32 mins ago










  • $begingroup$
    @noedne Ah, possibly. We'll have to wait for the OP to clarify that point. Edit: apparently it's fine.
    $endgroup$
    – Arnaud Mortier
    30 mins ago






  • 1




    $begingroup$
    @RewanDemontay The reason it's now 78 and not 82 is because I realized that the Queens are not as symmetric as I initially thought: there are no e9 or i5 squares :)
    $endgroup$
    – Arnaud Mortier
    21 mins ago






  • 1




    $begingroup$
    @RewanDemontay Then I guess what is confusing is what is the point of it being white to move.
    $endgroup$
    – Arnaud Mortier
    15 mins ago











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1 Answer
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active

oldest

votes








1 Answer
1






active

oldest

votes









active

oldest

votes






active

oldest

votes









0












$begingroup$

I have




86.




Contributed by:




The 8 symmetric Queens: 10 for each on the left and at the bottom, 9 for each at the top and on the right, so 76.
The last Queen: 5.
The 2 Rooks, 2 each: 4.
The Bishop: 1.




The board:




chessboard




Note: the position is easily seen to be legal, as the knight can make back and forth moves while the black pieces get into position.






share|improve this answer











$endgroup$













  • $begingroup$
    You'd still need a black king somewhere on the board for it to be a legal position. There are a few options with your solution though, such as at H1.
    $endgroup$
    – Matthew Barber
    37 mins ago










  • $begingroup$
    @MatthewBarber True. Thanks.
    $endgroup$
    – Arnaud Mortier
    32 mins ago










  • $begingroup$
    @noedne Ah, possibly. We'll have to wait for the OP to clarify that point. Edit: apparently it's fine.
    $endgroup$
    – Arnaud Mortier
    30 mins ago






  • 1




    $begingroup$
    @RewanDemontay The reason it's now 78 and not 82 is because I realized that the Queens are not as symmetric as I initially thought: there are no e9 or i5 squares :)
    $endgroup$
    – Arnaud Mortier
    21 mins ago






  • 1




    $begingroup$
    @RewanDemontay Then I guess what is confusing is what is the point of it being white to move.
    $endgroup$
    – Arnaud Mortier
    15 mins ago
















0












$begingroup$

I have




86.




Contributed by:




The 8 symmetric Queens: 10 for each on the left and at the bottom, 9 for each at the top and on the right, so 76.
The last Queen: 5.
The 2 Rooks, 2 each: 4.
The Bishop: 1.




The board:




chessboard




Note: the position is easily seen to be legal, as the knight can make back and forth moves while the black pieces get into position.






share|improve this answer











$endgroup$













  • $begingroup$
    You'd still need a black king somewhere on the board for it to be a legal position. There are a few options with your solution though, such as at H1.
    $endgroup$
    – Matthew Barber
    37 mins ago










  • $begingroup$
    @MatthewBarber True. Thanks.
    $endgroup$
    – Arnaud Mortier
    32 mins ago










  • $begingroup$
    @noedne Ah, possibly. We'll have to wait for the OP to clarify that point. Edit: apparently it's fine.
    $endgroup$
    – Arnaud Mortier
    30 mins ago






  • 1




    $begingroup$
    @RewanDemontay The reason it's now 78 and not 82 is because I realized that the Queens are not as symmetric as I initially thought: there are no e9 or i5 squares :)
    $endgroup$
    – Arnaud Mortier
    21 mins ago






  • 1




    $begingroup$
    @RewanDemontay Then I guess what is confusing is what is the point of it being white to move.
    $endgroup$
    – Arnaud Mortier
    15 mins ago














0












0








0





$begingroup$

I have




86.




Contributed by:




The 8 symmetric Queens: 10 for each on the left and at the bottom, 9 for each at the top and on the right, so 76.
The last Queen: 5.
The 2 Rooks, 2 each: 4.
The Bishop: 1.




The board:




chessboard




Note: the position is easily seen to be legal, as the knight can make back and forth moves while the black pieces get into position.






share|improve this answer











$endgroup$



I have




86.




Contributed by:




The 8 symmetric Queens: 10 for each on the left and at the bottom, 9 for each at the top and on the right, so 76.
The last Queen: 5.
The 2 Rooks, 2 each: 4.
The Bishop: 1.




