Pointing Pair/Triple
A Pointing Pair (or Pointing Triple) occurs when a digit within a box can only appear in cells that are all aligned in the same row or column. This alignment "points" outward, allowing eliminations in that row or column outside the box.
How It Works
The Pattern
Look for a digit within a box where:
- The digit appears as a candidate in only 2 or 3 cells
- All those cells are in the same row (or same column)
The Logic
If digit 3 in Box 3 can only appear in R2C7 and R2C9 (both in Row 2), then:
- The 3 for Box 3 must be in Row 2
- No other cell in Row 2 can contain 3
- Eliminate 3 from R2C1, R2C2, R2C3, etc.
The candidates "point" along the row/column, eliminating the digit elsewhere in that line.
How to Spot Pointing Pairs
Single-Digit Focus
The key to spotting intersection techniques is focusing on one digit at a time:
| Approach | Question | What to Look For |
|---|---|---|
| Pointing Pair | "Where can digit X go in this box?" | All candidates fall into one line within a box |
| Box/Line Reduction | "Where can digit X go in this row/column?" | All candidates fall into one box within a line |
Step-by-Step Scanning
- Pick a digit — Choose any digit 1-9
- Pick a box — Focus on one box at a time
- Ask: "Where can this digit go in this box?"
- Check alignment — Do all candidates fall into one row or column?
- Eliminate — If yes, remove that digit from the rest of that line outside the box
Using Focus Mode
Focus Mode makes pointing pairs much easier to spot:
- Tap a digit to highlight all cells containing it
- Look at each box — are the highlighted cells all in one row or column?
- If aligned, check if there are candidates to eliminate outside the box
Example
Look at Box 2 (top-middle) and ask: where can digit 6 go?
Box 2 Analysis:
- Digit 6 appears as a candidate only in R3C5 and R3C6
- Both cells are in Row 3
- This is a pointing pair!
Since digit 6 in Box 2 must be in Row 3, no other cell in Row 3 can contain 6.
Eliminations: Remove 6 from R3C3 (Row 3 cell outside Box 2)
puzzle: S9B4s0107091803064a4c281c1i2t082q7r7v81094g520l1o1m054b074i07024i018i04038i4nbqba048y02b707c34306040307b60205b707bk01447wbeba060558bgc22q032qb7bfbf4ebi05067u010702bi
mode: guided
technique: Pointing Pairs
initial:
layers:
hints: true
steps:
- text: >
Use Focus Mode to highlight digit 6. Where can 6 go in Box 2?
hint: subtle
technique: PP
state:
focus:
enabled: true
digits: [6]
- text: >
Digit 6 in Box 2 only appears in R3C5 and R3C6 — both in Row 3!
hint: obvious
technique: PP
state:
selection:
cells: [R3C5, R3C6]
focus:
enabled: true
digits: [6]
- text: >
This is a Pointing Pair. The digit "points" along Row 3, claiming that row for Box 2.
hint: obvious
technique: PP
state:
selection:
cells: [R3C5, R3C6]
focus:
enabled: true
digits: [6]
- text: >
Eliminate 6 from other Row 3 cells outside Box 2: R3C3~6.
hint: detailed
technique: PP
state:
selection:
cells: [R3C3]
focus:
enabled: true
digits: [6]
settings:
showCandidates: true
showControls: true
showDescription: true
navigation: numbered
Pointing Triples
The same logic applies when three cells align:
In the same puzzle, look at Box 8 (bottom-middle):
- Digit 3 appears in R7C6, R8C6, and R9C6
- All three cells are in Column 6
- Eliminate 3 from other cells in Column 6 above the box
Tips
- Scan each box systematically — For each digit, check if its candidates align
- Both directions — Candidates can point horizontally (row) or vertically (column)
- Works with 2 or 3 cells — Pairs are more common, but triples occur
- Common in medium puzzles — Often the key to progressing past basic techniques
The Intersection Family
Pointing Pairs and Box/Line Reduction are complementary:
| Technique | Starting Point | Direction | Eliminates From |
|---|---|---|---|
| Pointing Pair | Box | Points out | Row/Column |
| Box/Line Reduction | Row/Column | Points in | Box |
Both exploit the same intersection geometry — where a row or column crosses a box.
More Puzzles
- Pointing Pairs ex. 1
- Pointing Pairs ex. 2
- Pointing Pairs ex. 3
- Pointing Pairs ex. 4
- Pointing Pairs ex. 5
- Pointing Pairs ex. 6
- Pointing Pairs ex. 7
- Pointing Pairs ex. 8
- Pointing Pairs ex. 9
Related Techniques
- Box/Line Reduction — Same geometry, opposite direction
- Hidden Pair — Another way to confine digits to cells