Platon Sudoku · Sudoku Study
Deadly rectangles · Core Concepts
Four cells in two rows, columns and boxes, each with only the same pair, could swap that pair and create a second completion.
This course is adapted from Platon Sudoku App. Read the complete example here, then continue learning and practising in the app.
View on Google Play ↗Definition
Four cells in two rows, columns and boxes, each with only the same pair, could swap that pair and create a second completion.
How to find it
Check the four corners, exactly two boxes, and the same two candidates in all four cells.
Common mistake
The cells must span exactly two boxes and each have only the same pair. Four boxes or an extra candidate breaks the condition.
Horizontal
Teaching board · local candidate diagram
Observe candidates
Four cells in two rows, columns and boxes, each with only the same pair, could swap that pair and create a second completion.
r1c2, r1c8, r2c2, r2c8 span two rows, two columns and two boxes, with only 2, 3; swapping the digits gives another local filling.Verify the condition
Check the four corners, exactly two boxes, and the same two candidates in all four cells.
r1c2, r1c8, r2c2, r2c8 span two rows, two columns and two boxes, with only 2, 3; swapping the digits gives another local filling.Draw the conclusion
Four cells span two rows, columns, and boxes with the same candidate pair.
r1c2, r1c8, r2c2, r2c8 span two rows, two columns and two boxes, with only 2, 3; swapping the digits gives another local filling.Vertical
Teaching board · local candidate diagram
Observe candidates
Four cells in two rows, columns and boxes, each with only the same pair, could swap that pair and create a second completion.
r2c1, r8c1, r2c2, r8c2 span two rows, two columns and two boxes, with only 2, 3; swapping the digits gives another local filling.Verify the condition
Check the four corners, exactly two boxes, and the same two candidates in all four cells.
r2c1, r8c1, r2c2, r8c2 span two rows, two columns and two boxes, with only 2, 3; swapping the digits gives another local filling.Draw the conclusion
Four cells span two rows, columns, and boxes with the same candidate pair.
r2c1, r8c1, r2c2, r8c2 span two rows, two columns and two boxes, with only 2, 3; swapping the digits gives another local filling.Recognition practice
Teaching board · local candidate diagram
Recognition practice 1
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 2
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
No
Recognition practice 3
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 4
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
No
Recognition practice 5
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 6
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
No
Recognition practice 7
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 8
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
No
Recognition practice 9
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 10
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
No
Recognition practice 11
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 12
Do these cells meet the two-box, same-pair rectangle conditions?
Teaching board · local candidate diagramDraw the conclusion
No
Practice
This course is adapted from Platon Sudoku App. Read the complete example here, then continue learning and practising in the app.
View on Google Play ↗