The board:




chessboard




Note: the position is easily seen to be legal, as the knight can make back and forth moves while the black pieces get into position.







share|improve this answer














share|improve this answer



share|improve this answer








edited 4 mins ago

























answered 1 hour ago









Arnaud MortierArnaud Mortier

1,694523




1,694523












  • $begingroup$
    You'd still need a black king somewhere on the board for it to be a legal position. There are a few options with your solution though, such as at H1.
    $endgroup$
    – Matthew Barber
    37 mins ago










  • $begingroup$
    @MatthewBarber True. Thanks.
    $endgroup$
    – Arnaud Mortier
    32 mins ago










  • $begingroup$
    @noedne Ah, possibly. We'll have to wait for the OP to clarify that point. Edit: apparently it's fine.
    $endgroup$
    – Arnaud Mortier
    30 mins ago






  • 1




    $begingroup$
    @RewanDemontay The reason it's now 78 and not 82 is because I realized that the Queens are not as symmetric as I initially thought: there are no e9 or i5 squares :)
    $endgroup$
    – Arnaud Mortier
    21 mins ago






  • 1




    $begingroup$
    @RewanDemontay Then I guess what is confusing is what is the point of it being white to move.
    $endgroup$
    – Arnaud Mortier
    15 mins ago


















  • $begingroup$
    You'd still need a black king somewhere on the board for it to be a legal position. There are a few options with your solution though, such as at H1.
    $endgroup$
    – Matthew Barber
    37 mins ago










  • $begingroup$
    @MatthewBarber True. Thanks.
    $endgroup$
    – Arnaud Mortier
    32 mins ago










  • $begingroup$
    @noedne Ah, possibly. We'll have to wait for the OP to clarify that point. Edit: apparently it's fine.
    $endgroup$
    – Arnaud Mortier
    30 mins ago






  • 1




    $begingroup$
    @RewanDemontay The reason it's now 78 and not 82 is because I realized that the Queens are not as symmetric as I initially thought: there are no e9 or i5 squares :)
    $endgroup$
    – Arnaud Mortier
    21 mins ago






  • 1




    $begingroup$
    @RewanDemontay Then I guess what is confusing is what is the point of it being white to move.
    $endgroup$
    – Arnaud Mortier
    15 mins ago
















$begingroup$
You'd still need a black king somewhere on the board for it to be a legal position. There are a few options with your solution though, such as at H1.
$endgroup$
– Matthew Barber
37 mins ago




$begingroup$
You'd still need a black king somewhere on the board for it to be a legal position. There are a few options with your solution though, such as at H1.
$endgroup$
– Matthew Barber
37 mins ago












$begingroup$
@MatthewBarber True. Thanks.
$endgroup$
– Arnaud Mortier
32 mins ago




$begingroup$
@MatthewBarber True. Thanks.
$endgroup$
– Arnaud Mortier
32 mins ago












$begingroup$
@noedne Ah, possibly. We'll have to wait for the OP to clarify that point. Edit: apparently it's fine.
$endgroup$
– Arnaud Mortier
30 mins ago




$begingroup$
@noedne Ah, possibly. We'll have to wait for the OP to clarify that point. Edit: apparently it's fine.
$endgroup$
– Arnaud Mortier
30 mins ago




1




1




$begingroup$
@RewanDemontay The reason it's now 78 and not 82 is because I realized that the Queens are not as symmetric as I initially thought: there are no e9 or i5 squares :)
$endgroup$
– Arnaud Mortier
21 mins ago




$begingroup$
@RewanDemontay The reason it's now 78 and not 82 is because I realized that the Queens are not as symmetric as I initially thought: there are no e9 or i5 squares :)
$endgroup$
– Arnaud Mortier
21 mins ago




1




1




$begingroup$
@RewanDemontay Then I guess what is confusing is what is the point of it being white to move.
$endgroup$
– Arnaud Mortier
15 mins ago




$begingroup$
@RewanDemontay Then I guess what is confusing is what is the point of it being white to move.
$endgroup$
– Arnaud Mortier
15 mins ago


















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