Full Court
(Published on 29. April 2024, 09:10 by Bert)
Warning ! These chess pieces come with rules in Sudokupad that do not apply to this puzzle. Therefore, in the settings, make sure Conflict Checker in the gameplay section is set to either 'off' or 'classic sudoku'.
If someone knows a better way around this, please post how in the comment section. I also love to read your feedback. Thank you!
Play on SudokuPad
Normal sudoku rules apply.
Chess pieces have the following rules:
Pawn: The Pawn has a lower digit than any of its surrounding cells.
Bishop: Digits can't repeat on a diagonal that passes through a cell with a Bishop.
Knight: There are exactly two cells a Knight's move away from this cell that have the same digit as the Knight.
Rook: The Rook is positioned between the 1 and 9 in its row and column. Digits between the 1 and 9 in its row have the same sum as the digits between the 1 and 9 in its column.
King: With the surrounding cells of the King, four dominoes (these are two orthogonally connected cells) can be created. For each domino, the sum of its digits must be equal to the digit of the King.
Queen: From the Queen's cell, straight arrows of varying length can be drawn in all eight directions. The digits on each of these arrows sum to the digit of the Queen.
A visual explainer for these rules:
If someone knows a better way around this, please post how in the comment section. I also love to read your feedback. Thank you!
Play on SudokuPad
Normal sudoku rules apply.
Chess pieces have the following rules:
Pawn: The Pawn has a lower digit than any of its surrounding cells.
Bishop: Digits can't repeat on a diagonal that passes through a cell with a Bishop.
Knight: There are exactly two cells a Knight's move away from this cell that have the same digit as the Knight.
Rook: The Rook is positioned between the 1 and 9 in its row and column. Digits between the 1 and 9 in its row have the same sum as the digits between the 1 and 9 in its column.
King: With the surrounding cells of the King, four dominoes (these are two orthogonally connected cells) can be created. For each domino, the sum of its digits must be equal to the digit of the King.
Queen: From the Queen's cell, straight arrows of varying length can be drawn in all eight directions. The digits on each of these arrows sum to the digit of the Queen.
A visual explainer for these rules:
Solution code: row 1
Solved by Piff, StefanSch, tuturitu, SKORP17, kureha, halakani
Comments
on 2. May 2024, 16:00 by Bert
Thank you firespire that is good to know ! Your link works.
Kureha, you have repeating digits on a diagonal from the bishop's cell.
Last changed on 30. April 2024, 22:10
on 30. April 2024, 22:03 by firespire
I think if you change the link you give out to
https://sudokupad.app/6x8dl0x0op?setting-conflictchecker=0
it turns conflict checker off for this puzzle. I have no idea where you go to find the list of commands like that.
