Platon Sudoku · Sudoku Study
Candidate elimination · Core Concepts
A placed digit removes that digit from every empty cell that sees it.
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
A placed digit removes that digit from every empty cell that sees it.
How to find it
Start at a placed value and inspect matching candidates in its row, column and box.
Common mistake
The placed digit must see the target. A conflict between unresolved candidates alone does not choose one to remove.
Row
Teaching board · local candidate diagram
Observe candidates
A placed digit removes that digit from every empty cell that sees it.
r2c1 contains 2, so r2c5, sharing row 2, cannot also contain 2.Verify the condition
Start at a placed value and inspect matching candidates in its row, column and box.
r2c1 contains 2, so r2c5, sharing row 2, cannot also contain 2.Draw the conclusion
The placed digit shares the marked region with the target candidate, so that candidate can be removed.
r2c1 contains 2, so r2c5, sharing row 2, cannot also contain 2.Column
Teaching board · local candidate diagram
Observe candidates
A placed digit removes that digit from every empty cell that sees it.
r1c2 contains 2, so r5c2, sharing column 2, cannot also contain 2.Verify the condition
Start at a placed value and inspect matching candidates in its row, column and box.
r1c2 contains 2, so r5c2, sharing column 2, cannot also contain 2.Draw the conclusion
The placed digit shares the marked region with the target candidate, so that candidate can be removed.
r1c2 contains 2, so r5c2, sharing column 2, cannot also contain 2.Box
Teaching board · local candidate diagram
Observe candidates
A placed digit removes that digit from every empty cell that sees it.
r2c1 contains 2, so r3c2, sharing box 1, cannot also contain 2.Verify the condition
Start at a placed value and inspect matching candidates in its row, column and box.
r2c1 contains 2, so r3c2, sharing box 1, cannot also contain 2.Draw the conclusion
The placed digit shares the marked region with the target candidate, so that candidate can be removed.
r2c1 contains 2, so r3c2, sharing box 1, cannot also contain 2.Recognition practice
Teaching board · local candidate diagram
Recognition practice 1
Can the placed value remove the highlighted candidate?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 2
Can the placed value remove the highlighted candidate?
Teaching board · local candidate diagramDraw the conclusion
No
Recognition practice 3
Can the placed value remove the highlighted candidate?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 4
Can the placed value remove the highlighted candidate?
Teaching board · local candidate diagramDraw the conclusion
No
Recognition practice 5
Can the placed value remove the highlighted candidate?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 6
Can the placed value remove the highlighted candidate?
Teaching board · local candidate diagramDraw the conclusion
No
Recognition practice 7
Can the placed value remove the highlighted candidate?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 8
Can the placed value remove the highlighted candidate?
Teaching board · local candidate diagramDraw the conclusion
No
Recognition practice 9
Can the placed value remove the highlighted candidate?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 10
Can the placed value remove the highlighted candidate?
Teaching board · local candidate diagramDraw the conclusion
No
Recognition practice 11
Can the placed value remove the highlighted candidate?
Teaching board · local candidate diagramDraw the conclusion
Yes
Recognition practice 12
Can the placed value remove the highlighted candidate?
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 ↗